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What is SEL? - SEL4CA

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class="menu-item menu-item-type-custom menu-item-object-custom menu-item-13516"><a href="https://docs.google.com/document/d/1LjT3OYJWZssz7dCoBY8u6oz5vkPzxYVSDutMeGX5CCg/edit?tab=t.0" class="elementor-sub-item" tabindex="-1">Wildfire Recovery</a></li> <li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-8454"><a href="https://sel4ca.org/library/" class="elementor-sub-item" tabindex="-1">Library</a></li> <li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-9343"><a href="https://sel4ca.org/toolkits/" class="elementor-sub-item" tabindex="-1">Toolkits</a></li> <li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-8120"><a href="https://sel4ca.org/books-by-members/" class="elementor-sub-item" tabindex="-1">Books by Members</a></li> <li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-6816"><a href="https://sel4ca.org/coalition/" class="elementor-sub-item" tabindex="-1">Coalition</a></li> </ul> </li> <li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-12821"><a href="https://sel4ca.org/microgrants/" class="elementor-item" tabindex="-1">Micro-grants</a></li> </ul> </nav> </div> </div> </div> </div> <div class="elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-5d1a76e" data-id="5d1a76e" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-widget-wrap"> </div> </div> </div> </section> </div> <main id="content" class="site-main post-357 page type-page status-publish hentry"> <div class="page-content"> <div data-elementor-type="wp-post" data-elementor-id="357" class="elementor elementor-357" data-elementor-post-type="page"> <section class="elementor-section elementor-top-section elementor-element elementor-element-2f43aaf elementor-section-height-min-height elementor-section-full_width elementor-section-items-bottom elementor-section-height-default" data-id="2f43aaf" data-element_type="section" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-container elementor-column-gap-no"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-cc0e1da animated-fast elementor-invisible" data-id="cc0e1da" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeInUp&quot;}"> <div class="elementor-widget-wrap elementor-element-populated"> <section class="elementor-section elementor-inner-section elementor-element elementor-element-38fd4c0 elementor-section-full_width elementor-section-height-default elementor-section-height-default" data-id="38fd4c0" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-40efa0a" data-id="40efa0a" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;none&quot;}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-76ec430 elementor-widget elementor-widget-heading" data-id="76ec430" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h1 class="elementor-heading-title elementor-size-default">What is SEL?</h1> </div> </div> </div> </div> <div class="elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-eb04afd animated-fast elementor-invisible" data-id="eb04afd" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;slideInRight&quot;,&quot;animation_delay&quot;:550}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-a38756f elementor-widget elementor-widget-text-editor" data-id="a38756f" data-element_type="widget" data-settings="{&quot;_animation&quot;:&quot;none&quot;}" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> <p>Learn more to do more</p> </div> </div> </div> </div> </div> </section> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-f502948 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="f502948" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-adc1466" data-id="adc1466" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-7cc5af3 elementor-widget elementor-widget-video" data-id="7cc5af3" data-element_type="widget" data-settings="{&quot;youtube_url&quot;:&quot;https:\/\/youtu.be\/DqNn9qWoO1M?rel=0&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}" data-widget_type="video.default"> <div class="elementor-widget-container"> <div class="elementor-wrapper elementor-open-inline"> <div class="elementor-video"></div> </div> </div> </div> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-4008e1f1 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="4008e1f1" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5d3379d6" data-id="5d3379d6" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-21d2fe56 elementor-widget elementor-widget-heading" data-id="21d2fe56" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h2 class="elementor-heading-title elementor-size-default">Defining SEL</h2> </div> </div> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-61253643 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="61253643" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d6537c" data-id="d6537c" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-762a2fa9 elementor-widget elementor-widget-text-editor" data-id="762a2fa9" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> 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(/figma)-->Social and emotional learning (SEL) is the process through which children and adults acquire and effectively apply the knowledge, attitudes, and skills necessary to understand and manage emotions, set and achieve positive goals, feel and show empathy for others, establish and maintain positive relationships, and make responsible decisions.</p><p>Social and emotional competencies can be expressed similarly across developmental stages but differently by culture. If educators and leaders implement SEL without regard to students’ cultural, racial/ethnic, linguistic, or economic backgrounds, some students may feel more alienated in their classrooms. Effective SEL <i>processes</i> involve aligning relationships, instruction, structures, and systems in ways that are culturally responsive, developmentally appropriate, coherent, and beneficial for all. Effective SEL <i>practices</i> are taught through explicit instruction, as well as embedded across all academic and non-academic components of the school day, including after-school and expanded learning programs and extracurricular activities. </p><p>Done well, SEL holds the promise of transforming education as we know it. </p><p><a href="https://measuringsel.casel.org/wp-content/uploads/2018/11/Framework_EquitySummary-.pdf" target="_blank" rel="noopener"><b>Transformative SEL </b></a>is a process whereby students and teachers build strong, respectful relationships founded on an appreciation of similarities and differences; learn to critically examine root causes of inequity; and develop collaborative solutions to community and social problems. </p><p> </p> </div> </div> <div class="elementor-element elementor-element-796c4ba elementor-widget elementor-widget-heading" data-id="796c4ba" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h2 class="elementor-heading-title elementor-size-default">Our Approach</h2> </div> </div> <div class="elementor-element elementor-element-20aed21 elementor-widget elementor-widget-text-editor" data-id="20aed21" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> <p><b>We view SEL through the lens of Social Justice and Equity – Mental Health and Wellbeing. </b></p> </div> </div> <section class="elementor-section elementor-inner-section elementor-element elementor-element-6e279d2 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="6e279d2" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3f82b0a" data-id="3f82b0a" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-b3348f5 elementor-widget elementor-widget-text-editor" data-id="b3348f5" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> <p>When we refer to SEL, we are including systematic efforts to promote any or all of the following areas: social and emotional development, character development, 21st century skills, workforce readiness, employability skills, multi-tiered systems of support (MTSS), positive behavioral interventions and supports (PBIS), mindfulness, grit, growth mindset, whole child development, moral development, positive youth development, restorative justice, behavioral skills, positive climate and culture, and caring schools and communities.</p><p>Taken together, these areas increase students’ personal and interpersonal skills, which in turns sets them up for continued success in school and life.</p> </div> </div> </div> </div> <div class="elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-4c3e87c" data-id="4c3e87c" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-aa38394 elementor-widget elementor-widget-image" data-id="aa38394" data-element_type="widget" data-widget_type="image.default"> <div class="elementor-widget-container"> <img decoding="async" width="768" height="609" src="https://sel4ca.org/wp-content/uploads/sites/12/2018/10/defining-SEL-768x609.png" class="attachment-medium_large size-medium_large wp-image-2067" alt="" srcset="https://sel4ca.org/wp-content/uploads/sites/12/2018/10/defining-SEL-768x609.png 768w, https://sel4ca.org/wp-content/uploads/sites/12/2018/10/defining-SEL-300x238.png 300w, https://sel4ca.org/wp-content/uploads/sites/12/2018/10/defining-SEL.png 1024w" sizes="(max-width: 768px) 100vw, 768px" /> </div> </div> <div class="elementor-element elementor-element-94ebcb2 elementor-widget elementor-widget-text-editor" data-id="94ebcb2" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> <p style="text-align: center">For more information visit <a href="https://casel.org/what-is-sel/" target="_blank" rel="noopener">What is SEL?</a> at CASEL.</p> </div> </div> </div> </div> </div> </section> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-3e68f6c9 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="3e68f6c9" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-444e1825" data-id="444e1825" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-bd6b404 elementor-widget elementor-widget-heading" data-id="bd6b404" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h2 class="elementor-heading-title elementor-size-default">SEL Impact</h2> </div> </div> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-6c6b71a1 elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="6c6b71a1" data-element_type="section"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-22376817" data-id="22376817" data-element_type="column"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-7fdc8d88 elementor-widget elementor-widget-text-editor" data-id="7fdc8d88" data-element_type="widget" data-widget_type="text-editor.default"> <div 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(/figma)--><span>An extensive body of rigorous research (including randomized control trials, longitudinal follow-ups, and multiple replications) demonstrates that education that promotes SEL gets results, and that teachers in all academic areas can effectively teach SEL. Evidence demonstrates that social and emotional learning (SEL) improves mental health, social skills and behavior, academic achievement, and college and career readiness.</span></p> </div> </div> </div> </div> </div> </section> <section class="elementor-section elementor-top-section elementor-element elementor-element-9a5d8ff elementor-section-stretched elementor-section-boxed elementor-section-height-default elementor-section-height-default" data-id="9a5d8ff" data-element_type="section" data-settings="{&quot;stretch_section&quot;:&quot;section-stretched&quot;,&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-container elementor-column-gap-default"> <div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-a47b270" data-id="a47b270" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-3589c21 elementor-widget elementor-widget-heading" data-id="3589c21" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h2 class="elementor-heading-title elementor-size-default">Educators Value SEL</h2> </div> </div> <div class="elementor-element elementor-element-d9a7824 elementor-widget elementor-widget-text-editor" data-id="d9a7824" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> 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(/figma)--><span>Teachers are calling for schools to prioritize integrating SEL learning practices and strategies.</span></p> </div> </div> <div class="elementor-element elementor-element-6a3115b elementor-align-center elementor-widget elementor-widget-button" data-id="6a3115b" data-element_type="widget" data-widget_type="button.default"> <div class="elementor-widget-container"> <div class="elementor-button-wrapper"> <a class="elementor-button elementor-button-link elementor-size-sm" href="https://casel.org/wp-content/uploads/2016/01/the-missing-piece.pdf" target="_blank" rel="noopener"> <span class="elementor-button-content-wrapper"> <span class="elementor-button-text">Learn More</span> </span> </a> </div> </div> </div> </div> </div> <div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-3625531" data-id="3625531" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-widget-wrap elementor-element-populated"> <div class="elementor-element elementor-element-3520527 elementor-widget elementor-widget-heading" data-id="3520527" data-element_type="widget" data-widget_type="heading.default"> <div class="elementor-widget-container"> <h2 class="elementor-heading-title 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Value SEL</h2> </div> </div> <div class="elementor-element elementor-element-c6f9218 elementor-widget elementor-widget-text-editor" data-id="c6f9218" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> 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(/figma)--><span>Principals say SEL is essential, but want more guidance, training and support to teach these skills effectively</span></p> </div> </div> <div class="elementor-element elementor-element-1eb7f3d elementor-align-center elementor-widget elementor-widget-button" data-id="1eb7f3d" data-element_type="widget" data-widget_type="button.default"> <div class="elementor-widget-container"> <div class="elementor-button-wrapper"> <a class="elementor-button elementor-button-link elementor-size-sm" href="http://www.casel.org/wp-content/uploads/2017/11/ReadyToLead_FINAL.pdf" target="_blank" rel="noopener"> <span class="elementor-button-content-wrapper"> <span class="elementor-button-text">Learn More</span> </span> </a> </div> </div> </div> </div> </div> <div class="elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-916d654" data-id="916d654" data-element_type="column" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}"> <div class="elementor-widget-wrap 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Investment Yields Return</h2> </div> </div> <div class="elementor-element elementor-element-cbdb170 elementor-widget elementor-widget-text-editor" data-id="cbdb170" data-element_type="widget" data-widget_type="text-editor.default"> <div class="elementor-widget-container"> 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(/figma)--><span>On average, for every $1 invested in SEL programming, there is a return of $11.</span></p> </div> </div> <div class="elementor-element elementor-element-82c55b2 elementor-align-center elementor-widget elementor-widget-button" data-id="82c55b2" data-element_type="widget" data-widget_type="button.default"> <div class="elementor-widget-container"> <div class="elementor-button-wrapper"> <a class="elementor-button elementor-button-link elementor-size-sm" href="https://ca-staging.sel4us.org/wp-content/uploads/sites/12/2019/03/Economist-Belfieds-Economic-Burden-Report-March-2010.doc.pdf" target="_blank" rel="noopener"> <span class="elementor-button-content-wrapper"> <span class="elementor-button-text">Learn More</span> </span> </a> </div> </div> </div> </div> </div> </div> </section> </div> </div> </main> <div data-elementor-type="footer" data-elementor-id="4111" class="elementor elementor-4111 elementor-location-footer" data-elementor-post-type="elementor_library"> <section 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