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<title>Building Stronger Language Skills With English Tuition in Singapore</title>
<link>https://news.bangboxonline.com/building-stronger-language-skills-with-english-tuition-in-singapore</link>
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<description><![CDATA[ English is more than a school subject. Students use it to understand instructions, analyse information, write assignments, communicate ideas, and respond to examination questions across different academic levels. Yet strong English performance does not come from memorising vocabulary alone. Learners need to develop several connected skills, including comprehension, grammar, vocabulary, sentence construction, critical thinking, and organised writing. ]]></description>
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<pubDate>Fri, 09 Oct 2026 01:23:04 +0500</pubDate>
<dc:creator>thesyntexblog</dc:creator>
<media:keywords>English Tuition in Singapore</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"><span>Building Stronger Language Skills With English Tuition in Singapore</span></h1>
<p dir="ltr"><span>English is more than a school subject. Students use it to understand instructions, analyse information, write assignments, communicate ideas, and respond to examination questions across different academic levels. Yet strong English performance does not come from memorising vocabulary alone. Learners need to develop several connected skills, including comprehension, grammar, vocabulary, sentence construction, critical thinking, and organised writing.</span></p>
<p dir="ltr"><span>For students who need additional academic support,</span><a href="https://smartlab.com.sg/Tuition/english-tuition-singapore/"><span> </span><span>English tuition in Singapore</span></a><span> can provide structured opportunities to practise these skills. A well-designed learning approach should focus on the student's actual difficulties instead of treating every learner in the same way. With regular practice, detailed feedback, and appropriate guidance, students can gradually become more accurate, confident, and independent in their use of English.</span></p>
<h2 dir="ltr"><span>Why English Requires a Broad Skill Set</span></h2>
<p dir="ltr"><span>A student can be good at one aspect of English while finding another challenging. Someone may read quickly and understand passages but struggle to express ideas in writing. Another student may have strong grammar knowledge but find inference questions difficult. Some learners may have plenty of ideas but lack the vocabulary or sentence structure needed to communicate them effectively.</span></p>
<p dir="ltr"><span>This is why English improvement should cover several areas together. Reading develops exposure to language and ideas. Writing encourages students to organise and communicate their thoughts. Grammar supports accuracy, while vocabulary provides greater precision. Comprehension brings these abilities together by requiring students to understand information and respond according to a specific question.</span></p>
<h2 dir="ltr"><span>Identifying Where a Student Needs Help</span></h2>
<p dir="ltr"><span>Before creating a study routine, students should understand which areas are limiting their performance. A low mark does not necessarily mean that the student has weak English overall. It may indicate a particular issue such as poor paragraph development, careless grammar errors, difficulty interpreting questions, weak vocabulary, or insufficient textual evidence.</span></p>
<p dir="ltr"><span>Regular exercises can help reveal these patterns. Teachers can review written assignments, comprehension answers, and examination papers to determine which problems occur repeatedly. Once the underlying weakness becomes clearer, practice can become more focused. This prevents students from spending excessive time on skills they already understand while neglecting areas that require more attention.</span></p>
<h3 dir="ltr"><span>Turning Mistakes Into Learning Opportunities</span></h3>
<p dir="ltr"><span>Mistakes are useful when students understand why they occurred. Simply correcting an answer does not necessarily prevent the same error from appearing again. Learners need to understand the reasoning behind the correction and then apply that lesson to another task.</span></p>
<p dir="ltr"><span>For example, if a student repeatedly gives incomplete explanations in writing, the solution may involve practising how to develop a point rather than simply writing more essays. If comprehension answers are too general, the student may need to learn how to identify precise evidence from the passage. This kind of targeted practice can make improvement more measurable.</span></p>
<h2 dir="ltr"><span>Developing Better Writing Skills</span></h2>
<p dir="ltr"><span>Strong academic writing requires clear thinking as well as accurate language. Students need to understand the purpose of each paragraph and ensure that their ideas progress logically. A response should not feel like a collection of unrelated observations. Each point should contribute to the question being answered.</span></p>
<p dir="ltr"><span>Planning can help students achieve this. Before writing, learners can identify the central idea, supporting arguments, examples, and connections between paragraphs. As they gain experience, planning becomes quicker. They can then spend more time developing explanations and choosing language that communicates their ideas accurately.</span></p>
<h3 dir="ltr"><span>Building Strong Paragraphs</span></h3>
<p dir="ltr"><span>One common weakness in student writing is stopping after making a claim. A sentence may state that a particular development is beneficial, but the response becomes stronger when the student explains why it is beneficial, who is affected, and under what circumstances the claim applies.</span></p>
<p dir="ltr"><span>Students can practise expanding ideas through explanation, evidence, and analysis. They should also consider whether their examples genuinely support the point. This process helps transform basic statements into developed arguments and makes writing more convincing without requiring unnecessarily complicated language.</span></p>
<h2 dir="ltr"><span>Strengthening Reading Comprehension</span></h2>
<p dir="ltr"><span>Comprehension involves more than finding words that appear in a question. Students may be asked to identify the writer's main argument, explain an implied meaning, interpret a particular expression, analyse tone, or compare different ideas within a passage.</span></p>
<p dir="ltr"><span>Active reading can make these tasks easier. Students should pay attention to how the passage is organised and notice signals such as contrast, cause, consequence, comparison, and qualification. They can identify the central message and distinguish major ideas from supporting examples. This approach encourages them to understand the relationship between different parts of a passage rather than reading each sentence in isolation.</span></p>
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" width="602" height="315"></span></p>
<h2 dir="ltr"><span>Expanding Vocabulary Through Context</span></h2>
<p dir="ltr"><span>Vocabulary development is most effective when students understand how words are actually used. Memorising definitions can be helpful, but learners also need to recognise differences in meaning, tone, formality, and grammatical function.</span></p>
<p dir="ltr"><span>Reading a variety of material provides opportunities to encounter unfamiliar words in context. Students can record useful expressions, examine the sentences in which they appear, and create their own examples. Revisiting these words over time can make them easier to recall and use naturally.</span></p>
<p dir="ltr"><span>A strong vocabulary should also improve precision rather than simply make writing sound more sophisticated. Students should choose words because they communicate the intended meaning clearly. Unnecessarily complex language can sometimes make a response less precise.</span></p>
<h2 dir="ltr"><span>Improving Grammar and Sentence Construction</span></h2>
<p dir="ltr"><span>Grammar gives students the framework needed to communicate ideas accurately. Errors involving verb tense, subject-verb agreement, punctuation, articles, pronouns, and sentence boundaries can affect clarity, particularly in longer responses.</span></p>
<p dir="ltr"><span>Grammar practice becomes more useful when it is connected to a student's own writing. Instead of studying rules without context, learners can identify recurring errors in their assignments and practise correcting them. They can then deliberately apply the corrected structure in future writing.</span></p>
<p dir="ltr"><span>Sentence construction also deserves attention. Students should learn how to vary sentence length and structure while maintaining clarity. A series of very short sentences may make writing feel disconnected, whereas excessively long sentences can become difficult to follow. Effective writing balances both.</span></p>
<h2 dir="ltr"><span>Adapting Learning to Different Academic Needs</span></h2>
<p dir="ltr"><span>Students' English requirements change as they progress through school. Younger learners may need stronger foundations in spelling, grammar, vocabulary, sentence construction, and reading. Older students generally face greater demands for analysis, interpretation, argumentation, and independent writing.</span></p>
<p dir="ltr"><span>A suitable learning programme should therefore develop progressively. Students should not remain dependent on memorised templates as their academic requirements become more advanced. Instead, they should gradually learn to analyse questions, plan responses, select relevant information, and edit their own work.</span></p>
<h3 dir="ltr"><span>Preparing for Examination Conditions</span></h3>
<p dir="ltr"><span>Examination preparation should include both targeted skill exercises and full-paper practice. Students can first isolate individual skills, such as writing introductions, developing paragraphs, interpreting questions, or answering inference-based comprehension questions.</span></p>
<p dir="ltr"><span>Once those abilities become more secure, timed papers can be used to combine them. This helps students discover whether they can apply their skills under pressure. Time management can also be reviewed, allowing learners to identify whether they spend too long planning, writing, or checking particular sections.</span></p>
<h2 dir="ltr"><span>Making Tuition More Effective</span></h2>
<p dir="ltr"><span>Additional lessons are most useful when students remain actively involved in the learning process. Simply attending classes does not guarantee improvement. Students need to review corrections, practise difficult skills, and apply feedback between lessons.</span></p>
<p dir="ltr"><span>A balanced routine might include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reading different types of English material.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Recording useful vocabulary in context.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reviewing recurring grammar mistakes.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Practising comprehension questions.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Planning written responses before drafting them.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Writing individual paragraphs as well as complete assignments.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Revising previously marked work.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Completing timed exercises before examinations.</span></p>
</li>
</ul>
<p dir="ltr"><span>This approach gives each activity a clear purpose. Rather than measuring progress only by the number of worksheets completed, students can focus on whether they are making fewer recurring mistakes and producing clearer responses.</span></p>
<h2 dir="ltr"><span>The Importance of Feedback</span></h2>
<p dir="ltr"><span>Feedback can reveal problems that students may not notice when checking their own work. A learner might believe that vocabulary is the main weakness when the real issue is insufficient explanation. Another student might focus on grammar errors even though the response does not directly address the question.</span></p>
<p dir="ltr"><span>Specific feedback helps learners understand what needs to change. It can identify weaknesses in organisation, evidence, clarity, grammar, vocabulary, or reasoning. Students should then apply that feedback to future work instead of treating each correction as relevant only to one assignment.</span></p>
<p dir="ltr"><span>Over time, reviewing old corrections can also reveal patterns. If the same type of mistake appears repeatedly, the student can create a focused practice exercise to address it.</span></p>
<h2 dir="ltr"><span>Common Mistakes That Can Slow Progress</span></h2>
<p dir="ltr"><span>Students sometimes use study methods that feel productive but do not address their actual weaknesses. Recognising these habits can make preparation more efficient.</span></p>
<h3 dir="ltr"><span>Memorising Complete Responses</span></h3>
<p dir="ltr"><span>Memorised answers may provide useful examples of structure, but examination questions can be phrased in unexpected ways. Students who understand the principles behind good writing are generally better prepared to adapt their responses to different tasks.</span></p>
<h3 dir="ltr"><span>Using Vocabulary Without Understanding Context</span></h3>
<p dir="ltr"><span>A sophisticated word is only useful when it communicates the intended meaning accurately. Students should understand how vocabulary changes according to context rather than inserting difficult words simply to make writing appear advanced.</span></p>
<h3 dir="ltr"><span>Writing Without Planning</span></h3>
<p dir="ltr"><span>Beginning immediately can cause students to repeat ideas or lose their main argument. Even a short planning stage can help establish the direction of a response and make the final writing more coherent.</span></p>
<h3 dir="ltr"><span>Ignoring Previous Corrections</span></h3>
<p dir="ltr"><span>Repeatedly making the same mistakes wastes valuable practice time. Students should review feedback and deliberately check for previously identified weaknesses when completing new work.</span></p>
<h3 dir="ltr"><span>Focusing Only on One Area</span></h3>
<p dir="ltr"><span>English improvement requires a combination of skills. A student may improve grammar while still struggling with comprehension or argument development. A balanced routine helps prevent this narrow approach.</span></p>
<h2 dir="ltr"><span>Building Confidence Through Regular Practice</span></h2>
<p dir="ltr"><span>Confidence usually develops when students become familiar with the process of handling different tasks. Instead of hoping that examination questions will be familiar, learners can practise responding to unfamiliar passages and topics.</span></p>
<p dir="ltr"><span>Regular exposure makes it easier to recognise common question types and decide how to approach them. Students also become more aware of their own strengths and weaknesses. This self-awareness can make revision more focused because learners know where additional effort is needed.</span></p>
<p dir="ltr"><span>Progress may not always be immediate. Language development is cumulative, and small improvements in reading, vocabulary, grammar, writing structure, and comprehension can reinforce one another over time.</span></p>
<h2 dir="ltr"><span>Creating a Sustainable Study Routine</span></h2>
<p><b> </b></p>
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" width="602" height="315"></span></p>
<p><b> </b></p>
<p dir="ltr"><span>An effective English routine should fit realistically around schoolwork and other responsibilities. Excessive practice may become difficult to maintain, while irregular preparation can make improvement slower.</span></p>
<p dir="ltr"><span>Students can rotate different activities throughout the week. One session might focus on reading and vocabulary, another on writing, and another on comprehension or grammar. Full examination papers can be introduced periodically to assess overall progress under timed conditions.</span></p>
<p dir="ltr"><span>The aim is consistent development rather than short periods of intense preparation. Students who practise regularly and review their mistakes can gradually become more independent in managing their own learning.</span></p>
<h2 dir="ltr"><span>Frequently Asked Questions</span></h2>
<h3 dir="ltr"><span>Who can benefit from English tuition in Singapore?</span></h3>
<p dir="ltr"><span>Students with different ability levels can benefit when additional support is tailored to their individual needs. A learner who is struggling may need help with foundational language skills, while a stronger student may want to improve writing precision, comprehension, vocabulary, or examination techniques.</span></p>
<h3 dir="ltr"><span>How can students improve their English writing?</span></h3>
<p dir="ltr"><span>Students can practise writing regularly while paying close attention to feedback. They should work on organising ideas, developing paragraphs, selecting relevant examples, improving sentence construction, and correcting recurring grammar problems. Rewriting weaker sections can help turn feedback into practical improvement.</span></p>
<h3 dir="ltr"><span>Does reading help students perform better in English?</span></h3>
<p dir="ltr"><span>Regular reading can expose students to different vocabulary, sentence structures, ideas, and writing styles. Active reading is particularly useful because students can examine how writers organise information, establish tone, develop arguments, and choose specific words.</span></p>
<h3 dir="ltr"><span>Should students memorise vocabulary for examinations?</span></h3>
<p dir="ltr"><span>Learning vocabulary is useful, but students should understand how words function in context. Memorising definitions without practising usage may have limited value. Reading, sentence-building exercises, and regular writing provide opportunities to turn vocabulary knowledge into practical language ability.</span></p>
<h3 dir="ltr"><span>How often should students practise English?</span></h3>
<p dir="ltr"><span>The appropriate frequency depends on the student's academic level, workload, and learning needs. Consistent practice is generally more useful than occasional intensive sessions. A combination of reading, writing, comprehension, grammar, and vocabulary activities can provide broader development than repeatedly practising one type of exercise.</span></p>]]> </content:encoded>
</item>

<item>
<title>Real Estate Social Media Marketing in Dubai: A Strategic Approach</title>
<link>https://news.bangboxonline.com/real-estate-social-media-marketing-in-dubai-a-strategic-approach</link>
<guid>https://news.bangboxonline.com/real-estate-social-media-marketing-in-dubai-a-strategic-approach</guid>
<description><![CDATA[ Real estate marketing combines visual presentation with information that can influence significant purchasing or investment decisions. A single photograph may attract attention, but prospective customers usually need much more context before considering a property seriously. Location, property type, amenities, development features, surrounding facilities, and intended use can all affect interest. ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Tue, 06 Oct 2026 00:22:42 +0500</pubDate>
<dc:creator>thesyntexblog</dc:creator>
<media:keywords>real estate social media marketing agency in dubai</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"></p>
<h1 dir="ltr"><span>Building a Strong Real Estate Social Media Presence in Dubai</span></h1>
<p dir="ltr"><span>Dubai’s real estate market requires more than attractive property listings to capture attention online. Buyers, investors, tenants, and other property audiences often research businesses and developments across multiple digital channels before starting a conversation. Social media can support this research process by presenting properties, explaining important details, highlighting communities, and maintaining regular communication with potential customers. A</span><a href="https://skywalk.ltd/real-estate-social-media-marketing-agency-dubai-uae/"><span> </span><span>real estate social media marketing agency in dubai</span></a><span> can help organize these activities into a consistent strategy. The focus should be on creating useful, visually strong, and audience-relevant content rather than publishing promotional material without a clear purpose.</span></p>
<p><b> </b></p>
<p dir="ltr"><span><img 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" width="602" height="315"></span></p>
<p><b> </b></p>
<h2 dir="ltr"><span>What Makes Real Estate Social Media Different</span></h2>
<p dir="ltr"><span>Real estate marketing combines visual presentation with information that can influence significant purchasing or investment decisions. A single photograph may attract attention, but prospective customers usually need much more context before considering a property seriously. Location, property type, amenities, development features, surrounding facilities, and intended use can all affect interest.</span></p>
<p dir="ltr"><span>This makes content variety particularly important. A social media profile can combine property showcases with educational posts, neighbourhood information, market-related explanations, and company updates. Such a mix gives users more reasons to follow and engage with the account. It also allows a business to communicate expertise without turning every post into a direct sales message.</span></p>
<h2 dir="ltr"><span>Creating Content Around Property Discovery</span></h2>
<p dir="ltr"><span>Property content should make important features easy to understand. High-resolution photography can showcase interiors and architecture, while video can demonstrate layouts and provide a better sense of the property experience. Carousel posts can also present several features within a single piece of content.</span></p>
<p dir="ltr"><span>A useful content plan may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>New property and development showcases</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Interior and exterior photography</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Short property walkthroughs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Amenity-focused videos</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Community and neighbourhood features</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Property education</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Frequently asked questions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lifestyle-focused content</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Company and team updates</span></p>
</li>
</ul>
<p dir="ltr"><span>Different formats can serve different stages of audience interest. Some users may initially discover a property through a short video, while others may become interested after reading an informative post about the surrounding area.</span></p>
<h2 dir="ltr"><span>Understanding Different Property Audiences</span></h2>
<p dir="ltr"><span>A social media strategy becomes more relevant when it recognizes that property audiences have different priorities. Someone searching for a home may care about convenience, amenities, community features, and daily lifestyle. An investor may pay greater attention to development characteristics and broader property considerations.</span></p>
<p dir="ltr"><span>Luxury property audiences may also expect highly polished imagery and carefully presented information. Commercial property prospects can require a different content approach altogether. Segmenting audiences helps businesses avoid generic messaging and develop content that addresses specific interests. The objective is not simply to reach as many people as possible but to communicate relevant information to audiences who may have a genuine connection with the properties being promoted.</span></p>
<h2 dir="ltr"><span>Using Visual Storytelling Effectively</span></h2>
<p dir="ltr"><span>Visual storytelling can make property marketing more engaging than static promotional announcements. Instead of showing only a finished property, content can explain how different spaces relate to each other, highlight notable features, or show the surrounding environment.</span></p>
<p dir="ltr"><span>Short-form video can be useful for room walkthroughs, building amenities, exterior views, and neighbourhood locations. Photography can support more detailed property posts, while graphics can simplify educational topics. Consistent presentation across these formats can strengthen brand recognition. However, visual quality should remain aligned with the type of property being promoted. Premium developments generally require presentation standards that communicate their positioning without relying on exaggerated claims.</span></p>
<h2 dir="ltr"><span>Turning Attention Into Meaningful Engagement</span></h2>
<p dir="ltr"><span>Generating views and reactions is only one part of social media marketing. Real estate businesses also need a clear path for interested users to ask questions or request additional information. Calls to action should therefore match the purpose of the content.</span></p>
<p dir="ltr"><span>A property showcase might encourage users to request details, while an educational post could invite questions or further discussion. Businesses can monitor which content produces inquiries and whether those inquiries are relevant to their services. This helps distinguish general engagement from interactions that may contribute to actual business opportunities.</span></p>
<h2 dir="ltr"><span>Choosing Platforms Based on Content Goals</span></h2>
<p><b> </b></p>
<p dir="ltr"><span><img 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" width="602" height="315"></span></p>
<p><b> </b></p>
<p dir="ltr"><span>Different social platforms offer different opportunities for real estate communication. Visual-first channels can support property photography, short videos, and lifestyle content. Professional networks may be more appropriate for corporate developments, industry insights, partnerships, and business-oriented communication.</span></p>
<p dir="ltr"><span>Rather than attempting to maintain identical activity everywhere, a real estate company can select platforms based on its audience and content resources. The same property may also be presented differently across channels. A short video might create awareness, while a more detailed post can provide additional context for users who want to explore the development further.</span></p>
<h2 dir="ltr"><span>Working With a Specialized Marketing Agency</span></h2>
<p dir="ltr"><span>A</span><a href="https://skywalk.ltd/real-estate-social-media-marketing-agency-dubai-uae/"><span> </span><span>social media marketing agency for Dubai real estate</span></a><span> can coordinate content, creative production, publishing, audience targeting, and campaign analysis within a broader marketing framework. This can be particularly useful when a real estate business manages multiple properties, developments, or audience segments.</span></p>
<p dir="ltr"><span>Before selecting an agency, businesses should clarify what services are included. Content creation, photography or video requirements, paid campaign management, community management, reporting, and strategy development can all affect the scope of work. Clear objectives also make it easier to evaluate whether the marketing activity is aligned with business needs.</span></p>
<h2 dir="ltr"><span>Measuring Social Media Performance</span></h2>
<p dir="ltr"><span>Performance should be assessed using metrics that correspond to the campaign's purpose. Reach and impressions can indicate content distribution, while engagement metrics can show how audiences interact with posts. Website activity, inquiries, lead volume, and lead quality may provide additional insight into commercial performance.</span></p>
<p dir="ltr"><span>Regular analysis can reveal which property types, content formats, and audience segments generate stronger responses. For example, a business may discover that property walkthroughs generate more inquiries than static images, while neighbourhood content produces stronger engagement. Such findings can guide future content decisions without relying solely on assumptions.</span></p>
<h2 dir="ltr"><span>Maintaining Consistency Over Time</span></h2>
<p dir="ltr"><span>Real estate social media marketing works best when content is planned as an ongoing process rather than a short promotional campaign. A consistent publishing schedule helps businesses remain visible while giving audiences repeated opportunities to discover relevant properties and information.</span></p>
<p dir="ltr"><span>The strongest approach balances visual presentation with useful communication. Property showcases can attract attention, educational content can answer questions, and audience-focused campaigns can encourage meaningful inquiries. With clear objectives, consistent content, appropriate platform selection, and regular performance analysis, a Dubai real estate business can build a social media presence that supports broader marketing activities without depending entirely on repetitive property promotion.</span></p>]]> </content:encoded>
</item>

</channel>
</rss>