<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>94% soluzioni e trucchi &#187; 3) 1320 links English Mix (USA) DONE</title>
	<atom:link href="https://94soluzioni.com/3-1320-links-english-mix-usa-done/feed" rel="self" type="application/rss+xml" />
	<link>https://94soluzioni.com</link>
	<description></description>
	<lastBuildDate>Thu, 23 Apr 2026 03:22:29 +0000</lastBuildDate>
	<language>it-IT</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>Unlock a More Welcoming World with Diversity and Inclusion Training</title>
		<link>https://94soluzioni.com/unlock-a-more-welcoming-world-with-diversity-and.html</link>
		<comments>https://94soluzioni.com/unlock-a-more-welcoming-world-with-diversity-and.html#comments</comments>
		<pubDate>Wed, 22 Apr 2026 16:05:00 +0000</pubDate>
		<dc:creator><![CDATA[94soluzioni]]></dc:creator>
				<category><![CDATA[3) 1320 links English Mix (USA) DONE]]></category>

		<guid isPermaLink="false">http://94soluzioni.com/?p=171745</guid>
		<description><![CDATA[<p>Diversity and inclusion education builds stronger communities by fostering understanding and respect for all identities. This essential learning equips individuals and organizations with the tools to create truly equitable environments where everyone can thrive. Building a Foundation: Core Principles for Equitable Language Learning Building a strong foundation for equitable language...</p>
<p>L'articolo <a rel="nofollow" href="https://94soluzioni.com/unlock-a-more-welcoming-world-with-diversity-and.html">Unlock a More Welcoming World with Diversity and Inclusion Training</a> sembra essere il primo su <a rel="nofollow" href="https://94soluzioni.com">94% soluzioni e trucchi</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Diversity and inclusion education builds stronger communities by fostering understanding and respect for all identities. This essential learning equips individuals and organizations with the tools to create truly equitable environments where everyone can thrive.</p>
<h2>Building a Foundation: Core Principles for Equitable Language Learning</h2>
<p>Building a strong foundation for equitable language learning means ditching the one-size-fits-all model. It starts with recognizing each learner&#8217;s unique background and goals. We prioritize <strong>accessible and inclusive resources</strong> that reflect diverse cultures and experiences. This approach values all communication, not just perfect grammar, fostering confidence from day one. It’s about creating a supportive space where every student has the tools and opportunity to thrive.</p>
<p><strong>Q: Does equitable learning mean no one gets corrected?</strong><br />A: Not at all! It means feedback is supportive and focuses on effective communication, not just pointing out errors. The goal is growth, not perfection.</p>
<h3>Understanding Linguistic Justice and Dialect Awareness</h3>
<p>Building a foundation for equitable language learning requires moving beyond one-size-fits-all instruction. It demands a **culturally responsive teaching** framework that intentionally values students&#8217; diverse linguistic backgrounds and lived experiences as assets. This approach centers on creating inclusive classrooms where differentiated materials, collaborative tasks, and multimodal expression ensure every learner can access, engage with, and thrive in acquiring new language skills. The core principle is designing instruction that adapts to the learner, not the other way around.</p>
<h3>Moving Beyond &#8220;Standard English&#8221; as the Sole Ideal</h3>
<p>Building a foundation for equitable language learning requires moving beyond one-size-fits-all instruction to embrace **culturally responsive teaching**. This begins with asset-based frameworks that recognize students&#8217; home languages and backgrounds as strengths, not deficits. Key principles include designing accessible, multimodal materials and fostering a classroom community where risk-taking is safe and errors are viewed as progress. This approach ensures **inclusive language acquisition** for all learners.</p>
<blockquote><p>Equitable pedagogy prioritizes comprehensible input and meaningful interaction over grammatical perfection.</p></blockquote>
<h3>Integrating Anti-Bias Frameworks into Curriculum Design</h3>
<p>Building a foundation for equitable language learning means designing classrooms where every student can thrive. It starts with recognizing students&#8217; existing linguistic and cultural assets as strengths, not deficits. This asset-based approach is key to fostering inclusive language acquisition. Instruction must be culturally responsive, connecting lessons to learners&#8217; lives, and provide multiple ways to engage with material. Ultimately, the goal is to create a supportive environment where taking risks with a new language feels safe and encouraged for all.</p>
<h2>Strategies for Cultivating an Inclusive Classroom Environment</h2>
<p>An inclusive classroom begins with intentional design, prioritizing psychological safety and belonging. Educators should establish clear, co-created community norms and diversify curricular materials to reflect multifaceted identities. Employing <strong>universal design for learning</strong> principles is crucial, offering multiple means of engagement, representation, and expression to meet varied needs. Proactive, culturally responsive teaching moves beyond celebration to meaningful integration of diverse perspectives. This requires consistent educator self-reflection to mitigate unconscious bias and the strategic use of equitable participation techniques. Ultimately, fostering this environment is an active process that empowers every student&#8217;s voice and cultivates a <strong>collaborative learning community</strong> where difference is valued as a strength.</p>
<h3>Selecting Representative and Authentic Learning Materials</h3>
<div style="text-align:center">
<iframe width="568" height="319" src="https://www.youtube.com/embed/7D2Bb-B9qio" frameborder="0" alt="diversity and inclusion education" allowfullscreen></iframe>
</div>
<p>Effective <strong>inclusive classroom strategies</strong> begin with intentional design. Proactively establish community norms with student input, ensuring all voices shape the learning environment. Differentiate instruction by offering multiple ways to engage with content, demonstrate understanding, and participate. This requires consistent reflection on curriculum materials and one&#8217;s own implicit biases to ensure representation and equitable access. Ultimately, fostering a sense of belonging for every learner is the cornerstone of academic and social success.</p>
<h3>Fostering Respectful Dialogue and Intercultural Communication</h3>
<p>Building an inclusive classroom starts with intentional design. A key <strong>inclusive teaching strategy</strong> is to establish community agreements with your students, not just for them. This co-creation fosters shared ownership over the learning space.<br />
<blockquote>When students help set the norms, they are more invested in upholding them.</p></blockquote>
<p> Regularly use diverse materials that reflect various backgrounds and abilities, and design flexible assignments that allow for multiple ways to demonstrate understanding. This approach ensures every student feels seen and has a genuine path to contribute and succeed.</p>
<h3>Implementing Universal Design for Learning (UDL) Principles</h3>
<p>Cultivating an inclusive classroom environment requires deliberate, ongoing effort. Begin by establishing clear community norms that value diverse perspectives and ensure all students feel psychologically safe to participate. A key strategy for inclusive education is to diversify your curriculum and teaching materials, actively representing varied identities and experiences. This demonstrates that every student belongs. Regularly solicit and act on student feedback regarding the classroom climate, adapting your practices to meet evolving needs and reinforcing that their voices are integral to the learning community.</p>
<p><strong>Q: How can a teacher quickly assess the inclusivity of their classroom?</strong><br />A: Observe participation patterns; if the same few students consistently dominate discussions, it&#8217;s a signal to implement more structured, varied engagement techniques that invite broader contribution.</p>
<h2>Expanding the Canon: Diversifying Content and Perspectives</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="diversity and inclusion education" src="data:image/png;base64,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"/></p>
<p>Expanding the canon is an essential, dynamic movement to dismantle the traditional literary hierarchy. It actively integrates a wider spectrum of voices—including those from marginalized communities, non-Western traditions, and diverse genres—into the core of English studies. This deliberate diversification enriches classroom discourse and fosters critical empathy.<br />
<blockquote>By challenging a singular historical narrative, it empowers students to see literature as a living, global conversation.</p></blockquote>
<p> This shift is crucial for <strong>cultivating inclusive literacy</strong> and ensuring the discipline remains relevant, reflective, and robust for future generations, moving beyond a static list to a vibrant, evolving dialogue.</p>
<h3>Incorporating Global Literature and Multimodal Texts</h3>
<p>Expanding the literary canon is essential for a comprehensive English curriculum, moving beyond a traditionally narrow set of works to include a wider array of voices. This deliberate process of <strong>diversifying educational materials</strong> incorporates authors from diverse backgrounds, cultures, and identities, thereby enriching student understanding of global narratives and historical contexts. It challenges dominant perspectives and fosters critical thinking by exposing learners to varied experiences and forms of expression, ultimately creating a more inclusive and representative body of literature.</p>
<h3>Amplifying Marginalized Voices and Historical Contexts</h3>
<p>Expanding the literary canon is an essential and dynamic process of intentionally diversifying the content and perspectives we celebrate in English. It moves beyond traditional boundaries to include a wealth of voices from marginalized communities, global backgrounds, and varied experiences. This <a href='https://campuspride.org/'>campuspride</a> critical examination enriches our collective understanding and challenges monolithic narratives. <em>It is an active, ongoing conversation that revitalizes our engagement with the written word.</em> Ultimately, this commitment to **inclusive literary education** fosters greater empathy and a more accurate reflection of our diverse world.</p>
<h3>Exploring the Power Dynamics of Language and Accent Bias</h3>
<p>Expanding the canon in English means moving beyond the traditional, often Eurocentric reading list to include a wider range of voices. It&#8217;s about bringing in contemporary authors, global perspectives, and stories from marginalized communities to better reflect our diverse world. This <strong>inclusive curriculum development</strong> makes literature more relevant and engaging for all students. By studying different experiences, we don&#8217;t just learn about others—we gain a deeper, more critical understanding of ourselves and the power of storytelling.</p>
<h2>Empowering Educators Through Professional Development</h2>
<p>Empowering educators through strategic professional development is essential for evolving classroom success. Effective programs move beyond one-time workshops, fostering collaborative learning communities where teachers can refine instructional strategies. This continuous growth directly enhances student engagement and achievement. Investing in such <strong>high-quality professional development</strong> is a non-negotiable pillar for school improvement, as it builds educator capacity and adaptability. Ultimately, by prioritizing sustained, relevant training, schools cultivate a culture of excellence where both teachers and students thrive.</p>
<h3>Addressing Implicit Bias in Assessment and Feedback</h3>
<p>Empowering educators through targeted professional development is fundamental for transforming student outcomes. Effective programs move beyond one-time workshops, fostering <strong>sustainable teaching practices</strong> through collaborative coaching and data-driven reflection. This continuous growth cycle directly enhances instructional quality and classroom innovation. <em>A culture of lifelong learning within a school is its greatest strategic asset.</em> Investing in such comprehensive educator support ultimately creates more dynamic and equitable learning environments for every student.</p>
<h3>Developing Culturally Sustaining Pedagogical Practices</h3>
<p>Empowering educators through targeted professional development is fundamental for transformative teaching. By investing in continuous <mark>pedagogical upskilling</mark>, schools foster a culture of innovation where teachers can master new strategies and technologies. This commitment directly enhances student engagement and achievement, creating a dynamic learning environment. Effective teacher training programs are a cornerstone of educational excellence, ensuring educators feel supported and equipped to meet evolving classroom demands.</p>
<h3>Creating Affinity Spaces and Support Networks for Teachers</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="diversity and inclusion education" src="data:image/jpg;base64,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"/></p>
<p>Empowering educators through targeted professional development is fundamental for transforming student outcomes. Effective programs move beyond one-time workshops, fostering a **culture of continuous learning in schools**. This involves collaborative coaching, data-driven instructional strategies, and training on emerging educational technology. When teachers are supported with relevant, ongoing growth opportunities, they gain the confidence and skills to innovate in their classrooms, directly increasing student engagement and achievement. Investing in educators is the most direct investment in the future.</p>
<p>**Q: What is the core benefit of ongoing teacher development?**<br />
A: It directly translates to improved instructional quality and higher student achievement, creating a sustainable cycle of school improvement.</p>
<h2>Engaging Families and Communities as Partners</h2>
<p>Engaging families and communities as partners is essential for creating a holistic support system for learners. This collaboration moves beyond traditional communication, inviting shared decision-making and the integration of local resources into educational or organizational frameworks. By valuing diverse perspectives and lived experiences, institutions can build stronger, more responsive programs. This <strong>authentic community engagement</strong> fosters trust and significantly improves outcomes by aligning goals across all environments where growth occurs.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="diversity and inclusion education" src="data:image/jpeg;base64,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"/></p>
<p><strong>Q: What is a first step in building these partnerships?</strong><br />A: Actively listening to family and community priorities through surveys, forums, or informal conversations establishes a foundation of mutual respect.</p>
<h3>Honoring Home Languages and Family Literacy Practices</h3>
<p>Engaging families and communities as partners transforms educational outcomes by creating a powerful, unified support system for learners. This collaborative approach leverages local assets and cultural wisdom, fostering environments where students feel known and valued both inside and outside the classroom. <strong>Community engagement in schools</strong> bridges the gap between academic theory and real-world application, making learning more relevant and impactful. <em>When schools open their doors as community hubs, the entire neighborhood becomes a classroom.</em> This dynamic partnership cultivates shared responsibility, driving student success through consistent reinforcement of high expectations across all settings.</p>
<h3>Designing Accessible and Welcoming School-Wide Events</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="diversity and inclusion education" src="data:image/jpeg;base64,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"/></p>
<p>Engaging families and communities as partners transforms a school from an isolated institution into a vibrant hub of shared support. This <mark>authentic partnership</mark> means moving beyond newsletters and into true collaboration—co-designing events, valuing community knowledge, and creating consistent learning bridges between home and classroom. This community engagement strategy builds trust and directly fuels student motivation and success, as everyone works toward common goals.</p>
<h3>Building Bridges with Local Cultural Organizations</h3>
<p>True educational transformation blossoms not within classroom walls alone, but through the rich soil of community connection. When schools actively invite families and local organizations as genuine partners, a powerful synergy emerges. This <mark>family-school partnership</mark> transforms a student&#8217;s world into a cohesive web of support, where lessons resonate from the blackboard to the backyard. This collaborative spirit is the cornerstone of effective <strong>community engagement in schools</strong>, turning isolated efforts into a shared journey where every child is known, championed, and uplifted by an entire village.</p>
<h2>Assessing Impact and Fostering Continuous Growth</h2>
<p>Assessing impact requires moving beyond simple metrics to capture the true effect of initiatives on stakeholders and long-term goals. This data-driven analysis, when paired with a culture of <strong>continuous improvement</strong>, creates a powerful engine for growth. <em>This dynamic cycle of evaluation and adaptation ensures an organization never stagnates.</em> By systematically learning from both successes and setbacks, teams can refine strategies, optimize resources, and foster an environment of <strong>agile development</strong>, ultimately driving sustained innovation and greater value creation.</p>
<h3>Utilizing Equitable and Trauma-Informed Evaluation Methods</h3>
<p>Assessing impact and fostering continuous growth requires a systematic approach to measuring outcomes and iterating on strategies. This process begins by establishing clear, data-driven key performance indicators (KPIs) aligned with organizational goals. Regular analysis of these metrics identifies strengths and areas for improvement, informing targeted adjustments. This cycle of evaluation and refinement cultivates a culture of learning and agility, ensuring sustained progress and resilience. Implementing a robust performance management framework is essential for long-term organizational development.</p>
<h3>Tracking Student Belonging and Classroom Climate</h3>
<p>True growth begins not with a single victory, but with a consistent practice of looking back. We assess impact by measuring outcomes against intentions, listening to the echoes of our actions in customer feedback and performance data. This <strong>data-driven decision making</strong> transforms raw results into a narrative of progress. The story isn&#8217;t about reaching a final chapter, but about drafting the next one.<br />
<blockquote>Each evaluation is a compass, not a verdict.</p></blockquote>
<p> By embedding this reflective cycle into our culture, we foster resilience, turning every lesson into a stepping stone for smarter strategies and more meaningful innovation.</p>
<h3>Iterating on Curriculum Based on Student Feedback and Outcomes</h3>
<p>True growth is not a single event, but a story written through consistent evaluation. Assessing impact requires looking beyond immediate metrics to understand long-term value and unintended consequences. This ongoing narrative of measurement and adaptation is the core of a **sustainable growth strategy**. By embedding reflective practices into our routine, we turn insights into action, ensuring each chapter builds upon the last. <em>The most profound progress often whispers in the data collected quietly over time.</em> This cyclical process of learning and iterating fosters an environment where continuous improvement becomes the central plot, driving meaningful and enduring advancement.</p>
<p>L'articolo <a rel="nofollow" href="https://94soluzioni.com/unlock-a-more-welcoming-world-with-diversity-and.html">Unlock a More Welcoming World with Diversity and Inclusion Training</a> sembra essere il primo su <a rel="nofollow" href="https://94soluzioni.com">94% soluzioni e trucchi</a>.</p>
]]></content:encoded>
			<wfw:commentRss>https://94soluzioni.com/unlock-a-more-welcoming-world-with-diversity-and.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
