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<title>sdgtalks.ai : Tu portal de noticias ODS, al instante &#45; : 4. Educación de Calidad</title>
<link>https://sdgtalks.ai/Es/rss/category/4-educacion-de-calidad</link>
<description>sdgtalks.ai : Tu portal de noticias ODS, al instante &#45; : 4. Educación de Calidad</description>
<dc:language>Es</dc:language>
<dc:rights>Copyright 2021 sdgtalks.ai &#45; Todos los derechos reservados.</dc:rights>

<item>
<title>Bucaramanga suma las voces de la educación básica, media y superior a la construcción de la Política Nacional de Educación Digital – MINTIC Colombia</title>
<link>https://sdgtalks.ai/Es/bucaramanga-suma-las-voces-de-la-educacion-basica-media-y-superior-a-la-construccion-de-la-politica-nacional-de-educacion-digital-mintic-colombia</link>
<guid>https://sdgtalks.ai/Es/bucaramanga-suma-las-voces-de-la-educacion-basica-media-y-superior-a-la-construccion-de-la-politica-nacional-de-educacion-digital-mintic-colombia</guid>
<description><![CDATA[ Bucaramanga suma las voces de la educación básica, media y superior a la construcción de la Política Nacional de Educación Digital  MINTIC Colombia ]]></description>
<enclosure url="https://www.mintic.gov.co/portal/715/articles-428445_foto_marquesina.thumb_principal.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Mar 2026 02:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Bucaramanga, suma, las, voces, educación, básica, media, superior, construcción, Política, Nacional, Educación, Digital, –, MINTIC, Colombia</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre los Encuentros Territoriales del CONPES de Educación Digital en Santander</h2>
<h3>Introducción</h3>
<p>El Ministerio de Tecnologías de la Información y las Comunicaciones (TIC) llevó a cabo una jornada más de los Encuentros Territoriales del CONPES de Educación Digital en la capital del departamento de Santander. Este espacio de trabajo tuvo como objetivo principal recoger aportes regionales para la construcción de una política pública orientada a la transformación digital de la educación en Colombia, alineándose con los Objetivos de Desarrollo Sostenible (ODS), especialmente con el ODS 4: Educación de calidad y el ODS 9: Industria, Innovación e Infraestructura.</p>
<h3>Participantes y metodología</h3>
<p>El encuentro contó con la participación de aproximadamente 30 actores del ecosistema educativo y social, entre los que se incluyen:</p>
<ul>
<li>Enlaces TIC municipales</li>
<li>Rectores de instituciones educativas</li>
<li>Docentes</li>
<li>Estudiantes de ingeniería de la Universidad Industrial de Santander</li>
<li>Representantes de juntas de acción comunal</li>
<li>Líderes sociales</li>
</ul>
<p>Estos participantes compartieron sus experiencias y conocimientos sobre las necesidades y oportunidades del territorio, contribuyendo a la identificación de problemáticas y propuestas de solución.</p>
<h3>Objetivos y aportes al desarrollo sostenible</h3>
<p>Según Miller Alarcón, coordinador del grupo interno de trabajo de Educación y Cultura Digital del Ministerio TIC, el propósito fundamental fue:</p>
<blockquote><p><em>“Recoger insumos que transformen las prioridades locales en acciones que puedan ser priorizadas en la Política Nacional de Educación Digital.”</em></p></blockquote>
<p>Este proceso se enmarca en la promoción de los ODS, buscando:</p>
<ol>
<li>Reducir las brechas digitales (ODS 10: Reducción de las desigualdades).</li>
<li>Fortalecer la educación inclusiva y equitativa (ODS 4).</li>
<li>Fomentar la innovación tecnológica y la infraestructura digital (ODS 9).</li>
<li>Promover alianzas entre comunidades, academia y entidades territoriales (ODS 17: Alianzas para lograr los objetivos).</li>
</ol>
<h3>Desarrollo de la jornada</h3>
<p>Durante la sesión, los participantes reflexionaron sobre las necesidades en los distintos niveles educativos y compartieron propuestas de solución viables, basadas en experiencias y aprendizajes regionales. Las mesas de trabajo forman parte de un proceso nacional de diálogo territorial que integra las voces de docentes, estudiantes, academia, comunidades y entidades territoriales para fortalecer una política pública que responda a las realidades educativas, tecnológicas y sociales del país.</p>
<h3>Próximas actividades y convocatoria</h3>
<p>La ruta territorial de los encuentros continuará con sesiones en:</p>
<ul>
<li>Mitú, el 12 de marzo</li>
<li>Bogotá, el 13 de marzo</li>
</ul>
<p>En estas fechas se desarrollarán nuevos espacios de diálogo con actores del ecosistema educativo y digital.</p>
<p>El Ministerio TIC invita a docentes, estudiantes, academia, sector productivo, comunidades y entidades territoriales a continuar participando en estos espacios colaborativos, que permitirán construir una hoja de ruta colectiva para cerrar brechas digitales y ampliar las oportunidades educativas en todo el país, contribuyendo así al cumplimiento de los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la transformación digital de la educación en Colombia, buscando mejorar la calidad educativa mediante la inclusión de tecnologías digitales.</li>
</ul>
</li>
<li><strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>Se promueve la apropiación de tecnologías de la información y la comunicación (TIC) para fortalecer la infraestructura educativa y fomentar la innovación.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El enfoque en cerrar brechas digitales y ampliar oportunidades educativas apunta a reducir desigualdades sociales y territoriales.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El artículo destaca la colaboración entre diversos actores (docentes, estudiantes, academia, comunidades, entidades territoriales) para construir políticas públicas.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos que tengan habilidades relevantes, incluidas habilidades técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.
<ul>
<li>El artículo menciona la participación de estudiantes y docentes en la construcción de políticas para mejorar la educación digital, lo que contribuye a esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y otras desigualdades en el acceso a la educación y garantizar el acceso igualitario a todos los niveles educativos.
<ul>
<li>El enfoque en cerrar brechas digitales y ampliar oportunidades educativas en todo el país está alineado con esta meta.</li>
</ul>
</li>
<li><strong>Meta 9.c:</strong> Aumentar significativamente el acceso a las tecnologías de la información y las comunicaciones y esforzarse por proporcionar acceso universal y asequible a Internet en los países en desarrollo.
<ul>
<li>La política pública que se construye busca fortalecer la apropiación de TIC en la educación, lo que contribuye a esta meta.</li>
</ul>
</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La participación de diversos actores sociales y la atención a las realidades territoriales contribuyen a esta meta.</li>
</ul>
</li>
<li><strong>Meta 17.17:</strong> Fomentar y promover alianzas eficaces para el desarrollo sostenible.
<ul>
<li>Los encuentros territoriales y el diálogo multisectorial reflejan esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.4.1:</strong> Proporción de jóvenes y adultos con habilidades relevantes para el empleo, el trabajo decente y el emprendimiento.
<ul>
<li>Implícito en la discusión sobre la mejora de habilidades digitales y educativas.</li>
</ul>
</li>
<li><strong>Indicador 4.5.1:</strong> Paridad de género en la educación y eliminación de desigualdades en el acceso.
<ul>
<li>Relacionado con el objetivo de cerrar brechas digitales y ampliar oportunidades educativas.</li>
</ul>
</li>
<li><strong>Indicador 9.c.1:</strong> Proporción de hogares con acceso a Internet.
<ul>
<li>Implícito en la promoción del acceso a tecnologías de la información y comunicación.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente.
<ul>
<li>Relacionado con la inclusión social y territorial mencionada en el artículo.</li>
</ul>
</li>
<li><strong>Indicador 17.17.1:</strong> Número de alianzas público-privadas y multisectoriales para el desarrollo sostenible.
<ul>
<li>Reflejado en la colaboración entre diferentes actores para construir la política pública.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.4: Aumentar habilidades relevantes para el empleo y emprendimiento.</li>
<li>Meta 4.5: Eliminar disparidades en el acceso a la educación.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.4.1: Proporción de jóvenes y adultos con habilidades relevantes.</li>
<li>Indicador 4.5.1: Paridad de género y eliminación de desigualdades en educación.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>Meta 9.c: Aumentar acceso a TIC y acceso universal a Internet.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 9.c.1: Proporción de hogares con acceso a Internet.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover inclusión social, económica y política.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>Meta 17.17: Fomentar alianzas eficaces para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 17.17.1: Número de alianzas público-privadas y multisectoriales.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.mintic.gov.co/portal/715/w3-article-428445.html">mintic.gov.co</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Preinscripciones de educación básica se acercan a la meta; plataforma seguirá abierta para preescolar – rancherita.com.mx</title>
<link>https://sdgtalks.ai/Es/preinscripciones-de-educacion-basica-se-acercan-a-la-meta-plataforma-seguira-abierta-para-preescolar-rancheritacommx</link>
<guid>https://sdgtalks.ai/Es/preinscripciones-de-educacion-basica-se-acercan-a-la-meta-plataforma-seguira-abierta-para-preescolar-rancheritacommx</guid>
<description><![CDATA[ Preinscripciones de educación básica se acercan a la meta; plataforma seguirá abierta para preescolar  rancherita.com.mx ]]></description>
<enclosure url="https://rancherita.com.mx/uploads/images/2026/03/news-big-photo-1773180851.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Mar 2026 02:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Preinscripciones, educación, básica, acercan, meta, plataforma, seguirá, abierta, para, preescolar, –, rancherita.com.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre las Preinscripciones en Educación Básica en Coahuila y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto y Situación Actual</h3>
<p>Emanuel José de Jesús Garza Fishburn, titular de la Secretaría de Educación en el Estado de Coahuila, informó desde el municipio de Piedras Negras que se están alcanzando las metas establecidas para las preinscripciones en los diferentes niveles de educación básica.</p>
<p>No obstante, se identificó una mayor incertidumbre en el nivel preescolar, debido a una disminución nacional en la población estudiantil de entre el 4% y 5%, atribuida a diversos factores.</p>
<h3>Medidas Implementadas para Garantizar la Inclusión Educativa</h3>
<ol>
<li>Extensión de la plataforma de preinscripción para preescolar hasta el inicio del ciclo escolar 2026-2027.</li>
<li>Objetivo de asegurar la participación de todas y todos los niños en el proceso educativo.</li>
</ol>
<h3>Importancia de la Educación Inicial y su Relación con los ODS</h3>
<p>Se destacó la relevancia de la educación inicial, que abarca desde los cero hasta los tres años de edad, por ser una etapa crucial para el desarrollo neuromotriz. Se hizo un llamado a la participación temprana en el proyecto formativo.</p>
<h3>Enfoque en los Objetivos de Desarrollo Sostenible</h3>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – La estrategia de mantener abierta la plataforma de preinscripción y promover la educación inicial contribuye a garantizar una educación inclusiva, equitativa y de calidad para todos los niños y niñas.</li>
<li><strong>ODS 3: Salud y Bienestar</strong> – La atención al desarrollo neuromotriz en la primera infancia fomenta el bienestar integral y la salud desde etapas tempranas.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Asegurar que todas y todos puedan participar en la educación básica ayuda a reducir desigualdades sociales y educativas.</li>
</ul>
<h3>Conclusión</h3>
<p>La Secretaría de Educación en Coahuila, bajo la dirección de Emanuel José de Jesús Garza Fishburn, está implementando acciones que no solo buscan cumplir con las metas de preinscripción, sino que también alinean sus esfuerzos con los Objetivos de Desarrollo Sostenible, promoviendo una educación inclusiva y de calidad desde la primera infancia.</p>
<p><a href="https://rancherita.com.mx/noticias/detalles/188959/preinscripciones-de-educacion-basica-se-acercan-a-la-meta-plataforma-seguira-abierta-para-preescolar.html" target="_blank">Fuente original</a></p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la educación básica y preescolar, destacando la importancia de asegurar la inscripción y participación de todos los niños en el sistema educativo.</li>
<li>Menciona la etapa de educación inicial (0 a 3 años), enfatizando el desarrollo neuromotriz y la formación temprana, lo cual está alineado con la meta de garantizar educación inclusiva y equitativa de calidad.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.2:</strong> Asegurar que todos los niños y niñas tengan acceso a servicios de atención y desarrollo en la primera infancia, educación preescolar y preparación para la educación primaria.</li>
<li><strong>Meta 4.1:</strong> Garantizar que todos los niños y niñas completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.2.2:</strong> Proporción de niños y niñas que asisten a educación preescolar o equivalente.</li>
<li><strong>Indicador 4.1.2:</strong> Tasa de finalización de educación primaria y secundaria.</li>
<li>El artículo menciona específicamente las preinscripciones y la apertura de la plataforma para asegurar la participación, lo que implica el seguimiento de la tasa de inscripción y asistencia como indicadores de progreso.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ol>
<li>Meta 4.2: Acceso universal a educación preescolar y desarrollo en la primera infancia.</li>
<li>Meta 4.1: Finalización gratuita y equitativa de educación primaria y secundaria.</li>
</ol>
</td>
<td>
<ol>
<li>Indicador 4.2.2: Proporción de niños y niñas que asisten a educación preescolar.</li>
<li>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
</ol>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://rancherita.com.mx/noticias/detalles/188959/preinscripciones-de-educacion-basica-se-acercan-a-la-meta-plataforma-seguira-abierta-para-preescolar.html">rancherita.com.mx</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Plataforma para preregistro a educación básica permanece abierta; padres aún pueden realizar el trámite – rancherita.com.mx</title>
<link>https://sdgtalks.ai/Es/plataforma-para-preregistro-a-educacion-basica-permanece-abierta-padres-aun-pueden-realizar-el-tramite-rancheritacommx</link>
<guid>https://sdgtalks.ai/Es/plataforma-para-preregistro-a-educacion-basica-permanece-abierta-padres-aun-pueden-realizar-el-tramite-rancheritacommx</guid>
<description><![CDATA[ Plataforma para preregistro a educación básica permanece abierta; padres aún pueden realizar el trámite  rancherita.com.mx ]]></description>
<enclosure url="https://rancherita.com.mx/uploads/images/2026/03/news-big-photo-1773089347.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 02:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Plataforma, para, preregistro, educación, básica, permanece, abierta, padres, aún, pueden, realizar, trámite, –, rancherita.com.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Plataforma de Preinscripción a Educación Básica en Coahuila</h2>
<h3>Estado Actual de la Plataforma</h3>
<p>La plataforma para la preinscripción a preescolar, primaria y secundaria en el estado de Coahuila continúa abierta, sin una fecha establecida para su cierre. Esto permite que los padres de familia aún puedan realizar el trámite correspondiente.</p>
<h3>Información Oficial y Ampliación del Periodo</h3>
<p>Erika Lucio Carbajal, jefa del Departamento de Planeación Educativa de la Dirección de Servicios Regionales Educativos, informó que la plataforma estuvo cerrada la mañana del lunes, pero fue habilitada nuevamente. La Secretaría de Educación ha ampliado el periodo de preregistro, cuya fecha límite inicial fue el viernes 6 de marzo de 2026.</p>
<h3>Recomendaciones a Padres de Familia</h3>
<ul>
<li>La plataforma podría permanecer abierta uno o dos días más.</li>
<li>Se exhorta a los padres de familia a aprovechar esta oportunidad para realizar el preregistro.</li>
</ul>
<h3>Atención y Resultados hasta la Fecha</h3>
<p>Hasta la semana pasada, se brindó atención a más de 120 padres de familia para apoyar el preregistro, con los siguientes resultados:</p>
<ol>
<li>85 trámites para preescolar.</li>
<li>56 trámites para primaria.</li>
<li>52 trámites para secundaria.</li>
<li>15 registros adicionales.</li>
</ol>
<h2>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Esta iniciativa está alineada con varios Objetivos de Desarrollo Sostenible, entre los cuales destacan:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Facilitar el acceso a la educación básica mediante una plataforma digital accesible contribuye a garantizar una educación inclusiva, equitativa y de calidad para todos los niños y niñas en Coahuila.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – La ampliación del periodo de preinscripción y el apoyo brindado a padres de familia promueven la igualdad de oportunidades educativas, especialmente para comunidades vulnerables.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – El uso de plataformas digitales para trámites educativos fomenta la innovación y mejora la infraestructura tecnológica en el sector educativo.</li>
</ul>
<p>En conclusión, la continuidad y ampliación del periodo de preinscripción a través de esta plataforma digital representa un avance significativo hacia el cumplimiento de los ODS, promoviendo la inclusión educativa y el acceso equitativo a oportunidades de aprendizaje.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas del artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo se centra en la plataforma de preinscripción para educación básica (preescolar, primaria y secundaria) en Coahuila, lo que está directamente relacionado con la garantía de una educación inclusiva, equitativa y de calidad.</li>
<li>La ampliación del periodo de preregistro facilita el acceso a la educación para más niños y niñas, promoviendo la inclusión educativa.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.1: Garantizar que todos los niños y niñas completen la educación primaria y secundaria gratuita, equitativa y de calidad</h3>
<ul>
<li>La plataforma de preinscripción facilita el acceso a la educación básica, contribuyendo a que más niños puedan iniciar y completar su educación.</li>
</ul>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación</h3>
<ul>
<li>Aunque el artículo no menciona explícitamente la igualdad de género, la apertura continua de la plataforma promueve la inclusión y el acceso equitativo para todos los niños y niñas.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.1.2: Tasa de participación en la educación primaria y secundaria</h3>
<ul>
<li>El artículo menciona el número de padres de familia atendidos para preregistro (85 para preescolar, 56 para primaria, 52 para secundaria), lo que puede reflejar la tasa de inscripción y participación en educación básica.</li>
</ul>
</li>
<li>
<h3>Indicador 4.5.1: Paridad de género en la educación</h3>
<ul>
<li>Aunque no se especifican datos de género, la plataforma abierta y accesible puede contribuir a mejorar este indicador al facilitar el acceso igualitario.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ol>
<li>Meta 4.1: Garantizar que todos los niños y niñas completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.5: Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación.</li>
</ol>
</td>
<td>
<ol>
<li>Indicador 4.1.2: Tasa de participación en la educación primaria y secundaria (reflejado en el número de preregistros realizados).</li>
<li>Indicador 4.5.1: Paridad de género en la educación (implícito en la accesibilidad de la plataforma).</li>
</ol>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://rancherita.com.mx/noticias/detalles/188916/plataforma-para-preregistro-a-educacion-basica-permanece-abierta-padres-aun-pueden-realizar-el-tramite.html">rancherita.com.mx</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>El PSOE denuncia el “abandono” de la educación pública en Monzón – El Diario de Huesca</title>
<link>https://sdgtalks.ai/Es/el-psoe-denuncia-el-abandono-de-la-educacion-publica-en-monzon-el-diario-de-huesca</link>
<guid>https://sdgtalks.ai/Es/el-psoe-denuncia-el-abandono-de-la-educacion-publica-en-monzon-el-diario-de-huesca</guid>
<description><![CDATA[ El PSOE denuncia el “abandono” de la educación pública en Monzón  El Diario de Huesca ]]></description>
<enclosure url="https://www.eldiariodehuesca.com/uploads/s1/37/61/54/7/dueso-a-la-izquierda-y-loncan-a-la-derecha-tras-la-rueda-de-prensa_23_1200x676.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 06 Mar 2026 20:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>PSOE, denuncia, “abandono”, educación, pública, Monzón, –, Diario, Huesca</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la situación de la educación pública en Monzón y su relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Denuncia del PSOE de Monzón sobre el abandono de la educación pública</h3>
<p>El PSOE de Monzón ha denunciado el abandono que sufre la educación pública en la ciudad, atribuido a la falta de planificación y de prioridades políticas por parte de las administraciones competentes. Esta situación fue manifestada por el diputado autonómico <strong>Carlos Dueso</strong> y el portavoz socialista en el Ayuntamiento, <strong>Carlos Loncán</strong>.</p>
<h3>Problemas detectados en los centros educativos públicos</h3>
<p>Los representantes socialistas alertaron sobre diversos problemas que afectan a los centros educativos sostenidos con fondos públicos en la cabecera del Cinca Medio:</p>
<ol>
<li>Falta de calefacción en invierno para los niños y niñas.</li>
<li>Techos en mal estado que pueden caerse en las aulas.</li>
<li>Insuficiencia de personal y condiciones indignas en las instalaciones.</li>
</ol>
<p>Se enfatiza que estas condiciones no son lujos, sino necesidades básicas para garantizar una educación digna y segura.</p>
<h3>Falta de planificación y recursos</h3>
<p>El diputado Carlos Dueso señaló una falta de planificación realista, dotaciones insuficientes y licitaciones que quedan desiertas, lo que afecta directamente a la calidad educativa:</p>
<ul>
<li>La licitación de las obras del segundo instituto quedó desierta, prolongando la masificación del centro actual, que cuenta con más de 1.100 alumnos.</li>
<li>La urbanización del terreno previsto para esta infraestructura educativa carece de asignación suficiente en el presupuesto municipal.</li>
</ul>
<p>Se subraya que el Gobierno de Aragón no puede seguir improvisando en un área tan crucial como la educación, vinculada directamente con el ODS 4: <strong>Educación de calidad</strong>.</p>
<h3>Problemas específicos en centros educativos de Monzón</h3>
<p>El portavoz Carlos Loncán denunció problemas concretos en varios centros públicos:</p>
<ul>
<li>Precinto del patio de infantil del Colegio Costa.</li>
<li>Falta de cocina y goteras en el Monzón 3.</li>
<li>Goteras en el local de la Banda Municipal.</li>
<li>Caída del techo en el CPR.</li>
<li>Falta de personal en la Escuela de Educación Infantil.</li>
<li>Problemas de calefacción en El Mor de Fuentes.</li>
</ul>
<p>Estos problemas evidencian la necesidad de garantizar infraestructuras adecuadas y personal suficiente, aspectos clave para cumplir con el ODS 3: <strong>Salud y bienestar</strong>, y el ODS 10: <strong>Reducción de las desigualdades</strong>.</p>
<h3>Críticas a la gestión municipal y uso político de los centros educativos</h3>
<p>El portavoz socialista afirmó que la educación pública no es una prioridad para el Ayuntamiento, ya que no se invierte lo suficiente en ella, pese a existir recursos para otros gastos.</p>
<p>Además, criticó la autorización reciente para la celebración de un acto electoral en el conservatorio durante horario lectivo, lo que afecta negativamente a la comunidad educativa. Se destacó que los centros educativos deben mantenerse al margen de la utilización política, en línea con el ODS 16: <strong>Paz, justicia e instituciones sólidas</strong>.</p>
<h3>Exigencias y recomendaciones</h3>
<p>Desde el PSOE de Monzón se exigen soluciones inmediatas a los problemas crecientes que afectan a los centros públicos, con el fin de garantizar condiciones adecuadas para el alumnado y el profesorado.</p>
<p>Se solicita que la educación pública sea una prioridad real en la acción política, contribuyendo al cumplimiento de los Objetivos de Desarrollo Sostenible, especialmente:</p>
<ul>
<li><strong>ODS 4:</strong> Educación de calidad.</li>
<li><strong>ODS 3:</strong> Salud y bienestar.</li>
<li><strong>ODS 10:</strong> Reducción de las desigualdades.</li>
<li><strong>ODS 16:</strong> Paz, justicia e instituciones sólidas.</li>
</ul>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo se centra en la denuncia del abandono de la educación pública en Monzón, destacando problemas en infraestructuras, personal y recursos, lo que afecta directamente a la calidad educativa.</li>
<li>Se mencionan problemas como falta de calefacción, caída de techos, falta de personal y masificación, que impactan en el derecho a una educación digna y de calidad.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las desigualdades</h3>
<ul>
<li>La falta de inversión y planificación en centros públicos puede aumentar las desigualdades educativas entre estudiantes de diferentes contextos socioeconómicos.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, justicia e instituciones sólidas</h3>
<ul>
<li>Se denuncia la utilización política de espacios educativos, lo que afecta la gobernanza y la gestión justa de los recursos públicos.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificables en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</h3>
<ul>
<li>Garantizar que todos los niños y niñas completen una educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</li>
<li>El artículo menciona la necesidad de condiciones dignas y suficientes en los centros educativos para lograr esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 4.a: Infraestructura educativa adecuada</h3>
<ul>
<li>Construir y mejorar instalaciones educativas que sean seguras, no violentas, inclusivas y efectivas para todos.</li>
<li>El artículo destaca problemas de infraestructura como techos caídos, goteras y falta de calefacción.</li>
</ul>
</li>
<li>
<h3>Meta 10.2: Empoderar y promover la inclusión social, económica y política</h3>
<ul>
<li>Reducir las desigualdades y garantizar igualdad de oportunidades.</li>
<li>La denuncia de la falta de inversión en educación pública refleja una barrera para la inclusión social y educativa.</li>
</ul>
</li>
<li>
<h3>Meta 16.6: Instituciones eficaces, responsables y transparentes</h3>
<ul>
<li>Garantizar la toma de decisiones inclusiva, participativa y representativa.</li>
<li>La crítica a la utilización política de espacios educativos apunta a la necesidad de una gestión institucional responsable.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.a.1: Proporción de escuelas con acceso a servicios básicos</h3>
<ul>
<li>El artículo menciona la falta de calefacción, goteras, techos caídos y falta de cocina, lo que afecta el acceso a instalaciones básicas adecuadas.</li>
</ul>
</li>
<li>
<h3>Indicador 4.1.1: Proporción de niños y niñas que completan la educación primaria y secundaria</h3>
<ul>
<li>La masificación y falta de infraestructura adecuada pueden afectar la tasa de finalización de estudios.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de personas que se sienten discriminadas o excluidas</h3>
<ul>
<li>Implícito en la denuncia de desigualdades en la educación pública.</li>
</ul>
</li>
<li>
<h3>Indicador 16.6.2: Proporción de población que percibe que las instituciones son corruptas o no confiables</h3>
<ul>
<li>La crítica a la gestión política y uso de espacios educativos para actos electorales puede afectar la percepción pública sobre la transparencia institucional.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</li>
<li>4.a: Infraestructura educativa adecuada</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Proporción de niños y niñas que completan la educación primaria y secundaria</li>
<li>4.a.1: Proporción de escuelas con acceso a servicios básicos</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Empoderar y promover la inclusión social, económica y política</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas que se sienten discriminadas o excluidas</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>16.6: Instituciones eficaces, responsables y transparentes</li>
</ul>
</td>
<td>
<ul>
<li>16.6.2: Proporción de población que percibe que las instituciones son corruptas o no confiables</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.eldiariodehuesca.com/actualidad/psoe-denuncia-abandono-educacion-publica-en-monzon_41304_102.html">eldiariodehuesca.com</a></strong></p>
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<title>Reconocimiento a la Práctica Educativa en Educación Básica 2026 – Secretaría de Educación – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/reconocimiento-a-la-practica-educativa-en-educacion-basica-2026-secretaria-de-educacion-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/reconocimiento-a-la-practica-educativa-en-educacion-basica-2026-secretaria-de-educacion-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ Reconocimiento a la Práctica Educativa en Educación Básica 2026 - Secretaría de Educación  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/educacion/wp-content/themes/secretarias-2022/img/logo/tam.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 04 Mar 2026 20:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Reconocimiento, Práctica, Educativa, Educación, Básica, 2026, –, Secretaría, Educación, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Reconocimiento a la Práctica Educativa en Educación Básica 2026</h2>
<h3>Introducción</h3>
<p>El 4 de marzo de 2026, en Ciudad Victoria, Tamaulipas, la Secretaría de Educación Pública, a través de la Secretaría de Educación de Tamaulipas, llevó a cabo una invitación para participar en el reconocimiento a la práctica educativa en educación básica. Esta iniciativa se enmarca en el compromiso del gobierno estatal con la mejora continua de la calidad educativa y el cumplimiento de los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de calidad.</p>
<h3>Objetivos del Reconocimiento</h3>
<ol>
<li>Fomentar la innovación y la mejora en las prácticas educativas en el nivel básico.</li>
<li>Reconocer a docentes y escuelas que implementan estrategias efectivas para el aprendizaje inclusivo y equitativo.</li>
<li>Contribuir al fortalecimiento del sistema educativo estatal en línea con los ODS, promoviendo una educación de calidad para todos.</li>
</ol>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El reconocimiento a la práctica educativa en educación básica está alineado con varios ODS, destacando:</p>
<ul>
<li><strong>ODS 4: Educación de calidad</strong> – Promoviendo el acceso a una educación inclusiva, equitativa y de calidad, y fomentando oportunidades de aprendizaje durante toda la vida.</li>
<li><strong>ODS 5: Igualdad de género</strong> – Incentivando la participación equitativa de mujeres y hombres en el ámbito educativo.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – Apoyando prácticas educativas que atienden a poblaciones vulnerables y marginadas.</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong> – Fortaleciendo la colaboración entre instituciones educativas, gobierno y sociedad para mejorar la educación.</li>
</ul>
<h3>Impacto esperado</h3>
<ul>
<li>Mejora en la calidad educativa a nivel básico en Tamaulipas.</li>
<li>Incremento en la motivación y profesionalización del personal docente.</li>
<li>Avance significativo en la consecución de los ODS relacionados con la educación y la igualdad.</li>
<li>Fortalecimiento de una cultura educativa basada en la innovación, inclusión y equidad.</li>
</ul>
<h3>Conclusión</h3>
<p>La Secretaría de Educación de Tamaulipas reafirma su compromiso con los Objetivos de Desarrollo Sostenible mediante la promoción de reconocimientos que impulsan prácticas educativas de calidad en la educación básica. Estas acciones contribuyen a construir un sistema educativo más justo, inclusivo y eficiente, alineado con las metas globales para el desarrollo sostenible.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>ODS 4: Educación de calidad</li>
</ol>
<h3>Explicación:</h3>
<p>El artículo se centra en un reconocimiento a la práctica educativa en educación básica, promovido por la Secretaría de Educación Pública y la Secretaría de Educación de Tamaulipas. Esto está directamente relacionado con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>Meta 4.1: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</li>
<li>Meta 4.c: Aumentar sustancialmente el número de jóvenes y adultos que tienen las habilidades necesarias, incluidas habilidades técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.</li>
</ol>
<h3>Explicación:</h3>
<p>El reconocimiento a la práctica educativa en educación básica implica un impulso a la calidad y efectividad de la educación primaria y secundaria, alineado con la Meta 4.1. Además, al promover buenas prácticas educativas, se contribuye al desarrollo de habilidades relevantes para el empleo y el emprendimiento, relacionado con la Meta 4.c.</p>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso hacia los objetivos identificados</h2>
<ol>
<li>Indicador 4.1.1: Proporción de niños y niñas en los grados finales de primaria y secundaria que alcanzan niveles mínimos de competencia en lectura y matemáticas.</li>
<li>Indicador 4.c.1: Proporción de jóvenes y adultos con habilidades relevantes para el empleo y el emprendimiento.</li>
</ol>
<h3>Explicación:</h3>
<p>Aunque el artículo no menciona explícitamente indicadores, el reconocimiento a la práctica educativa en educación básica sugiere la evaluación y mejora de los resultados de aprendizaje (Indicador 4.1.1). Asimismo, el enfoque en la calidad educativa implica el desarrollo de habilidades para el empleo, medible a través del Indicador 4.c.1.</p>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>4.c: Aumento de habilidades técnicas y profesionales para empleo y emprendimiento.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Proporción de niños y niñas que alcanzan niveles mínimos de competencia en lectura y matemáticas.</li>
<li>4.c.1: Proporción de jóvenes y adultos con habilidades relevantes para empleo y emprendimiento.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/educacion/2026/03/video-reconocimiento-a-la-practica-educativa-en-educacion-basica-2026/">tamaulipas.gob.mx</a></strong></p>
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<title>A partir del “milagro” de Sobral, impulsan una red regional para mejorar la alfabetización en América Latina – Infobae</title>
<link>https://sdgtalks.ai/Es/a-partir-del-milagro-de-sobral-impulsan-una-red-regional-para-mejorar-la-alfabetizacion-en-america-latina-infobae</link>
<guid>https://sdgtalks.ai/Es/a-partir-del-milagro-de-sobral-impulsan-una-red-regional-para-mejorar-la-alfabetizacion-en-america-latina-infobae</guid>
<description><![CDATA[ A partir del “milagro” de Sobral, impulsan una red regional para mejorar la alfabetización en América Latina  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/324X5YZTEZCDNMGJBKRR6QMHBI.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Feb 2026 14:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>partir, del, “milagro”, Sobral, impulsan, una, red, regional, para, mejorar, alfabetización, América, Latina, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Encuentro Internacional sobre Alfabetización, Equidad y Futuro en América Latina</h2>
<h3>Introducción y contexto regional</h3>
<p>Brasil se posiciona como motor de un nuevo movimiento regional para fortalecer las políticas de alfabetización en América Latina, en línea con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de calidad. El Ministerio de Educación de Brasil organizó en Brasilia el Encuentro Internacional sobre Alfabetización, Equidad y Futuro, reuniendo a 480 referentes políticos, académicos y organizaciones de la sociedad civil de la región. El objetivo es colocar la alfabetización como prioridad en la agenda pública latinoamericana, dada la problemática estructural compartida por la mayoría de los países.</p>
<h3>Situación actual de la alfabetización en América Latina</h3>
<p>La prueba ERCE 2019 evidenció un fracaso regional en alfabetización: el 44% de los estudiantes de tercer grado no alcanzó el nivel esperado en lectura. Argentina presentó un 46% de estudiantes en el nivel más bajo, aunque mejoró a 39,8% en la prueba ERCE 2023. Se espera conocer los resultados del ERCE 2025 a finales de este año.</p>
<h3>Experiencia ejemplar del estado de Ceará, Brasil</h3>
<p>Brasil busca replicar la experiencia exitosa de Ceará, que logró revertir sus indicadores educativos en un contexto de pobreza, comenzando en el municipio de Sobral. Con políticas enfocadas en la alfabetización en los dos primeros grados de primaria, Sobral alcanzó el primer puesto en el Índice de Desarrollo de la Educación Básica (IDEB) en 2017, tras no figurar entre los mejores municipios en 2005.</p>
<h3>Movimientos regionales y planes nacionales</h3>
<p>Leonardo Barchini, secretario ejecutivo del Ministerio de Educación de Brasil, destacó un movimiento regional para abordar la alfabetización con planes nacionales y movilizaciones sociales en Argentina, Colombia, Chile, Perú, México y Uruguay. Se busca crear una red latinoamericana para intercambiar saberes y experiencias, alineada con el ODS 17: Alianzas para lograr los objetivos.</p>
<h3>Organización y apoyo institucional</h3>
<p>El evento se realizó en Brasilia con apoyo del Instituto Natura, Fundación Lemann, Unesco, Unicef y otros. Participaron líderes políticos, organizaciones sociales, académicos y referentes educativos de varios países. La participación de la sociedad civil y gobiernos refleja el compromiso con el ODS 4 y el ODS 16: Paz, justicia e instituciones sólidas.</p>
<h3>Iniciativas destacadas en alfabetización</h3>
<ol>
<li><strong>Compromiso Nacional Criança Alfabetizada (Brasil):</strong> Lanzado en 2023, articula esfuerzos federales, estatales y municipales, con apoyo a infraestructura, formación docente y materiales pedagógicos. Se convirtió en ley en 2024, garantizando continuidad y una inversión de 1.400 millones de reales.</li>
<li><strong>Programa de Alfabetización en la Edad Correcta (PAIC) en Ceará:</strong> Incluye distribución de libros, evaluación permanente y sistema de incentivos económicos a municipios según resultados.</li>
<li><strong>Campaña Nacional por la Alfabetización (Argentina):</strong> Liderada por Argentinos por la Educación, logró compromisos políticos para priorizar la alfabetización y lanzar planes nacionales y provinciales.</li>
<li><strong>Compromiso Nacional por el Aprendizaje Lector (Chile):</strong> Firmado por candidatos presidenciales y apoyado por múltiples organizaciones para alcanzar comprensión lectora adecuada en 2º grado para 2030.</li>
</ol>
<h3>Definición y evaluación de la alfabetización</h3>
<p>El Instituto Nacional de Estudios e Investigaciones Educativas (INEP) de Brasil definió un estándar común para medir la alfabetización al finalizar el 2º año de primaria, que incluye:</p>
<ul>
<li>Decodificación fluida de fonemas y grafemas.</li>
<li>Localización e inferencia de información en textos breves.</li>
<li>Producción escrita con cohesión, aceptando errores ortográficos propios de la edad.</li>
</ul>
<p>Esta definición busca que a partir del 3º grado los estudiantes puedan “leer para aprender”, un objetivo clave para el ODS 4.</p>
<h3>Debate sobre métodos de alfabetización</h3>
<p>Se discutieron enfoques entre programas estructurados y la autonomía profesional docente, destacando la necesidad de una práctica reflexiva en el aula. Se enfatizó la importancia de ampliar la alfabetización más allá de la decodificación, incluyendo comprensión lectora y pensamiento crítico.</p>
<h3>Perspectivas de expertos y actores sociales</h3>
<ul>
<li><strong>Paola Uccelli (Universidad de Harvard):</strong> Destacó la importancia del diálogo y discusión en el aula para fortalecer la comprensión lectora.</li>
<li><strong>Beatriz Diuk (Dale!):</strong> Subrayó la necesidad de respetar la autonomía docente y promover procesos de enseñanza ordenados y sistemáticos.</li>
<li><strong>Telma Leal (Universidad Federal de Pernambuco):</strong> Advirtió sobre el riesgo de programas rígidos que no reconocen la heterogeneidad del aula.</li>
<li><strong>Veveu Arruda (Asociación Bem Comum):</strong> Enfatizó que la alfabetización es una obligación del Estado, pero requiere de la sociedad civil organizada para su cumplimiento efectivo.</li>
</ul>
<h3>Compromiso y colaboración regional</h3>
<p>Se destacó la importancia de un compromiso colectivo y la colaboración regional para convertir la alfabetización en una política de Estado permanente, en consonancia con los ODS 4 y 17. Ignacio Ibarzábal, de Argentinos por la Educación, resaltó la necesidad de aprender mutuamente y la esperanza que representa el “milagro de Sobral”.</p>
<h3>Conclusiones</h3>
<ul>
<li>La alfabetización es fundamental para el desarrollo educativo, económico y democrático, vinculándose directamente con los ODS 4 (Educación de calidad), 8 (Trabajo decente y crecimiento económico) y 16 (Paz, justicia e instituciones sólidas).</li>
<li>El fortalecimiento de políticas públicas y la participación activa de la sociedad civil son esenciales para superar los desafíos estructurales en alfabetización en América Latina.</li>
<li>La creación de redes regionales y la armonización de estándares nacionales contribuyen a un enfoque integral y sostenible para alcanzar las metas educativas al 2030.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la alfabetización en América Latina, un componente clave del ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</li>
<li>Se mencionan políticas, planes y programas nacionales y regionales para mejorar la alfabetización, especialmente en los primeros grados de la educación primaria.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>La alfabetización es presentada como un instrumento para superar desigualdades sociales y fortalecer la democracia, lo que conecta con el ODS 10.</li>
<li>El artículo destaca la importancia de políticas que atiendan contextos socioeconómicos diversos y la heterogeneidad en las aulas.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>Se enfatiza la colaboración entre gobiernos, sociedad civil, organismos internacionales y actores regionales para fortalecer la alfabetización.</li>
<li>La creación de redes latinoamericanas y pactos federales para compartir experiencias y recursos refleja el espíritu del ODS 17.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todos los niños y niñas completen una educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.
<ul>
<li>El artículo menciona el objetivo de que los niños estén alfabetizados al finalizar el segundo grado, con metas nacionales como alcanzar el 80% de alfabetización en Brasil para 2030.</li>
</ul>
</li>
<li><strong>Meta 4.6</strong>: Asegurar que todos los jóvenes y una proporción sustancial de adultos, tanto hombres como mujeres, logren la alfabetización y la aritmética básica.
<ul>
<li>El enfoque en la alfabetización temprana y la reducción del analfabetismo escolar en la región está alineado con esta meta.</li>
</ul>
</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La alfabetización se presenta como una herramienta para la inclusión y la reducción de desigualdades.</li>
</ul>
</li>
<li><strong>Meta 17.16</strong>: Mejorar la cooperación regional e internacional para el desarrollo sostenible.
<ul>
<li>La propuesta de crear una red latinoamericana de alfabetización y la cooperación entre países refleja esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1</strong>: Proporción de niños y niñas que alcanzan al menos el nivel mínimo de competencia en lectura y matemáticas, según las evaluaciones nacionales y internacionales.
<ul>
<li>El artículo menciona datos de la prueba ERCE (Evaluación Regional de la Calidad de la Educación) 2019, 2023 y 2025, que miden el nivel de lectura de estudiantes de tercer grado en América Latina.</li>
<li>También se menciona la prueba nacional SAEB en Brasil y la prueba Aprender Alfabetización en Argentina, que evalúan el nivel de alfabetización al final del segundo y tercer grado.</li>
</ul>
</li>
<li><strong>Indicador 4.6.1</strong>: Proporción de jóvenes y adultos que tienen habilidades básicas de alfabetización y aritmética.
<ul>
<li>El artículo hace referencia a la definición y estandarización nacional en Brasil sobre qué significa estar alfabetizado al finalizar el segundo grado, lo que permite medir esta competencia.</li>
</ul>
</li>
<li><strong>Indicadores relacionados con la cobertura y calidad de programas educativos</strong>
<ul>
<li>Se mencionan indicadores como el porcentaje de niños alfabetizados a la edad adecuada (por ejemplo, 59,2% en Brasil en 2025, con meta 80% para 2030).</li>
<li>Evaluaciones censales en 2º, 5º y 9º año en Ceará, y sistemas de incentivos basados en resultados escolares.</li>
</ul>
</li>
</ol>
<h2>4. Tabla con ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Garantizar educación primaria y secundaria gratuita, equitativa y de calidad para todos.</li>
<li>Meta 4.6: Lograr la alfabetización y aritmética básica en jóvenes y adultos.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.1: Proporción de niños que alcanzan el nivel mínimo de competencia en lectura (ERCE, SAEB, Prueba Aprender).</li>
<li>Indicador 4.6.1: Proporción de jóvenes y adultos alfabetizados según definición nacional (INEP en Brasil).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover la inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores implícitos relacionados con la reducción de brechas educativas y sociales mediante alfabetización.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>Meta 17.16: Mejorar la cooperación regional e internacional para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores implícitos de colaboración y creación de redes latinoamericanas para la alfabetización.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/educacion/2026/02/27/a-partir-del-milagro-de-sobral-impulsan-una-red-regional-para-mejorar-la-alfabetizacion-en-america-latina/">infobae.com</a></strong></p>
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<title>Estudiantes tendrán fin de semana largo y sin clases en educación básica – rancherita.com.mx</title>
<link>https://sdgtalks.ai/Es/estudiantes-tendran-fin-de-semana-largo-y-sin-clases-en-educacion-basica-rancheritacommx</link>
<guid>https://sdgtalks.ai/Es/estudiantes-tendran-fin-de-semana-largo-y-sin-clases-en-educacion-basica-rancheritacommx</guid>
<description><![CDATA[ Estudiantes tendrán fin de semana largo y sin clases en educación básica  rancherita.com.mx ]]></description>
<enclosure url="https://rancherita.com.mx/uploads/images/2026/02/news-big-photo-1772151877.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 27 Feb 2026 08:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Estudiantes, tendrán, fin, semana, largo, sin, clases, educación, básica, –, rancherita.com.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Consejo Técnico Escolar en Coahuila y su relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto y fecha del evento</h3>
<p>La Secretaría de Educación del estado de Coahuila ha programado la realización del Consejo Técnico Escolar para el 27 de febrero de 2026, último viernes del mes. En esta fecha, los estudiantes no tendrán clases presenciales, lo que generará un fin de semana largo para la comunidad educativa.</p>
<h3>Preparativos previos al Consejo Técnico Escolar</h3>
<p>Desde el lunes 23 de febrero, se han llevado a cabo diversas reuniones preparatorias. En estas, los jefes de sector coordinan con supervisores, asesores técnico-pedagógicos y directivos para organizar la información que será compartida con los docentes durante el Consejo Técnico.</p>
<h3>Objetivos y propósito del Consejo Técnico Escolar</h3>
<p>La suspensión de actividades está contemplada en el calendario escolar con el propósito de:</p>
<ol>
<li>Fortalecer la calidad educativa.</li>
<li>Definir estrategias que mejoren el aprendizaje de los estudiantes.</li>
</ol>
<h3>Participantes y actividades durante el Consejo Técnico</h3>
<ul>
<li>El Consejo Técnico Escolar se realiza exclusivamente con la participación de docentes, directivos, supervisores escolares y jefes de sector.</li>
<li>Los estudiantes permanecen en casa realizando actividades programadas.</li>
</ul>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta iniciativa se alinea con varios ODS, destacando:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Al fortalecer la calidad educativa y mejorar las estrategias de aprendizaje, se contribuye a garantizar una educación inclusiva, equitativa y de calidad para todos.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – La preparación y capacitación docente busca atender las necesidades diversas de los estudiantes, promoviendo la equidad educativa.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – La colaboración entre jefes de sector, supervisores y asesores técnico-pedagógicos refleja el trabajo conjunto necesario para alcanzar metas educativas sostenibles.</li>
</ul>
<p>En conclusión, el Consejo Técnico Escolar programado para el 27 de febrero de 2026 representa una acción estratégica para mejorar la calidad educativa en Coahuila, en concordancia con los Objetivos de Desarrollo Sostenible, beneficiando a estudiantes y docentes por igual.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo aborda la realización del Consejo Técnico Escolar, cuyo propósito es fortalecer la calidad educativa y definir estrategias para mejorar el aprendizaje de los estudiantes.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</li>
<li><strong>Meta 4.c:</strong> Aumentar sustancialmente la oferta de docentes calificados, incluyendo mediante la cooperación internacional para la formación docente en países en desarrollo.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.c.1:</strong> Proporción de docentes calificados en educación primaria y secundaria.</li>
<li><strong>Indicador 4.1.1:</strong> Proporción de niños y jóvenes que alcanzan al menos el nivel mínimo de competencia en lectura y matemáticas.</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ol>
<li>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.c: Aumento de docentes calificados.</li>
</ol>
</td>
<td>
<ol>
<li>Indicador 4.1.1: Competencia mínima en lectura y matemáticas.</li>
<li>Indicador 4.c.1: Proporción de docentes calificados.</li>
</ol>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://rancherita.com.mx/noticias/detalles/188538/estudiantes-tendran-fin-de-semana-largo-y-sin-clases-en-educacion-basica.html">rancherita.com.mx</a></strong></p>
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<title>Rezago educativo supera las 690 mil personas – Nota Tamaulipas</title>
<link>https://sdgtalks.ai/Es/rezago-educativo-supera-las-690-mil-personas-nota-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/rezago-educativo-supera-las-690-mil-personas-nota-tamaulipas</guid>
<description><![CDATA[ Rezago educativo supera las 690 mil personas  Nota Tamaulipas ]]></description>
<enclosure url="https://notatamaulipas.com/wp-content/uploads/2026/02/WhatsApp-Image-2026-02-26-at-13.13.23.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 26 Feb 2026 20:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Rezago, educativo, supera, las, 690, mil, personas, –, Nota, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre las Brigadas “Transformando Familias” y la Educación para Adultos en Tamaulipas</h2>
<h3>Introducción</h3>
<p>En el marco de las brigadas “Transformando Familias”, impulsadas por el Sistema para el Desarrollo Integral de la Familia Tamaulipas, el Instituto Tamaulipeco de Educación para Adultos (ITEA) ofrece servicios gratuitos de alfabetización y educación básica para jóvenes y adultos. Esta iniciativa contribuye directamente al cumplimiento de los <strong>Objetivos de Desarrollo Sostenible (ODS)</strong>, en particular al ODS 4: Educación de calidad.</p>
<h3>Atención dirigida a jóvenes y adultos</h3>
<p>Gloria González, enlace del ITEA en estas jornadas, informó que la atención está dirigida a personas a partir de los 15 años de edad, promoviendo la inclusión educativa y la reducción de desigualdades, en línea con el ODS 10: Reducción de las desigualdades.</p>
<h3>Situación del rezago educativo en Tamaulipas</h3>
<ul>
<li>Existe un rezago educativo considerable en el estado, con más de 690 mil personas afectadas, según cifras del INEA.</li>
<li>Este fenómeno representa un desafío para el desarrollo sostenible y la igualdad de oportunidades.</li>
</ul>
<h3>Resultados y avances</h3>
<ol>
<li>Durante el último año, el ITEA superó sus metas establecidas.</li>
<li>Se atendieron a más de 18 mil personas que concluyeron sus estudios de primaria y secundaria.</li>
<li>A pesar de los avances, no todos los inscritos logran terminar sus estudios, por lo que se realiza un seguimiento constante para motivar la continuidad educativa.</li>
</ol>
<h3>Metodología y recursos humanos</h3>
<ul>
<li>El instituto cuenta con una red de voluntarios capacitados, no con profesores formales.</li>
<li>Estos voluntarios reciben capacitaciones constantes para ofrecer asesorías de calidad, fortaleciendo el ODS 4.</li>
</ul>
<h3>Duración de los procesos educativos</h3>
<ul>
<li>El proceso de alfabetización tiene una duración aproximada de cuatro meses.</li>
<li>La conclusión de primaria o secundaria depende del avance individual, con un promedio de cinco a seis meses.</li>
</ul>
<h3>Conclusión y llamado a la acción</h3>
<p>El ITEA reitera el llamado a la población para que jóvenes y adultos se acerquen a las brigadas y retomen sus estudios, enfatizando que “nunca es tarde para poder empezar”. Esta invitación promueve la educación inclusiva y de calidad, alineada con los ODS 4 y 10, contribuyendo al desarrollo sostenible de Tamaulipas.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
    <strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la alfabetización y educación básica para jóvenes y adultos, lo que está directamente relacionado con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad.</li>
</ul>
</li>
<li>
    <strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Al atender a personas con rezago educativo, especialmente adultos y jóvenes que no completaron su educación básica, el artículo aborda la reducción de desigualdades en el acceso a la educación.</li>
</ul>
</li>
<li>
    <strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El trabajo con voluntarios capacitados y la colaboración entre el Sistema para el Desarrollo Integral de la Familia y el ITEA ejemplifican alianzas para alcanzar los objetivos de desarrollo sostenible.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
    <strong>Meta 4.6</strong>: “Garantizar que todos los jóvenes y una proporción sustancial de adultos, hombres y mujeres, tengan competencias de alfabetización y aritmética.”</li>
<li>
    <strong>Meta 4.1</strong>: “Asegurar que todos los niños y jóvenes completen la educación primaria y secundaria gratuita, equitativa y de calidad.”</li>
<li>
    <strong>Meta 10.2</strong>: “Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra.”</li>
<li>
    <strong>Meta 17.17</strong>: “Fomentar y promover alianzas eficaces entre los sectores público, privado y la sociedad civil.”</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
    <strong>Indicador 4.6.1</strong>: “Proporción de jóvenes y adultos que tienen habilidades de alfabetización y aritmética.”</li>
</ol><ul>
<li>Implícito en el artículo al mencionar el número de personas que concluyeron primaria y secundaria y el rezago educativo de más de 690 mil personas.</li>
</ul>

<li>
    <strong>Indicador 4.1.2</strong>: “Tasa de finalización de educación primaria y secundaria.”</li>
<ul>
<li>Reflejado en el artículo con la información sobre las personas que concluyeron sus estudios durante el último año.</li>
</ul>

<li>
    <strong>Indicador 10.2.1</strong>: “Proporción de personas que se sienten incluidas socialmente.”</li>
<ul>
<li>Implícito en la atención a personas con rezago educativo y el seguimiento para motivar a retomar estudios.</li>
</ul>

<li>
    <strong>Indicador 17.17.1</strong>: “Número de alianzas efectivas entre sectores para el desarrollo sostenible.”</li>
<ul>
<li>Implícito en la colaboración entre el ITEA, el Sistema para el Desarrollo Integral de la Familia y voluntarios.</li>
</ul>


<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.6: Alfabetización y aritmética para jóvenes y adultos.</li>
<li>Meta 4.1: Finalización de educación primaria y secundaria.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.6.1: Proporción de jóvenes y adultos con habilidades de alfabetización y aritmética.</li>
<li>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>Meta 17.17: Promover alianzas eficaces entre sectores.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 17.17.1: Número de alianzas efectivas entre sectores para el desarrollo sostenible.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://notatamaulipas.com/2026/02/26/rezago-educativo-supera-las-690-mil-personas/">notatamaulipas.com</a></strong></p>
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<title>Pedagogía y primera infancia: así será el VII Congreso de Innovación Educativa – elucabista.com</title>
<link>https://sdgtalks.ai/Es/pedagogia-y-primera-infancia-asi-sera-el-vii-congreso-de-innovacion-educativa-elucabistacom</link>
<guid>https://sdgtalks.ai/Es/pedagogia-y-primera-infancia-asi-sera-el-vii-congreso-de-innovacion-educativa-elucabistacom</guid>
<description><![CDATA[ Pedagogía y primera infancia: así será el VII Congreso de Innovación Educativa  elucabista.com ]]></description>
<enclosure url="https://elucabista.com/wp-content/uploads/2023/10/Extension-Social-Antimano-y-La-Vega-72.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 23 Feb 2026 16:43:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Pedagogía, primera, infancia:, así, será, VII, Congreso, Innovación, Educativa, –, elucabista.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el VII Congreso de Innovación Educativa de la UCAB</h2>
<h3>Introducción</h3>
<p>Los días 5 y 6 de marzo de 2026, la Escuela de Educación de la Universidad Católica Andrés Bello (UCAB) organizará el VII Congreso de Innovación Educativa, un evento gratuito que reunirá a especialistas de Venezuela, Colombia y Portugal para discutir prácticas pedagógicas innovadoras dirigidas a escolares de 0 a 6 años. Este congreso se alinea con varios Objetivos de Desarrollo Sostenible (ODS), especialmente con el ODS 4: Educación de Calidad, promoviendo la inclusión y equidad en la educación desde la primera infancia.</p>
<h3>Objetivos y Alcance del Congreso</h3>
<p>El congreso tiene como propósito principal promover y reconocer experiencias exitosas relacionadas con la innovación educativa, su proceso e implicaciones en la formación del educador y el sistema educativo en general. Se espera la participación de más de 300 personas durante los dos días del evento, que se realizará en el auditorio Hermano Lanz y en diversas aulas y laboratorios de la sede Montalbán.</p>
<h3>Programación y Participantes</h3>
<p>El evento contará con siete conferencias, un coloquio y 21 estaciones de innovación que ofrecerán herramientas, estrategias y buenas prácticas, muchas de ellas digitales, para fortalecer el aprendizaje en la niñez temprana. Entre los ponentes destacan:</p>
<ul>
<li><strong>Arturo Peraza, S.J.</strong>, rector de la UCAB, quien dará las palabras de bienvenida.</li>
<li><strong>Rainer Sousa</strong>, director de Asuntos Consulares de la embajada de Portugal, presentará modelos de atención educativa infantil en Portugal.</li>
<li><strong>Daisy Oliva Pinzón</strong>, de la Universidad Iberoamericana de Colombia, abordará el impacto de la tecnología en la niñez.</li>
<li><strong>Simón Sambrano</strong>, experto venezolano en aprendizaje socioemocional, con su ponencia sobre competencias clave para estudiantes 2026-2030.</li>
<li><strong>Chilina León de Viloria</strong>, psicóloga del desarrollo infantil, presentará sobre el fortalecimiento del desarrollo y aprendizaje.</li>
<li><strong>Ángel Tovar</strong>, presidente de la Asociación Venezolana de Educación Católica (AVEC), hablará sobre didácticas emergentes para niños de 0 a 12 años.</li>
<li><strong>Inés Suárez</strong>, docente UCAB, expondrá sobre la salud del niño venezolano y sus efectos en la educación.</li>
</ul>
<h3>Coloquio: Educación de la Primera Infancia</h3>
<p>El coloquio incluirá intervenciones de:</p>
<ol>
<li><strong>Alicia Ponte-Sucre</strong> sobre literatura infantil.</li>
<li><strong>Duilia Díaz</strong> acerca de arte y percepción visual.</li>
<li><strong>Vanessa D’Elia</strong> en temas de estimulación temprana, familia y desarrollo.</li>
</ol>
<h3>Estaciones de Trabajo Colaborativo</h3>
<p>Para complementar la teoría, el congreso ofrecerá 21 estaciones de innovación que incluyen talleres prácticos sobre robótica, programación, inteligencia artificial y otras herramientas tecnológicas aplicadas a la educación infantil. Algunas de las mesas de trabajo son:</p>
<ul>
<li>Gamificación como herramienta de juego.</li>
<li>Juegos y tecnología para potenciar la educación bilingüe en primaria y media.</li>
<li>Aprender a programar con OpenRoberta – Robótica Móvil.</li>
<li>Desarrollo del pensamiento crítico en tiempos de inteligencia artificial.</li>
<li>Laboratorio de bolsillo: aprender ciencia haciendo.</li>
<li>Un vistazo a la educación financiera.</li>
<li>Aprende a animar historias infantiles de conciencia ecológica.</li>
</ul>
<h3>Colaboradores y Aliados</h3>
<p>El congreso cuenta con la colaboración de diversas unidades internas de la UCAB, tales como:</p>
<ul>
<li>Vicerrectorado Académico.</li>
<li>Centro de Innovación Educativa (CIED).</li>
<li>Centro de Investigación, Innovación y Desarrollo Académico (CIIDEA).</li>
<li>Centro de Estudios en Línea (CEL).</li>
<li>Dirección General de Cultura.</li>
<li>Biblioteca.</li>
<li>Dirección de Eventos y Protocolo.</li>
</ul>
<p>Además, participan aliados externos como colegios públicos y privados, empresas y organizaciones del ámbito tecnológico educativo, fortaleciendo así la cooperación multisectorial, en línea con el ODS 17: Alianzas para lograr los objetivos.</p>
<h3>Inscripción y Acceso</h3>
<p>La inscripción es gratuita y está abierta a docentes de educación básica y media interesados en innovar en sus prácticas pedagógicas. Los interesados pueden registrarse a través del siguiente enlace: <a href="https://docs.google.com/forms/d/e/1FAIpQLSdvBIjbNhz_xLCBdWtOd0F7HxgIr8O4YrZuFWwQNQDFRxC8FQ/viewform" target="_blank" rel="noopener">Inscripción VII Congreso de Innovación Educativa</a>.</p>
<h3>Conclusión</h3>
<p>El VII Congreso de Innovación Educativa de la UCAB representa una valiosa oportunidad para avanzar en la consecución del ODS 4, garantizando una educación inclusiva, equitativa y de calidad para todos, especialmente en la primera infancia. La integración de tecnologías emergentes y el enfoque en el desarrollo socioemocional y cognitivo de los niños y adolescentes contribuyen a la formación de ciudadanos competentes y responsables con el desarrollo sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en el VII Congreso de Innovación Educativa de la UCAB, que promueve prácticas pedagógicas innovadoras para escolares de 0 a 6 años y el fortalecimiento del aprendizaje en niños y adolescentes.</li>
<li>Se mencionan temas como modelos de innovación escolar, aprendizaje socioemocional, neurodidáctica, y el uso de tecnologías como robótica, programación e inteligencia artificial en la educación.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>Se aborda la realidad de la salud del niño venezolano entre 0 y 12 años y sus efectos en el proceso educativo.</li>
<li>También se discuten aspectos del desarrollo infantil y estimulación temprana.</li>
</ul>
</li>
<li><strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>El congreso incluye estaciones de trabajo relacionadas con ciencia, robótica, programación e inteligencia artificial, fomentando la innovación tecnológica en la educación.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>La participación de colegios públicos y privados, así como la inclusión de diversas organizaciones, apunta a reducir brechas en el acceso a educación innovadora y tecnológica.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.2</strong>: Asegurar que todos los niños y niñas tengan acceso a una educación preescolar de calidad para que estén preparados para la educación primaria.
<ul>
<li>El enfoque en escolares de 0 a 6 años y la educación de la primera infancia se relaciona directamente con esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.4</strong>: Aumentar el número de jóvenes y adultos con habilidades relevantes, incluidas habilidades técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.
<ul>
<li>La inclusión de talleres sobre robótica, programación e inteligencia artificial contribuye al desarrollo de habilidades técnicas.</li>
</ul>
</li>
<li><strong>Meta 3.2</strong>: Poner fin a las muertes evitables de recién nacidos y niños menores de 5 años.
<ul>
<li>La discusión sobre la salud infantil y su impacto en la educación está relacionada con mejorar el bienestar y la salud de los niños.</li>
</ul>
</li>
<li><strong>Meta 9.5</strong>: Aumentar la investigación científica y mejorar la capacidad tecnológica de los sectores industriales en todos los países.
<ul>
<li>El congreso promueve la innovación educativa mediante la integración de tecnologías avanzadas.</li>
</ul>
</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La colaboración entre diferentes instituciones y la participación de diversos sectores educativos contribuyen a la inclusión.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.2.1</strong>: Proporción de niños y niñas que asisten a educación preescolar o equivalente.
<ul>
<li>El enfoque en la educación de la primera infancia y la promoción de prácticas pedagógicas innovadoras para niños de 0 a 6 años sugiere la importancia de este indicador para medir el acceso y la calidad educativa.</li>
</ul>
</li>
<li><strong>Indicador 4.4.1</strong>: Proporción de jóvenes y adultos con habilidades relevantes para el empleo.
<ul>
<li>Los talleres y estaciones de trabajo sobre robótica, programación e inteligencia artificial pueden medirse a través de este indicador para evaluar el desarrollo de habilidades técnicas.</li>
</ul>
</li>
<li><strong>Indicador 3.2.1</strong>: Tasa de mortalidad de niños menores de 5 años.
<ul>
<li>Aunque no se menciona directamente, la discusión sobre la salud infantil implica la relevancia de este indicador para evaluar el bienestar de los niños.</li>
</ul>
</li>
<li><strong>Indicador 9.5.1</strong>: Gastos en investigación y desarrollo como proporción del PIB.
<ul>
<li>La promoción de innovación tecnológica en educación puede estar vinculada a este indicador para medir el avance en capacidades tecnológicas.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1</strong>: Proporción de personas que se sienten incluidas socialmente.
<ul>
<li>La inclusión de diversos actores educativos y sociales en el congreso apunta a la importancia de este indicador para medir la inclusión social.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.2: Acceso a educación preescolar de calidad para niños y niñas.</li>
<li>Meta 4.4: Desarrollo de habilidades técnicas y profesionales.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.2.1: Proporción de niños y niñas que asisten a educación preescolar.</li>
<li>Indicador 4.4.1: Proporción de jóvenes y adultos con habilidades relevantes para el empleo.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>Meta 3.2: Poner fin a muertes evitables de niños menores de 5 años.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 3.2.1: Tasa de mortalidad de niños menores de 5 años.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>Meta 9.5: Aumentar la investigación científica y capacidad tecnológica.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 9.5.1: Gastos en investigación y desarrollo como proporción del PIB.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover la inclusión social, económica y política.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elucabista.com/2026/02/23/aprendizaje-tecnologia-y-primera-infancia-asi-sera-el-vii-congreso-de-innovacion-educativa-ucab/amp/">elucabista.com</a></strong></p>
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<title>EDUCACIÓN Y HUMANIDAD: UNA REFLEXIÓN PEDAGÓGICA SOBRE LA FORMACIÓN INTEGRAL</title>
<link>https://sdgtalks.ai/Es/educacion-y-humanidad-una-reflexion-pedagogica-sobre-la-formacion-integral</link>
<guid>https://sdgtalks.ai/Es/educacion-y-humanidad-una-reflexion-pedagogica-sobre-la-formacion-integral</guid>
<description><![CDATA[ El fenómeno therian invita a reflexionar no desde el juicio, sino desde la comprensión de las dinámicas culturales y educativas que influyen en la construcción de la identidad. En un contexto de “modernidad líquida”, donde las referencias tradicionales se debilitan, la educación enfrenta el reto de formar sujetos con sentido ético y conciencia de su dignidad. Más que centrarse en etiquetas identitarias, el desafío pedagógico consiste en fortalecer una formación integral que integre razón, afectividad y espiritualidad. Recuperar la educación como formación en humanidad es clave para construir una sociedad madura y responsable. ]]></description>
<enclosure url="https://chatgpt.com/backend-api/estuary/content" length="49398" type="image/jpeg"/>
<pubDate>Mon, 23 Feb 2026 10:52:53 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Identidad, educación integral, dignidad humana modernidad líquida.</media:keywords>
<content:encoded><![CDATA[<h3 class="MsoNormal" align="center" style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: 14pt;">EDUCACIÓN Y HUMANIDAD: UNA REFLEXIÓN PEDAGÓGICA SOBRE LA FORMACIÓN INTEGRAL</span><o:p></o:p></h3>
<h3 class="MsoNormal" align="center" style="text-align: center;"><o:p> </o:p></h3>
<h3 class="MsoNormal" align="right" style="text-align: right;"><span style="font-family: arial, helvetica, sans-serif; font-size: 14pt;">Carlos Eduardo Mejía Bustamante</span><o:p></o:p></h3>
<h3 class="MsoNormal" align="right" style="text-align: right;"><span style="font-family: arial, helvetica, sans-serif; font-size: 14pt;">Pedagogo</span><o:p></o:p><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;"></span></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;"><img 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" 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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">RESUMEN</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">El fenómeno therian invita a reflexionar no desde el juicio, sino desde la comprensión de las dinámicas culturales y educativas que influyen en la construcción de la identidad. En un contexto de “modernidad líquida”, donde las referencias tradicionales se debilitan, la educación enfrenta el reto de formar sujetos con sentido ético y conciencia de su dignidad. Más que centrarse en etiquetas identitarias, el desafío pedagógico consiste en fortalecer una formación integral que integre razón, afectividad y espiritualidad. Recuperar la educación como formación en humanidad es clave para construir una sociedad madura y responsable.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">PALABRAS CLAVES: Identidad, educación integral, dignidad humana</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">modernidad líquida.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">En los últimos años han emergido con mayor visibilidad grupos de personas que se identifican como <i>therians</i> o <i>teriáns</i>, es decir, individuos que expresan una identificación profunda, simbólica, psicológica o espiritual, con determinados animales. Este fenómeno ha suscitado debates intensos y reacciones diversas. Sin embargo, la intención de esta reflexión no es emitir un juicio sobre las decisiones personales de quienes optan por esta forma de autodefinición, sino intentar comprender qué dinámicas culturales y formativas pueden estar influyendo en la manera como el ser humano comprende, o eventualmente distorsiona, su propia humanidad.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Comprender no significa justificar ni condenar; significa pensar. Desde algunos enfoques psicológicos contemporáneos, el fenómeno therian se interpreta más como una forma de autoexpresión y búsqueda de pertenencia que como un trastorno mental en sí mismo, salvo que exista una desconexión significativa de la realidad (Press, 2026). Esta lectura invita a desplazar la mirada del juicio hacia el análisis cultural y educativo.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">La identidad personal no se construye en el vacío. Como se ha señalado recientemente, “la identidad personal se construye a partir de narrativas internas y contextuales, pero su significado profundo solo se comprende cuando se sitúa en diálogo con el mundo social y las narrativas colectivas” (Castellanos, 2026). En una época caracterizada por la fragilidad de los vínculos y la fluidez de las referencias culturales, la búsqueda de identidad puede adquirir formas inéditas.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Zygmunt Bauman (2000) describió nuestra época como una “modernidad líquida”, donde las estructuras sólidas que antes sostenían la identidad, familia, tradición, comunidad, se han debilitado, obligando al individuo a reinventarse constantemente. En ese escenario, la identidad deja de ser un proceso estable y se convierte en una tarea permanente. La pregunta pedagógica, entonces, no es por la rareza del fenómeno, sino por las condiciones formativas que acompañan esta construcción.</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Desde mi mirada como pedagogo, la cuestión central no es la etiqueta identitaria, sino la formación del sujeto. ¿Estamos educando personas que comprendan la profundidad de su condición humana? ¿O estamos formando individuos competentes en lo técnico, pero frágiles en su comprensión ética y antropológica?</span><o:p></o:p></h3>
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<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Hoy más que nunca se requiere una educación que piense al ser humano no solo desde lo que necesita aprender, sino desde lo que debe ser. En esta línea, Hoguane y Pinto (2023) afirman que “la educación como forma de promover la dignidad humana debe educar no solo en contenidos y habilidades, sino también en valores como respeto, solidaridad, diálogo y justicia, situando a la persona como centro del proceso educativo”. Cuando el sistema educativo reduce su misión a la productividad y a la medición de resultados, se empobrece la comprensión integral del estudiante.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Adela Cortina (2017) advierte que una sociedad madura requiere ciudadanos con conciencia moral, capaces de reconocer la dignidad del otro y de actuar con responsabilidad ética. Para ella, educar no es solo transmitir conocimientos, sino formar personas capaces de convivir en justicia. Si la educación descuida esta dimensión ética, la identidad se vuelve vulnerable a modas culturales pasajeras y a discursos fragmentados.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">La dignidad humana, en efecto, no es una categoría negociable. Es un valor inherente a toda persona. Kleindienst (2024) sostiene que “la dignidad de la persona, entendida como valor inherente a todo ser humano, es la base moral de una visión de sociedad que reclama respeto, empatía y compasión”. Esta afirmación cobra especial relevancia cuando las discusiones sobre identidad tienden a polarizarse entre aceptación acrítica y rechazo descalificador.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">El Papa Francisco ha insistido reiteradamente en que la educación debe formar personas capaces de encuentro y de sentido. En <i>Fratelli tutti</i>, recuerda que “nadie se salva solo” (Francisco, 2020, n. 32), subrayando que la identidad humana se construye en relación y responsabilidad compartida. Asimismo, en el Pacto Educativo Global, ha llamado a poner en el centro a la persona y a promover una educación que forme “cabeza, corazón y manos” (Francisco, 2019). Esta integración evita reduccionismos y rescata la dimensión integral del ser humano.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">La educación tiene, por tanto, un compromiso enorme. Tal vez, en medio de múltiples enfoques pedagógicos y teorías educativas, se ha perdido lo fundamental: formar al ser humano en todas sus dimensiones. Cuando se fragmenta el currículo y se prioriza únicamente la competencia técnica, se debilita la reflexión sobre quiénes somos y qué responsabilidad tenemos frente a los demás.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Formar en humanidad implica integrar razón, afectividad, ética y espiritualidad. Implica enseñar a discernir, a dialogar y a reconocer límites. La libertad humana no consiste en redefinirse sin referencia alguna, sino en orientarse hacia el bien común. Como señala Cortina (2017), la ética no es un adorno opcional, sino el fundamento que hace posible la convivencia democrática.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Reflexionar sobre fenómenos como el de los terians puede convertirse, entonces, en una oportunidad educativa. No para estigmatizar ni caricaturizar, sino para dialogar sobre el significado profundo de ser humano. ¿Qué nos une más allá de nuestras autoidentificaciones? ¿Qué responsabilidades emergen de nuestra racionalidad y sociabilidad? ¿Cómo educar para que la búsqueda de identidad no se convierta en pérdida de sentido?</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Bauman (2000) advertía que la fragilidad de las identidades contemporáneas genera ansiedad e inseguridad. Frente a ello, la educación debe ofrecer estabilidad ética y horizontes de significado. Una sociedad coherente y madura no se construye sobre la burla ni el desprecio, sino sobre la formación integral.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">En definitiva, la cuestión no es juzgar las decisiones personales de quienes adoptan determinadas identidades, sino preguntarnos si estamos formando generaciones capaces de comprender y valorar la grandeza de ser humanos. Recuperar lo fundamental de la educación, formar en humanidad, es quizá la tarea más urgente de nuestro tiempo. Solo una educación que piense profundamente al ser humano podrá acompañar los cambios culturales sin perder el horizonte de la dignidad y el sentido.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Referencias</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Bauman, Z. (2000). <i>Modernidad líquida</i>. Polity Press. Fondo de Cultura Económica. <a href="https://catedraepistemologia.wordpress.com/wp-content/uploads/2009/05/modernidad-liquida.pdf">https://catedraepistemologia.wordpress.com/wp-content/uploads/2009/05/modernidad-liquida.pdf</a> </span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Cortina, A. (2017). <i>Aporofobia, el rechazo al pobre: Un desafío para la democracia</i>. Paidós.</span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Francisco. (2019). <i>Mensaje para el lanzamiento del Pacto Educativo Global</i>. Vaticano. <a href="https://www.vatican.va/content/francesco/es/messages/pont-messages/2019/documents/papa-francesco_20190912_messaggio-patto-educativo.html">https://www.vatican.va/content/francesco/es/messages/pont-messages/2019/documents/papa-francesco_20190912_messaggio-patto-educativo.html</a> </span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Francisco. (2020). <i>Fratelli tutti</i>. Libreria Editrice Vaticana. <a href="https://www.vatican.va/content/francesco/es/encyclicals/documents/papa-francesco_20201003_enciclica-fratelli-tutti.html">https://www.vatican.va/content/francesco/es/encyclicals/documents/papa-francesco_20201003_enciclica-fratelli-tutti.html</a></span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Hoguane, I., &amp; Pinto, A. O. (2023). <i>La educación como forma de promover la dignidad humana</i>. International Journal of Education, Culture and Society, 8(3), 149–155. <a href="https://www.sciencepg.com/article/10.11648/j.ijecs.20230803.19">https://www.sciencepg.com/article/10.11648/j.ijecs.20230803.19</a> </span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Castellanos, M. (2026, 19 de febrero). <i>Investigador UST Temuco advierte sobre fenómeno “therian”: Identidad, validación social y búsqueda de pertenencia</i>. Regiones Noticias. <a href="https://regionesnoticias.cl/la-araucania/2026/02/19/investigador-ust-temuco-advierte-sobre-fenomeno-therian-identidad-validacion-social-y-busqueda-de-pertenencia/76342?utm_source=chatgpt.com" target="_new">https://regionesnoticias.cl/la-araucania/2026/02/19/investigador-ust-temuco-advierte-sobre-fenomeno-therian-identidad-validacion-social-y-busqueda-de-pertenencia/76342</a></span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Kleindienst, P. (2024). <i>El papel de la educación en la dignidad humana: Fomentando la paz y disminuyendo la violencia</i>. Religions, 15(1), 66. <a href="https://doi.org/10.3390/rel15010066" target="_new">https://doi.org/10.3390/rel15010066</a></span><o:p></o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><o:p> </o:p></h3>
<h3 class="MsoNormal" style="margin-left: 35.45pt; text-indent: -35.45pt; line-height: 1;"><span style="font-family: arial, helvetica, sans-serif; font-size: 12pt;">Press, E. (2026, febrero 21). Un psicólogo descarta que la identidad ‘therian’ sea un trastorno: “Se trata de un juego de identificación”. <i>Heraldo</i>. <a href="https://www.heraldo.es/noticias/sociedad/2026/02/21/psicologo-descarta-therian-trastorno-juego-identificacion-1896261.amp.html?utm_source=chatgpt.com" target="_new">https://www.heraldo.es/noticias/sociedad/2026/02/21/psicologo-descarta-therian-trastorno-juego-identificacion-1896261.amp.html</a></span><o:p></o:p></h3>
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<title>Entrega CEBAS certificados de educación básica a adultos y jóvenes – Portal Tabasco</title>
<link>https://sdgtalks.ai/Es/entrega-cebas-certificados-de-educacion-basica-a-adultos-y-jovenes-portal-tabasco</link>
<guid>https://sdgtalks.ai/Es/entrega-cebas-certificados-de-educacion-basica-a-adultos-y-jovenes-portal-tabasco</guid>
<description><![CDATA[ Entrega CEBAS certificados de educación básica a adultos y jóvenes  Portal Tabasco ]]></description>
<enclosure url="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/soto.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 20 Feb 2026 17:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Entrega, CEBAS, certificados, educación, básica, adultos, jóvenes, –, Portal, Tabasco</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la entrega de certificados de educación básica para adultos en Tabasco</h2>
<p><strong>Villahermosa, Tab., 16 de febrero de 2026</strong></p>
<h3>Contexto del evento</h3>
<p>La Dirección General de Centros de Educación Básica para Adultos (CEBAS) de la Secretaría de Educación del Estado de Tabasco (SETAB) realizó un acto solemne en la Plaza de la Cultura de la SETAB, donde 945 jóvenes y adultos de diversos municipios recibieron sus certificados que acreditan la conclusión de sus estudios de primaria y secundaria.</p>
<h3>Reconocimiento y compromiso institucional</h3>
<p>El subsecretario de Educación Básica, Gonzalo Mario Martínez Gómez, en representación de la secretaria de Educación, Patricia Iparrea Sánchez, destacó el esfuerzo de los beneficiarios y reafirmó el compromiso de la Secretaría para ampliar las oportunidades educativas, acercar servicios a las comunidades y fortalecer programas contra el rezago educativo.</p>
<h3>Importancia en el marco de los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta iniciativa contribuye directamente a los siguientes ODS:</p>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – Garantizar una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje durante toda la vida para jóvenes y adultos.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – Facilitar el acceso a la educación para grupos vulnerables y marginados, promoviendo la igualdad de oportunidades.</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong> – Mejorar las competencias y habilidades de la población adulta para su inserción en el mercado laboral.</li>
</ol>
<h3>Agradecimientos y testimonios</h3>
<ul>
<li>El director general de CEBAS, José del Carmen Torres Soto, agradeció la confianza de los alumnos y reconoció la labor del personal docente que hizo posible este logro.</li>
<li>Andrea Almeida Ricardez, alumna representante de los 945 beneficiados, expresó su gratitud por el espacio educativo que les permitió crecer, aprender y soñar, destacando la importancia de descubrir sus pasiones y construir un futuro sólido.</li>
</ul>
<h3>Autoridades presentes</h3>
<ul>
<li>Subdirectora de CEBAS, Gabriela Jazmín Pérez Maiza</li>
<li>Director general de Educación Básica, Macario de la Cruz Pérez</li>
<li>Director de Control Escolar e Incorporación</li>
</ul>
<h3>Imágenes del evento</h3>
<ul>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/soto.jpg" alt="Evento de entrega de certificados" width="1024" height="683"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/soto%203.jpg" alt="Participantes en el evento" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/panopramica%20cebas.jpg" alt="Panorámica del evento" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/papelkes.jpg" alt="Entrega de certificados" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/evento%20cebas.jpg" alt="Ceremonia de graduación" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/doctor.jpg" alt="Autoridades educativas" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/certificados.jpg" alt="Certificados entregados" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/cebnas.jpg" alt="Alumnos de CEBAS" width="1024" height="683"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/alumnos%20cebas.jpg" alt="Estudiantes beneficiados" width="1024" height="682"></li>
<li><img loading="lazy" decoding="async" src="https://tabasco.gob.mx/sites/default/files/users/usersetabasco/cebas%202.jpg" alt="Evento educativo" width="1024" height="682"></li>
</ul>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo destaca la entrega de certificados a jóvenes y adultos que concluyeron sus estudios de primaria y secundaria, lo que está directamente relacionado con la promoción de una educación inclusiva, equitativa y de calidad.</li>
<li>Se menciona el compromiso de ampliar oportunidades educativas y combatir el rezago educativo, lo cual es un objetivo central del ODS 4.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las desigualdades</h3>
<ul>
<li>El enfoque en jóvenes y adultos que retoman sus estudios implica una acción para reducir desigualdades en el acceso a la educación.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.1</h3>
<ul>
<li>Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>El artículo menciona la entrega de certificados de primaria y secundaria a jóvenes y adultos, evidenciando avances en esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 4.5</h3>
<ul>
<li>Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación y formación profesional para los grupos vulnerables.</li>
<li>El artículo destaca la inclusión de jóvenes y adultos de diversos municipios, lo que refleja esfuerzos para la inclusión educativa.</li>
</ul>
</li>
<li>
<h3>Meta 10.2</h3>
<ul>
<li>Facilitar la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</li>
<li>El programa de educación para adultos contribuye a esta meta al ofrecer oportunidades educativas a personas que no las tuvieron en su momento.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.1.2: Tasa de finalización de la educación primaria y secundaria</h3>
<ul>
<li>La entrega de 945 certificados a jóvenes y adultos que concluyeron sus estudios es un dato relevante que puede usarse para medir la tasa de finalización en educación básica.</li>
</ul>
</li>
<li>
<h3>Indicador 4.5.1: Paridad de género en la educación</h3>
<ul>
<li>Aunque no se especifican datos de género, la mención de estudiantes y alumnas sugiere que se puede analizar la paridad en la entrega de certificados.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza según grupos sociales</h3>
<ul>
<li>Implícitamente, el combate al rezago educativo puede contribuir a reducir la pobreza y la exclusión social, aunque el artículo no menciona datos específicos.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Completar educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.5: Eliminar disparidades y asegurar acceso igualitario para grupos vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.2: Tasa de finalización de la educación primaria y secundaria.</li>
<li>Indicador 4.5.1: Paridad de género en la educación.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Facilitar inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza según grupos sociales (implícito).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://tabasco.gob.mx/entrega-cebas-certificados-de-educacion-basica-adultos-y-jovenes">tabasco.gob.mx</a></strong></p>
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<title>Cuba mantiene sistema educativo a pesar de bloqueo de EE.UU. – teleSUR</title>
<link>https://sdgtalks.ai/Es/cuba-mantiene-sistema-educativo-a-pesar-de-bloqueo-de-eeuu-telesur</link>
<guid>https://sdgtalks.ai/Es/cuba-mantiene-sistema-educativo-a-pesar-de-bloqueo-de-eeuu-telesur</guid>
<description><![CDATA[ Cuba mantiene sistema educativo a pesar de bloqueo de EE.UU.  teleSUR ]]></description>
<enclosure url="https://ikona.telesurtv.net/content/uploads/2026/02/cuba-escuela-300x169.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 20 Feb 2026 05:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Cuba, mantiene, sistema, educativo, pesar, bloqueo, EE.UU., –, teleSUR</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Impacto del Bloqueo Energético de Estados Unidos en la Educación Cubana</h2>
<h3>Contexto y Situación Actual</h3>
<p>La viceministra de Educación de Cuba, Cira Piñeiro, informó que el bloqueo energético impuesto por Estados Unidos ha generado una severa escasez de combustible en la isla, lo que ha obligado a reorganizar los programas de estudio en todos los niveles educativos para garantizar la continuidad del proceso docente.</p>
<p>Piñeiro destacó que “realmente en estos momentos hay una situación muy recrudecida que impacta a toda la sociedad y la educación forma parte de esa sociedad”, subrayando que “mantener la vitalidad de la educación es mantener el funcionamiento de la sociedad”.</p>
<h3>Medidas Adoptadas para Garantizar la Educación</h3>
<ol>
<li>Adaptación a las condiciones específicas de cada territorio para lograr la “mayor presencialidad posible”.</li>
<li>Flexibilización de horarios de entrada y salida en escuelas primarias y secundarias, manteniendo sus jornadas habituales.</li>
<li>Suspensión temporal de clases universitarias, excepto en carreras puntuales como Ciencias Médicas.</li>
<li>Regreso de estudiantes becados en La Habana a sus provincias de origen.</li>
<li>Vinculación de estudiantes a actividades sociolaborales en sus comunidades.</li>
<li>Reorganización de planes de estudio para minimizar interrupciones.</li>
<li>Continuidad en la operación de círculos infantiles y escuelas semi-internadas, con esfuerzos para garantizar la alimentación pese a apagones y escasez de gas licuado.</li>
</ol>
<h3>Innovación y Energías Renovables en la Educación</h3>
<ul>
<li>Priorización de la instalación de paneles solares en instituciones educativas para reducir la dependencia del combustible fósil.</li>
<li>Replicación del Plan Turquino en la Sierra Maestra, donde escuelas aisladas funcionan con energía fotovoltaica.</li>
<li>Búsqueda de alianzas con actores locales e internacionales para financiar proyectos de energía renovable en hogares de niños sin amparo filial, centros de educación especial y escuelas internas.</li>
</ul>
<h3>Continuidad Universitaria y Uso de Tecnologías Digitales</h3>
<p>El sector universitario ha mantenido sus actividades a través de plataformas digitales y comunicación con profesores mediante redes, garantizando así la continuidad educativa a pesar de las restricciones impuestas por el bloqueo.</p>
<h2>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Las acciones emprendidas por Cuba para enfrentar el bloqueo energético están alineadas con varios Objetivos de Desarrollo Sostenible de la Agenda 2030:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Adaptación de los programas educativos para asegurar la continuidad del aprendizaje en todos los niveles.</li>
<li><strong>ODS 7: Energía Asequible y No Contaminante</strong> – Implementación de energía renovable mediante paneles solares en escuelas para garantizar el acceso a energía sostenible.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Apoyo a estudiantes becados y comunidades vulnerables mediante actividades sociolaborales y proyectos educativos adaptados.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Fortalecimiento de la infraestructura educativa en zonas aisladas con energía renovable.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Búsqueda de cooperación internacional para financiar proyectos de energía renovable y mejorar la educación.</li>
</ul>
<h3>Conclusión</h3>
<p>El bloqueo energético impuesto por Estados Unidos representa un desafío significativo para la educación cubana. Sin embargo, mediante la adopción de medidas adaptativas, el uso de tecnologías digitales y la implementación de energías renovables, Cuba trabaja para garantizar el derecho a una educación de calidad y sostenible, en consonancia con los Objetivos de Desarrollo Sostenible.</p>
<h3>Fuente</h3>
<p>Autor: teleSUR – eql – SH</p>
<p>Fuente: teleSUR – Agencias</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo se centra en la continuidad y adaptación del sistema educativo cubano frente a la crisis energética causada por el bloqueo.</li>
<li><strong>ODS 7: Energía asequible y no contaminante</strong> – Se menciona el uso de energía renovable, como paneles solares, para mitigar la dependencia de combustibles fósiles en las escuelas.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – Se destaca la atención a estudiantes becados y la adaptación de la educación en diferentes territorios, incluyendo zonas aisladas.</li>
<li><strong>ODS 11: Ciudades y comunidades sostenibles</strong> – Se hace referencia a la integración de estudiantes en actividades sociolaborales en sus comunidades.</li>
<li><strong>ODS 13: Acción por el clima</strong> – La implementación de energías renovables en escuelas contribuye a la mitigación del cambio climático.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>Meta 4.3:</strong> Asegurar el acceso igualitario a una educación técnica, profesional y superior de calidad, incluida la universidad.</li>
<li><strong>Meta 7.2:</strong> Incrementar considerablemente la proporción de energía renovable en el mix energético global.</li>
<li><strong>Meta 10.2:</strong> Promover la inclusión social, económica y política de todas las personas, independientemente de su condición.</li>
<li><strong>Meta 11.3:</strong> Aumentar la urbanización sostenible y la capacidad para la planificación y gestión participativas.</li>
<li><strong>Meta 13.2:</strong> Integrar medidas relativas al cambio climático en las políticas, estrategias y planes nacionales.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.2:</strong> Tasa de finalización de la educación primaria y secundaria, que puede reflejar la continuidad educativa pese a la crisis.</li>
<li><strong>Indicador 4.3.1:</strong> Proporción de jóvenes y adultos que acceden a educación técnica, profesional y superior.</li>
<li><strong>Indicador 7.2.1:</strong> Proporción de energía renovable en el consumo total de energía final, relevante por la instalación de paneles solares en escuelas.</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente, que puede relacionarse con la inclusión de estudiantes en actividades sociolaborales.</li>
<li><strong>Indicador 13.2.1:</strong> Número de países que han integrado medidas de cambio climático en sus políticas, aplicable a la adopción de energías renovables en el sector educativo.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
<li>Indicador 4.3.1: Proporción de jóvenes y adultos con acceso a educación técnica y superior.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 7: Energía asequible y no contaminante</td>
<td>
<ul>
<li>Meta 7.2: Incrementar la proporción de energía renovable en el consumo energético.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 7.2.1: Proporción de energía renovable en el consumo total de energía final.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover la inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 11: Ciudades y comunidades sostenibles</td>
<td>
<ul>
<li>Meta 11.3: Aumentar la urbanización sostenible y la planificación participativa.</li>
</ul>
</td>
<td>
<ul>
<li>No se menciona un indicador específico, pero la integración comunitaria de estudiantes es relevante.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 13: Acción por el clima</td>
<td>
<ul>
<li>Meta 13.2: Integrar medidas relativas al cambio climático en políticas y planes nacionales.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 13.2.1: Número de países con políticas integradas de cambio climático.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.telesurtv.net/cuba-mantiene-sistema-educativo-bloqueo/">telesurtv.net</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Publicado nuevo Decreto 3/2026 sobre programas bilingües y plurilingües – FeSP&#45;UGT Castilla&#45;La Mancha</title>
<link>https://sdgtalks.ai/Es/publicado-nuevo-decreto-32026-sobre-programas-bilingues-y-plurilingues-fesp-ugt-castilla-la-mancha</link>
<guid>https://sdgtalks.ai/Es/publicado-nuevo-decreto-32026-sobre-programas-bilingues-y-plurilingues-fesp-ugt-castilla-la-mancha</guid>
<description><![CDATA[ Publicado nuevo Decreto 3/2026 sobre programas bilingües y plurilingües  FeSP-UGT Castilla-La Mancha ]]></description>
<enclosure url="https://educacion.fespugtclm.es/storage/Captura-de-pantalla-2024-12-26-064858.png" length="49398" type="image/jpeg"/>
<pubDate>Thu, 19 Feb 2026 23:30:25 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Publicado, nuevo, Decreto, 32026, sobre, programas, bilingües, plurilingües, –, FeSP-UGT, Castilla-La, Mancha</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Decreto 3/2026: Marco Normativo para Programas Bilingües y Plurilingües en Castilla-La Mancha</h2>
<p>El <strong>Decreto 3/2026, de 10 de febrero</strong>, establece el marco normativo para los programas bilingües y plurilingües en las etapas educativas no universitarias en centros sostenidos con fondos públicos de la comunidad autónoma de Castilla-La Mancha. Este decreto, que entra en vigor el 11 de marzo de 2026, deroga el Decreto 47/2017, de 25 de julio.</p>
<h2>Objetivos y Alcance del Decreto</h2>
<p>El decreto regula los programas bilingües y plurilingües en centros públicos y concertados que imparten enseñanza en:</p>
<ul>
<li>Segundo ciclo de Educación Infantil</li>
<li>Educación Primaria</li>
<li>Educación Secundaria Obligatoria (ESO)</li>
<li>Bachillerato</li>
<li>Formación Profesional (FP)</li>
</ul>
<h2>Autorización, Modificación y Abandono de Programas</h2>
<h3>Autorización de Programas</h3>
<ol>
<li>La solicitud debe realizarse mediante convocatoria pública.</li>
<li>Debe ser presentada por la dirección del centro con aprobación previa: mayoría absoluta del claustro y mayoría simple del consejo escolar.</li>
<li>La autorización es conjunta para Infantil y Primaria, e independiente para ESO, Bachillerato y FP.</li>
<li>El programa se integra en el Proyecto Educativo del Centro con una vigencia mínima de cuatro cursos escolares.</li>
<li>En Infantil, la implantación es simultánea desde el primer curso; en otras etapas, progresiva.</li>
</ol>
<h3>Modificación de Programas</h3>
<ul>
<li>Debe solicitarse mediante convocatoria pública.</li>
<li>Presentada por la dirección con aprobación por mayoría simple del claustro e informe al consejo escolar.</li>
<li>La autorización de modificación es independiente para cada etapa educativa.</li>
</ul>
<h3>Abandono de Programas</h3>
<ul>
<li>Solicitado mediante convocatoria pública.</li>
<li>Presentado por la dirección con aprobación: mayoría absoluta del claustro y mayoría simple del consejo escolar.</li>
<li>Aplicación del abandono:
<ul>
<li>Inmediato y simultáneo en Infantil, ESO, Bachillerato y FP.</li>
<li>En Primaria, se mantiene un curso adicional en determinados cursos para asegurar una transición pedagógica ordenada.</li>
</ul>
</li>
</ul>
<h2>Porcentajes de Impartición en Lenguas Extranjeras</h2>
<h3>Programas Bilingües en Inglés</h3>
<ul>
<li>Infantil: 15% a 50% del horario lectivo, incluyendo el área de inglés.</li>
<li>Primaria: 25% a 50% del horario lectivo, incluyendo el área de inglés.</li>
<li>ESO: 30% a 50% del horario lectivo (excepto 4º curso, 20% a 50%), incluyendo la materia de inglés.</li>
<li>Bachillerato: 20% a 50% del horario lectivo, incluyendo la materia de inglés.</li>
</ul>
<h3>Programas Bilingües en Idiomas Distintos del Inglés</h3>
<ul>
<li>Infantil: 10% a 50% del horario lectivo, incluyendo el área de lengua extranjera.</li>
<li>Primaria: 20% a 50% del horario lectivo, incluyendo el área de lengua extranjera.</li>
<li>ESO: 25% a 50% del horario lectivo (excepto 4º curso, 20% a 50%), incluyendo la materia de lengua extranjera.</li>
<li>Bachillerato: 25% a 50% del horario lectivo, incluyendo la materia de lengua extranjera.</li>
</ul>
<h3>Programas Plurilingües en ESO, Bachillerato y FP</h3>
<p>Los centros impartirán entre un 35% y un 50% del horario lectivo en las lenguas extranjeras elegidas, incluyendo materias o módulos profesionales.</p>
<h2>Formación Profesional y Ampliación Horaria</h2>
<ul>
<li>Los programas bilingües o plurilingües en FP deben cumplir normativa específica.</li>
<li>Centros con lenguas francesa, alemana o italiana como segunda lengua extranjera podrán ampliar hasta dos periodos lectivos semanales, sin costes adicionales para alumnado y familias.</li>
<li>Dicha ampliación requiere aprobación del Consejo Escolar y autorización de la consejería de educación.</li>
<li>El porcentaje de exposición a la lengua extranjera se calcula sobre el horario general, no ampliado.</li>
<li>Centros adscritos al convenio con British Council también pueden solicitar ampliación.</li>
</ul>
<h2>Oferta Educativa y Participación del Alumnado</h2>
<h3>Oferta de Áreas, Materias y Módulos</h3>
<ul>
<li>Se establecerá conforme a la normativa de desarrollo del decreto.</li>
<li>En programas de doble titulación Bachiller-Baccalauréat, la materia de Lengua y Literatura Francesa se incluye con consideración de materia no lingüística.</li>
<li>La oferta aprobada tendrá vigencia mínima de cuatro cursos escolares, salvo revocación.</li>
</ul>
<h3>Participación del Alumnado en Infantil y Primaria</h3>
<ul>
<li>La enseñanza en lengua extranjera es obligatoria para todo el alumnado matriculado en cursos con programa implantado.</li>
<li>Se adoptarán medidas para garantizar el aprendizaje y progreso, con especial atención a incorporaciones tardías y alumnado con necesidades específicas.</li>
</ul>
<h3>Participación del Alumnado en ESO, Bachillerato y FP</h3>
<ul>
<li>La incorporación es voluntaria y generalmente desde el inicio de la etapa.</li>
<li>El consejo orientador reflejará recomendaciones sobre incorporación, continuidad o abandono, sin carácter vinculante.</li>
<li>No se permite incorporación en 4º curso de ESO, salvo excepciones.</li>
<li>Incorporaciones tardías requieren informe del departamento de lengua extranjera, con preferencia para alumnado ya matriculado.</li>
</ul>
<h3>Permanencia o Abandono del Programa por el Alumnado</h3>
<ul>
<li>El alumnado debe permanecer hasta finalización de la etapa, salvo solicitud motivada de abandono aprobada por dirección y junta de evaluación.</li>
<li>La junta de evaluación podrá proponer salida motivada si la continuidad pone en riesgo la evolución del alumno, con decisión final del alumno o representantes legales.</li>
</ul>
<h2>Organización y Recursos Humanos</h2>
<h3>Agrupación del Alumnado</h3>
<p>En ESO, Bachillerato y FP, la agrupación será heterogénea en áreas, materias o módulos no impartidos en lengua extranjera.</p>
<h3>Actividades Educativas y de Inmersión Lingüística</h3>
<p>La consejería promoverá actividades complementarias para el alumnado matriculado en programas bilingües o plurilingües, alineadas con los <strong>Objetivos de Desarrollo Sostenible (ODS)</strong>, especialmente en educación de calidad (ODS 4) y reducción de desigualdades (ODS 10).</p>
<h3>Prueba de Certificación de Competencia Comunicativa</h3>
<p>El alumnado accederá a una prueba de certificación en condiciones establecidas por la consejería, promoviendo la competencia lingüística y el aprendizaje permanente (ODS 4).</p>
<h3>Profesorado Implicado</h3>
<ul>
<li>Los centros deben contar con profesorado con competencia comunicativa y formación metodológica adecuada.</li>
<li>Las plazas vacantes serán cubiertas por la consejería según las plantillas, sin desplazamiento de profesorado con destino definitivo.</li>
<li>Existirá un responsable de coordinación lingüística en cada centro con programa bilingüe o plurilingüe.</li>
</ul>
<h3>Competencia Comunicativa y Formación del Profesorado</h3>
<ul>
<li>En Infantil y Primaria, el profesorado debe tener al menos nivel B2 en la lengua del programa.</li>
<li>En otras etapas, al menos nivel C1, con excepciones para profesorado con experiencia previa.</li>
<li>La acreditación se realizará según normativa basada en el Marco Común Europeo de Referencia para las Lenguas.</li>
</ul>
<h3>Asignación Horaria</h3>
<p>El profesorado participante dispondrá de asignación horaria para el desarrollo de sus funciones, garantizando condiciones laborales adecuadas y contribuyendo a la igualdad de oportunidades (ODS 5 y ODS 8).</p>
<h2>Conclusión</h2>
<p>El Decreto 3/2026 impulsa la mejora de la calidad educativa a través de programas bilingües y plurilingües, alineándose con los <strong>Objetivos de Desarrollo Sostenible</strong> al promover una educación inclusiva, equitativa y de calidad (ODS 4), fomentando la diversidad lingüística y cultural, y apoyando la formación continua del profesorado. Este marco normativo contribuye a preparar al alumnado para una ciudadanía global, fortaleciendo competencias clave para el desarrollo sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo trata sobre el Decreto 3/2026 que establece un marco normativo para programas bilingües y plurilingües en etapas educativas no universitarias, promoviendo una educación inclusiva, equitativa y de calidad.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Se menciona la adopción de medidas para garantizar el aprendizaje y progreso educativo de todo el alumnado, con especial atención a quienes tienen incorporación tardía o necesidades específicas de apoyo educativo.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El artículo menciona convenios con entidades como la Fundación British Council para proyectos curriculares integrados y actividades educativas conjuntas.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen una educación primaria y secundaria gratuita, equitativa y de calidad.
<ul>
<li>El decreto regula programas bilingües y plurilingües en educación infantil, primaria, secundaria, bachillerato y formación profesional, garantizando la calidad educativa.</li>
</ul>
</li>
<li><strong>Meta 4.5</strong>: Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación para personas vulnerables.
<ul>
<li>El artículo destaca la atención especial al alumnado con necesidades específicas y a la incorporación tardía, promoviendo la inclusión.</li>
</ul>
</li>
<li><strong>Meta 4.c</strong>: Aumentar la oferta de docentes calificados, especialmente en competencias lingüísticas y metodológicas.
<ul>
<li>Se establecen requisitos de competencia comunicativa para el profesorado y formación metodológica para el desarrollo de los programas.</li>
</ul>
</li>
<li><strong>Meta 17.16</strong>: Mejorar la cooperación internacional para el desarrollo sostenible mediante alianzas.
<ul>
<li>El convenio con la Fundación British Council para proyectos educativos conjuntos es un ejemplo de alianzas para fortalecer la educación.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicadores relacionados con la cobertura y calidad de la educación bilingüe/plurilingüe:</strong>
<ul>
<li>Porcentaje de impartición en idiomas extranjeros (inglés y otros) en el horario lectivo total en diferentes etapas educativas (Infantil, Primaria, ESO, Bachillerato y Formación Profesional).</li>
<li>Nivel de competencia comunicativa del profesorado (mínimo B2 para Infantil y Primaria, C1 para otras etapas).</li>
<li>Número de centros autorizados para programas bilingües o plurilingües y duración de la vigencia de los programas.</li>
<li>Porcentaje de alumnado matriculado y que permanece en los programas bilingües o plurilingües.</li>
<li>Existencia y número de actividades educativas y de inmersión lingüística complementarias.</li>
<li>Participación en pruebas de certificación de competencia comunicativa del alumnado.</li>
</ul>
</li>
<li><strong>Indicadores de inclusión educativa:</strong>
<ul>
<li>Medidas adoptadas para garantizar el aprendizaje y progreso del alumnado con necesidades específicas o incorporación tardía.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>4.5: Eliminar disparidades y asegurar acceso igualitario.</li>
<li>4.c: Aumentar docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>Porcentaje de horas lectivas impartidas en idiomas extranjeros.</li>
<li>Nivel de competencia comunicativa del profesorado (B2, C1).</li>
<li>Número de centros con programas bilingües/plurilingües autorizados.</li>
<li>Alumnado matriculado y permanencia en programas.</li>
<li>Pruebas de certificación de competencia comunicativa del alumnado.</li>
<li>Actividades educativas y de inmersión lingüística realizadas.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>4.5: Igualdad de acceso para personas vulnerables y con necesidades específicas.</li>
</ul>
</td>
<td>
<ul>
<li>Medidas para garantizar el aprendizaje y progreso de alumnado con necesidades específicas o incorporación tardía.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>17.16: Mejorar la cooperación internacional y alianzas para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Convenios con entidades internacionales (ej. Fundación British Council) para proyectos educativos conjuntos.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://educacion.fespugtclm.es/decreto-3-2026/">educacion.fespugtclm.es</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>El trabajo infantil es foco central: la OIT impulsa intensificar acciones en la 6.ª Conferencia Mundial – Latam Gremial</title>
<link>https://sdgtalks.ai/Es/el-trabajo-infantil-es-foco-central-la-oit-impulsa-intensificar-acciones-en-la-6a-conferencia-mundial-latam-gremial</link>
<guid>https://sdgtalks.ai/Es/el-trabajo-infantil-es-foco-central-la-oit-impulsa-intensificar-acciones-en-la-6a-conferencia-mundial-latam-gremial</guid>
<description><![CDATA[ El trabajo infantil es foco central: la OIT impulsa intensificar acciones en la 6.ª Conferencia Mundial  Latam Gremial ]]></description>
<enclosure url="https://latamgremial.com/wp-content/uploads/2025/09/ONU-OIT.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 18 Feb 2026 17:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>trabajo, infantil, foco, central:, OIT, impulsa, intensificar, acciones, 6.ª, Conferencia, Mundial, –, Latam, Gremial</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la 6.ª Conferencia Mundial sobre la Eliminación del Trabajo Infantil</h2>
<div><img decoding="async" src="https://latamgremial.com/wp-content/uploads/2025/09/ONU-OIT.jpg" alt="ONU y OIT en la conferencia"></div>
<p>La <strong>6.ª Conferencia Mundial sobre la Eliminación del Trabajo Infantil</strong>, organizada por la Organización Internacional del Trabajo (OIT) en Marrakech del 11 al 13 de febrero de 2026, reunió a gobiernos, organizaciones de empleadores y trabajadores, sociedad civil y otros actores globales. El objetivo principal fue debatir estrategias colectivas frente al fenómeno persistente del trabajo infantil y plantear pasos concretos hacia su eliminación.</p>
<h2>Marco Global de Acción de Marrakech: Herramienta clave para la eliminación del trabajo infantil</h2>
<p>Durante la conferencia, se adoptó el <strong>Marco Global de Acción de Marrakech</strong>, diseñado para intensificar la implementación a gran escala de las normas internacionales del trabajo destinadas a poner fin al trabajo infantil. Este marco responde a la necesidad de fortalecer instituciones, promover el diálogo social y coordinar esfuerzos para asegurar respuestas eficaces contra el trabajo infantil.</p>
<h3>Objetivos de Desarrollo Sostenible relacionados</h3>
<ul>
<li><strong>ODS 1: Fin de la pobreza</strong> – Reconociendo que el trabajo infantil es tanto una causa como una consecuencia de la pobreza.</li>
<li><strong>ODS 4: Educación de calidad</strong> – Promoviendo el acceso a la educación para prevenir el trabajo infantil.</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong> – Fomentando empleo digno para adultos y erradicando el trabajo infantil.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – Abordando factores estructurales que perpetúan el trabajo infantil.</li>
</ul>
<h2>Desafíos y estrategias para la eliminación del trabajo infantil</h2>
<ol>
<li><strong>Implementación a gran escala:</strong> El Director General de la OIT, Gilbert F. Houngbo, destacó que “al ritmo actual, no alcanzaremos la meta de eliminar el trabajo infantil para 2030”. El principal desafío es la implementación efectiva de soluciones ya existentes.</li>
<li><strong>Respuestas integradas:</strong> El trabajo infantil está influido por factores estructurales como la falta de trabajo decente, servicios insuficientes de protección social y brechas en la educación. Por ello, se requieren respuestas que combinen:
<ul>
<li>Educación inclusiva y de calidad.</li>
<li>Protección social adecuada.</li>
<li>Creación de empleo digno para adultos.</li>
</ul>
</li>
<li><strong>Fortalecimiento institucional y diálogo social:</strong> Para coordinar esfuerzos y asegurar respuestas eficaces contra el trabajo infantil.</li>
</ol>
<h2>Compromisos y llamado a la acción</h2>
<p>Al concluir la conferencia, la OIT reiteró su llamado a mantener el trabajo infantil como una prioridad en la agenda internacional, renovando compromisos para intensificar políticas y acciones colaborativas hacia su total eliminación.</p>
<p>Este esfuerzo está alineado con los Objetivos de Desarrollo Sostenible, especialmente con la meta de erradicar el trabajo infantil para el año 2030, contribuyendo así a un desarrollo más justo, inclusivo y sostenible a nivel global.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 1: Fin de la pobreza</strong>
<ul>
<li>El artículo menciona que el trabajo infantil es tanto una causa como una consecuencia de la pobreza, indicando una conexión directa con el ODS 1.</li>
</ul>
</li>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>Se destaca la necesidad de respuestas integradas que incluyan educación para combatir el trabajo infantil.</li>
</ul>
</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong>
<ul>
<li>El artículo enfatiza la importancia de promover empleo decente para adultos y la eliminación del trabajo infantil.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Se mencionan brechas estructurales y la necesidad de protección social para combatir el trabajo infantil, lo que se relaciona con la reducción de desigualdades.</li>
</ul>
</li>
<li><strong>ODS 16: Paz, justicia e instituciones sólidas</strong>
<ul>
<li>El fortalecimiento de instituciones y promoción del diálogo social son aspectos destacados para enfrentar el trabajo infantil.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 1.2</strong>: Reducir al menos a la mitad la proporción de personas que viven en pobreza en todas sus dimensiones.</li>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>Meta 8.7</strong>: Adoptar medidas inmediatas y eficaces para eliminar el trabajo infantil en todas sus formas para 2025.</li>
<li><strong>Meta 10.4</strong>: Adoptar políticas para promover la igualdad de oportunidades y reducir las desigualdades de resultados.</li>
<li><strong>Meta 16.6</strong>: Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles.</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 8.7.1</strong>: Proporción de niños y niñas de 5 a 17 años que participan en trabajo infantil.</li>
<li><strong>Indicador 4.1.2</strong>: Tasa de finalización de la educación primaria y secundaria.</li>
<li><strong>Indicador 1.2.1</strong>: Proporción de personas que viven por debajo del umbral nacional de pobreza.</li>
<li><strong>Indicador 16.6.1</strong>: Percepción de la eficacia de las instituciones públicas.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>Meta 1.2: Reducir la pobreza en todas sus dimensiones.</td>
<td>Indicador 1.2.1: Proporción de personas bajo el umbral nacional de pobreza.</td>
</tr>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</td>
<td>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>Meta 8.7: Eliminar el trabajo infantil en todas sus formas para 2025.</td>
<td>Indicador 8.7.1: Proporción de niños y niñas que participan en trabajo infantil.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>Meta 10.4: Promover igualdad de oportunidades y reducir desigualdades.</td>
<td>No se menciona un indicador específico, pero se puede relacionar con indicadores de desigualdad socioeconómica.</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>Meta 16.6: Desarrollar instituciones eficaces, responsables y transparentes.</td>
<td>Indicador 16.6.1: Percepción de la eficacia de las instituciones públicas.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://latamgremial.com/el-trabajo-infantil-es-foco-central-la-oit-impulsa-intensificar-acciones-en-la-6-a-conferencia-mundial/">latamgremial.com</a></strong></p>
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<title>Ante el envejecimiento poblacional, Quito fortalece espacios de inclusión para adultos mayores – Quito Informa</title>
<link>https://sdgtalks.ai/Es/ante-el-envejecimiento-poblacional-quito-fortalece-espacios-de-inclusion-para-adultos-mayores-quito-informa</link>
<guid>https://sdgtalks.ai/Es/ante-el-envejecimiento-poblacional-quito-fortalece-espacios-de-inclusion-para-adultos-mayores-quito-informa</guid>
<description><![CDATA[ Ante el envejecimiento poblacional, Quito fortalece espacios de inclusión para adultos mayores  Quito Informa ]]></description>
<enclosure url="https://www.quitoinforma.gob.ec/wp-content/uploads/2026/02/photo_2025-10-03_13-14-58-e1770915452687.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 16 Feb 2026 17:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ante, envejecimiento, poblacional, Quito, fortalece, espacios, inclusión, para, adultos, mayores, –, Quito, Informa</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Envejecimiento de la Población en Quito y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto y Datos Demográficos</h3>
<p>El Instituto de Investigaciones de la Ciudad (IIC) ha evidenciado un envejecimiento progresivo de la población en Quito. Según los censos poblacionales, la población de adultos mayores de 65 años y más aumentó de 140.371 habitantes (6,3%) en 2010 a 262.030 (9,8%) en 2022. De este total, el 56% son mujeres y el 44% hombres.</p>
<p>La relación entre adultos mayores y jóvenes también ha cambiado significativamente:</p>
<ol>
<li>En 2010, por cada 100 jóvenes había 23 adultos mayores.</li>
<li>En 2022, esta relación aumentó a 46 adultos mayores por cada 100 jóvenes.</li>
</ol>
<p>Simultáneamente, se observa una reducción proporcional en los grupos infantiles y adolescentes, reflejo del descenso sostenido de la fecundidad y del avance de la transición demográfica.</p>
<blockquote>
<p>“Estas tendencias confirman el paso hacia una estructura poblacional más madura y con una base juvenil cada vez menor”, señala el estudio.</p>
</blockquote>
<h3>Características de los Adultos Mayores en Quito</h3>
<p>El IIC realizó 172 entrevistas a adultos mayores, tanto usuarios como no usuarios de servicios municipales, con los siguientes hallazgos:</p>
<ul>
<li>Predominancia femenina entre los usuarios de servicios municipales.</li>
<li>Ambos grupos presentan vulnerabilidad socioeconómica, con la mayoría viviendo con menos de USD 470 mensuales.</li>
<li>Fuentes de ingreso principales:
<ul>
<li>Usuarios: pensión jubilar, aportes familiares y montepío.</li>
<li>No usuarios: pensión jubilar, trabajo y aportes familiares.</li>
</ul>
</li>
<li>Nivel educativo mayoritariamente primario o secundario, con una brecha educativa histórica común a la generación.</li>
<li>Predominancia étnica mestiza, con menor representación de afroecuatorianos e indígenas entre no usuarios.</li>
<li>El cuidado en la tercera edad varía territorialmente:
<ul>
<li>Zonas rurales: cuidado íntimo, doméstico y moral.</li>
<li>Territorios urbano-periféricos: cuidado familiar con interacción en redes barriales y Centros de Experiencia del Adulto Mayor (CEAM).</li>
</ul>
</li>
</ul>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El envejecimiento poblacional en Quito se vincula directamente con varios ODS, entre ellos:</p>
<ol>
<li><strong>ODS 3: Salud y Bienestar</strong> – Promover la salud y el bienestar en todas las edades, garantizando el acceso a servicios adecuados para adultos mayores.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Atender la vulnerabilidad socioeconómica y las brechas educativas y étnicas presentes en este grupo.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Fomentar entornos inclusivos y accesibles para personas mayores, como lo demuestra la adhesión de Quito a la Red Mundial de Ciudades Amigables con Adultos Mayores.</li>
<li><strong>ODS 1: Fin de la Pobreza</strong> – Implementar políticas para mejorar las condiciones económicas de los adultos mayores en situación de vulnerabilidad.</li>
</ol>
<h3>Acciones Municipales para el Cuidado de los Adultos Mayores</h3>
<p>El Municipio de Quito ofrece diversos servicios orientados a mejorar la calidad de vida de los adultos mayores, contribuyendo a los ODS mencionados:</p>
<ul>
<li>Centros de Experiencia del Adulto Mayor (CEAM).</li>
<li>Centro de Atención Gerontológico Residencia del Adulto Mayor.</li>
<li>Más de 600 puntos 60 y piQuito.</li>
<li>Servicio de acompañamiento familiar en parroquias priorizadas.</li>
<li>Comedores comunitarios.</li>
</ul>
<p>Durante 2025, más de 23 mil personas participaron en el programa 60 y PiQuito, que incluye escuelas de educación popular. Además, 138 adultos mayores retomaron sus estudios en ‘Quito Vuelve al Aula’ y 41 voluntarios brindan acompañamiento en Conocoto.</p>
<p>Estas iniciativas fortalecen el <strong>ODS 4: Educación de Calidad</strong> y el <strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong>, al promover la inclusión social y la participación activa de los adultos mayores.</p>
<h3>Reconocimientos y Proyecciones</h3>
<p>Quito es la primera ciudad en Ecuador en integrarse a la <strong>Red Mundial de Ciudades Amigables con Adultos Mayores</strong> de la Organización Panamericana de la Salud, reafirmando su compromiso con el envejecimiento digno y sostenible.</p>
<p>El estudio del IIC sobre envejecimiento fue aceptado para presentarse en la Conferencia Internacional sobre Urbanismo Comparado 2026 en Viena, en la sesión “Envejecer con dignidad: apoyo a las formas de envejecer a través del urbanismo sostenible”, aportando al debate internacional desde una perspectiva territorial.</p>
<h3>Recursos y Acceso a Información</h3>
<p>Los informes completos del estudio están disponibles en la web del IIC:</p>
<ul>
<li><a href="https://investigaciones.quito.gob.ec/publicaciones-2025/" target="_blank" rel="noopener">Publicaciones 2025 – Investigaciones</a></li>
<li><a href="https://storymaps.arcgis.com/stories/ac2e5222a518409cbe8eff7ba2f2b393" target="_blank" rel="noopener">Visor Cartográfico Interactivo: Envejecimiento en el DMQ</a></li>
</ul>
<p>Asimismo, se ofrecen guías para la exoneración del pago del impuesto predial para adultos mayores:</p>
<ul>
<li><a href="https://www.quitoinforma.gob.ec/2026/01/06/conozca-los-pasos-a-seguir-para-exonerar-del-pago-del-impuesto-predial-a-las-personas-adultas-mayores/" target="_blank" rel="noopener">Pasos para exonerar el pago del Impuesto Predial</a></li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 3: Salud y Bienestar</strong> – El artículo aborda la salud y el bienestar de la población adulta mayor en Quito, incluyendo servicios de atención gerontológica y programas de acompañamiento.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Se discuten las condiciones socioeconómicas y la vulnerabilidad de los adultos mayores, así como la inclusión social mediante servicios municipales.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Quito se destaca como ciudad amigable con los adultos mayores, integrando servicios y espacios que promueven una vejez digna y activa.</li>
<li><strong>ODS 1: Fin de la Pobreza</strong> – Se menciona la vulnerabilidad económica de los adultos mayores y programas de apoyo como comedores comunitarios y exoneración de impuestos.</li>
<li><strong>ODS 4: Educación de Calidad</strong> – Se mencionan programas de educación para adultos mayores, como ‘Quito Vuelve al Aula’ y escuelas de educación popular.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 3.4:</strong> Promover la salud mental y el bienestar para todas las edades, lo que se refleja en los servicios de acompañamiento y actividades recreativas para adultos mayores.</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, evidenciado en la inclusión de adultos mayores en programas municipales y redes sociales.</li>
<li><strong>Meta 11.7:</strong> Proporcionar acceso universal a espacios verdes y públicos seguros, inclusivos y accesibles, relacionado con los Centros de Experiencia del Adulto Mayor y puntos de atención comunitarios.</li>
<li><strong>Meta 1.3:</strong> Implementar sistemas de protección social para todos, incluyendo apoyo económico a adultos mayores vulnerables.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y de edad en la educación, reflejado en la promoción de la educación para adultos mayores.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 3.4.2:</strong> Proporción de personas que reciben servicios de salud mental y apoyo social, implícito en la medición del uso de servicios municipales y programas de acompañamiento para adultos mayores.</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente, implícito en la participación en actividades recreativas y programas comunitarios.</li>
<li><strong>Indicador 11.7.1:</strong> Proporción de personas que tienen acceso a espacios públicos seguros y accesibles, relacionado con la existencia y uso de Centros de Experiencia del Adulto Mayor y puntos 60 y piQuito.</li>
<li><strong>Indicador 1.3.1:</strong> Proporción de población cubierta por sistemas de protección social, reflejado en el acceso a pensiones y programas de apoyo económico.</li>
<li><strong>Indicador 4.5.1:</strong> Paridad en la educación entre diferentes grupos de edad y género, vinculado a la participación en programas educativos para adultos mayores.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y Bienestar</td>
<td>Meta 3.4: Promover la salud mental y el bienestar para todas las edades.</td>
<td>Indicador 3.4.2: Proporción de personas que reciben servicios de salud mental y apoyo social.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las Desigualdades</td>
<td>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</td>
<td>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</td>
</tr>
<tr>
<td>ODS 11: Ciudades y Comunidades Sostenibles</td>
<td>Meta 11.7: Proporcionar acceso universal a espacios verdes y públicos seguros, inclusivos y accesibles.</td>
<td>Indicador 11.7.1: Proporción de personas que tienen acceso a espacios públicos seguros y accesibles.</td>
</tr>
<tr>
<td>ODS 1: Fin de la Pobreza</td>
<td>Meta 1.3: Implementar sistemas de protección social para todos.</td>
<td>Indicador 1.3.1: Proporción de población cubierta por sistemas de protección social.</td>
</tr>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>Meta 4.5: Eliminar las disparidades de género y de edad en la educación.</td>
<td>Indicador 4.5.1: Paridad en la educación entre diferentes grupos de edad y género.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.quitoinforma.gob.ec/2026/02/16/ante-el-envejecimiento-poblacional-quito-fortalece-espacios-de-inclusion-para-adultos-mayores/">quitoinforma.gob.ec</a></strong></p>
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<title>Despachan combustible y alfabetización – diario.mx</title>
<link>https://sdgtalks.ai/Es/despachan-combustible-y-alfabetizacion-diariomx</link>
<guid>https://sdgtalks.ai/Es/despachan-combustible-y-alfabetizacion-diariomx</guid>
<description><![CDATA[ Despachan combustible y alfabetización  diario.mx ]]></description>
<enclosure url="https://diario.mx/core/dmx/assets/images/2026/02/13/middle-untitled-1-x5f9gezJj.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 15 Feb 2026 11:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Despachan, combustible, alfabetización, –, diario.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Convenio para la Educación Básica en Ciudad Juárez</h2>
<h3>Introducción</h3>
<p>En Ciudad Juárez, jóvenes y adultos que no han concluido su educación básica podrán recibir asesoría y presentar exámenes en 80 estaciones de servicio de Gazpro, gracias a un convenio firmado entre el Instituto Chihuahuense de Educación para los Adultos (ICHEA) y la Fundación Gazpro, Asociación Civil. Esta iniciativa contribuye directamente al cumplimiento del <strong>Objetivo de Desarrollo Sostenible (ODS) 4: Educación de Calidad</strong>, que busca garantizar una educación inclusiva, equitativa y de calidad para todos.</p>
<h3>Ampliación del Programa Educativo</h3>
<ol>
<li>El programa inició hace dos años en 21 estaciones de servicio, donde se atendió y certificó a más de 240 personas en primaria y secundaria.</li>
<li>Con el nuevo convenio, la cobertura se extenderá a las 80 sucursales del grupo en la ciudad, que funcionarán como puntos de asesoría, integración de expedientes y aplicación de exámenes.</li>
</ol>
<p>Mario Alberto Jabalera Lino, director general del ICHEA, destacó que esta alianza permitirá atender zonas con mayor rezago educativo, promoviendo la inclusión y equidad educativa, principios fundamentales del <strong>ODS 10: Reducción de las Desigualdades</strong>.</p>
<h3>Metas y Estrategias</h3>
<ul>
<li>La meta para 2026 es alfabetizar al menos a 500 personas en Ciudad Juárez y avanzar en la certificación de primaria y secundaria.</li>
<li>Se instalarán módulos temporales y unidades móviles en las estaciones para aplicar exámenes diagnósticos y determinar el nivel educativo de cada persona.</li>
<li>Los beneficiarios podrán acreditar su educación básica mediante exámenes o integrarse a programas regulares de asesorías.</li>
</ul>
<h3>Perfil de los Beneficiarios</h3>
<p>El programa está dirigido principalmente a jóvenes y adultos de entre 24 y 45 años que buscan mejorar sus oportunidades laborales, además de personas mayores de 15 años y adultos mayores. Esta acción apoya el <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>, al fomentar la capacitación y mejora de habilidades para el empleo.</p>
<h3>Compromiso de Fundación Gazpro</h3>
<ul>
<li>La Fundación Gazpro pone a disposición sus 80 estaciones distribuidas en la ciudad para facilitar el acceso al programa educativo.</li>
<li>El servicio está abierto a toda la población, no solo a empleados del grupo.</li>
<li>Se entregarán materiales básicos como cuadernos y mochilas para apoyar el proceso de estudio.</li>
</ul>
<p>Ivana Fuentes, vicepresidenta honoraria de la Fundación, y Lidia Verónica Jiménez Montes, directora de la Fundación Gazpro, resaltaron que la educación es un eje fundamental para mejorar la calidad de vida de las familias, alineándose con el <strong>ODS 1: Fin de la Pobreza</strong> y el <strong>ODS 11: Ciudades y Comunidades Sostenibles</strong>.</p>
<h3>Compromiso Institucional y Social</h3>
<p>Maurilio Fuentes Estrada, subsecretario de Educación en la Zona Norte, afirmó que el convenio representa un compromiso conjunto entre instituciones públicas y sociedad civil para ampliar oportunidades educativas. Este esfuerzo conjunto fortalece el <strong>ODS 17: Alianzas para Lograr los Objetivos</strong>, promoviendo la colaboración para el desarrollo sostenible.</p>
<h3>Información para la Población</h3>
<ul>
<li>Las fechas, horarios y sedes de las unidades móviles serán difundidas a través de redes sociales, medios de comunicación y avisos en las estaciones de servicio de Gazpro.</li>
<li>Se invita a las personas interesadas a integrarse al programa para mejorar su educación básica y oportunidades de desarrollo.</li>
</ul>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la educación para jóvenes y adultos que no concluyeron su educación básica, promoviendo la alfabetización y certificación en primaria y secundaria.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>Se destaca la colaboración entre el Instituto Chihuahuense de Educación para los Adultos (ICHEA) y la Fundación Gazpro para ampliar la cobertura educativa.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.6</strong>: “Para 2030, asegurar que todos los jóvenes y una proporción sustancial de adultos, tanto hombres como mujeres, alcancen la alfabetización y la aritmética.”</li>
<li><strong>Meta 4.1</strong>: “Garantizar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad.”</li>
<li><strong>Meta 17.17</strong>: “Fomentar y promover asociaciones eficaces público-privadas, y de la sociedad civil, para el desarrollo sostenible.”</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.6.1:</strong> Proporción de jóvenes y adultos que saben leer y escribir.</li>
<li><strong>Indicador 4.1.2:</strong> Proporción de niños y jóvenes que completan la educación primaria y secundaria.</li>
<li><strong>Indicador 17.17.1:</strong> Número de asociaciones entre instituciones públicas y privadas para el desarrollo sostenible.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.6: Alfabetización y aritmética para jóvenes y adultos.</li>
<li>Meta 4.1: Completar educación primaria y secundaria.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.6.1: Proporción de jóvenes y adultos alfabetizados.</li>
<li>Indicador 4.1.2: Proporción que completa educación básica.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>Meta 17.17: Promover asociaciones público-privadas para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 17.17.1: Número de asociaciones entre instituciones públicas y privadas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://diario.mx/juarez/2026/feb/13/despachan-combustible-y-alfabetizacion-1105570.html">diario.mx</a></strong></p>
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<title>La Primera Dama de la República, Gabriela de Bukele, destaca compromiso colectivo para implementar el nuevo currículo de primera infancia – Diario La Huella</title>
<link>https://sdgtalks.ai/Es/la-primera-dama-de-la-republica-gabriela-de-bukele-destaca-compromiso-colectivo-para-implementar-el-nuevo-curriculo-de-primera-infancia-diario-la-huella</link>
<guid>https://sdgtalks.ai/Es/la-primera-dama-de-la-republica-gabriela-de-bukele-destaca-compromiso-colectivo-para-implementar-el-nuevo-curriculo-de-primera-infancia-diario-la-huella</guid>
<description><![CDATA[ La Primera Dama de la República, Gabriela de Bukele, destaca compromiso colectivo para implementar el nuevo currículo de primera infancia  Diario La Huella ]]></description>
<enclosure url="https://media.diariolahuella.com/wp-content/uploads/2026/02/10203421/632516852_1456260089195660_2848839699763724377_n.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 05:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Primera, Dama, República, Gabriela, Bukele, destaca, compromiso, colectivo, para, implementar, nuevo, currículo, primera, infancia, –, Diario, Huella</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Impulso del Nuevo Currículo de Primera Infancia en El Salvador</h2>
<h3>Compromiso Institucional y Social</h3>
<p>La Primera Dama de El Salvador, Gabriela de Bukele, ha reafirmado el compromiso de promover el Nuevo Currículo de Primera Infancia, destacando que esta tarea es una responsabilidad compartida entre familias, docentes e instituciones. Este enfoque colaborativo es esencial para garantizar el desarrollo integral de la niñez desde sus primeros años.</p>
<h3>Objetivos y Enfoque del Nuevo Currículo</h3>
<p>Este nuevo modelo educativo se basa en cuidar, acompañar y escuchar a los niños, con el propósito de comprender sus procesos individuales y apoyar su desarrollo integral. La iniciativa busca transformar el sistema educativo desde las primeras etapas, promoviendo metodologías inclusivas, humanas y adaptadas a las formas de aprendizaje de cada niño.</p>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El Nuevo Currículo de Primera Infancia contribuye a garantizar una educación inclusiva, equitativa y de calidad.</li>
<li>Fomenta oportunidades de aprendizaje desde la primera infancia, clave para el desarrollo sostenible.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>El enfoque en el cuidado y acompañamiento de los niños promueve su bienestar físico y emocional.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>Metodologías adaptadas a las necesidades individuales de cada niño contribuyen a reducir brechas educativas.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong>
<ul>
<li>El compromiso conjunto de familias, docentes e instituciones fortalece las alianzas necesarias para el éxito del currículo.</li>
</ul>
</li>
</ol>
<h3>Importancia del Rol de la Comunidad Educativa y Familiar</h3>
<p>La Primera Dama enfatizó que cada actor dentro del entorno educativo y familiar desempeña un papel fundamental para asegurar una formación centrada en el bienestar y las necesidades de la niñez. Este enfoque integral es vital para el cumplimiento de los objetivos planteados.</p>
<h3>Conclusión</h3>
<p>El Nuevo Currículo de Primera Infancia representa una estrategia nacional clave para transformar el sistema educativo salvadoreño desde sus bases, alineándose con los Objetivos de Desarrollo Sostenible. Su implementación requiere el compromiso y la colaboración de todos los sectores involucrados para garantizar un futuro prometedor para la niñez y la sociedad en general.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas del artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en el impulso del Nuevo Currículo de Primera Infancia, que busca mejorar la calidad educativa desde las primeras etapas de la vida.</li>
<li>Promueve metodologías inclusivas y adaptadas a las necesidades individuales de los niños, lo que está alineado con la meta de garantizar una educación inclusiva y equitativa.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>El enfoque en cuidar, acompañar y escuchar a los niños para apoyar su desarrollo integral está relacionado con la promoción del bienestar y la salud desde la infancia.</li>
</ul>
</li>
<li><strong>ODS 5: Igualdad de género</strong>
<ul>
<li>La responsabilidad compartida entre familias, docentes e instituciones puede implicar la promoción de igualdad y equidad en el acceso y calidad educativa, incluyendo la igualdad de género.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.2:</strong> Garantizar que todas las niñas y niños tengan acceso a servicios de desarrollo y cuidado en la primera infancia y educación preescolar de calidad para que estén preparados para la educación primaria.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación y formación profesional para los grupos vulnerables, incluyendo la primera infancia.</li>
<li><strong>Meta 3.2:</strong> Poner fin a las muertes evitables de recién nacidos y niños menores de cinco años, lo que se relaciona con el desarrollo integral y bienestar infantil.</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.2.1:</strong> Proporción de niños y niñas que asisten a educación preescolar uno o dos años antes del inicio de la educación primaria.</li>
<li><strong>Indicador 4.2.2:</strong> Proporción de niños y niñas que participan en programas de desarrollo de la primera infancia y cuidado.</li>
<li><strong>Indicador 3.2.1:</strong> Tasa de mortalidad de niños menores de cinco años.</li>
<li><strong>Indicador 4.5.1:</strong> Paridad de género en la educación en todos los niveles.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.2: Acceso a servicios de desarrollo y cuidado en primera infancia y educación preescolar de calidad.</li>
<li>4.5: Eliminar disparidades de género y asegurar acceso igualitario a la educación.</li>
</ul>
</td>
<td>
<ul>
<li>4.2.1: Proporción de niños y niñas en educación preescolar.</li>
<li>4.2.2: Participación en programas de desarrollo y cuidado de primera infancia.</li>
<li>4.5.1: Paridad de género en la educación.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>3.2: Poner fin a muertes evitables de niños menores de cinco años.</li>
</ul>
</td>
<td>
<ul>
<li>3.2.1: Tasa de mortalidad de niños menores de cinco años.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 5: Igualdad de género</td>
<td>
<ul>
<li>5.1 y 4.5: Promover igualdad de género en educación y eliminar disparidades.</li>
</ul>
</td>
<td>
<ul>
<li>4.5.1: Paridad de género en la educación.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://diariolahuella.com/la-primera-dama-de-la-republica-gabriela-de-bukele-destaca-compromiso-colectivo-para-implementar-el-nuevo-curriculo-de-primera-infancia/">diariolahuella.com</a></strong></p>
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<title>Proceso de Admisión en Educación Básica – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/proceso-de-admision-en-educacion-basica-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/proceso-de-admision-en-educacion-basica-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ Proceso de Admisión en Educación Básica  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/educacion/wp-content/themes/secretarias-2022/img/logo/tam.png" length="49398" type="image/jpeg"/>
<pubDate>Thu, 12 Feb 2026 23:30:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Proceso, Admisión, Educación, Básica, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proceso de Admisión en Educación Básica en Tamaulipas</h2>
<h3>Introducción</h3>
<p>El 12 de febrero de 2026, en Ciudad Victoria, Tamaulipas, la Secretaría de Educación del Estado emitió la convocatoria oficial para el Proceso de Admisión en Educación Básica. Este proceso es fundamental para garantizar el acceso a la educación de calidad, en línea con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de Calidad.</p>
<h3>Objetivos del Proceso de Admisión</h3>
<ol>
<li>Garantizar el acceso equitativo a la educación básica para todos los niños y niñas del estado.</li>
<li>Promover la inclusión educativa, asegurando que ningún estudiante quede excluido por razones sociales, económicas o geográficas, contribuyendo al ODS 10: Reducción de las Desigualdades.</li>
<li>Fortalecer la calidad educativa mediante la organización eficiente y transparente del proceso de admisión.</li>
<li>Apoyar el desarrollo sostenible del sistema educativo en Tamaulipas, alineado con el ODS 4 y ODS 17: Alianzas para lograr los objetivos.</li>
</ol>
<h3>Detalles del Proceso</h3>
<ul>
<li><strong>Fecha de convocatoria:</strong> 12 de febrero de 2026.</li>
<li><strong>Lugar:</strong> Ciudad Victoria, Tamaulipas.</li>
<li><strong>Institución responsable:</strong> Secretaría de Educación de Tamaulipas.</li>
<li><strong>Ámbito:</strong> Educación Básica.</li>
</ul>
<h3>Importancia en el Marco de los Objetivos de Desarrollo Sostenible</h3>
<p>Este proceso de admisión contribuye directamente a varios ODS, destacando:</p>
<ul>
<li><strong>ODS 4 – Educación de Calidad:</strong> Facilita el acceso a una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje para todos.</li>
<li><strong>ODS 10 – Reducción de las Desigualdades:</strong> Asegura que estudiantes de diferentes contextos socioeconómicos tengan igualdad de oportunidades para ingresar a la educación básica.</li>
<li><strong>ODS 17 – Alianzas para lograr los objetivos:</strong> Refuerza la colaboración entre instituciones gubernamentales y la sociedad para fortalecer el sistema educativo.</li>
</ul>
<h3>Conclusión</h3>
<p>La Secretaría de Educación de Tamaulipas, a través de la convocatoria para el Proceso de Admisión en Educación Básica, reafirma su compromiso con el desarrollo sostenible y la mejora continua del sistema educativo estatal. Este esfuerzo es clave para alcanzar una educación inclusiva y de calidad, contribuyendo al bienestar social y al desarrollo integral de la población infantil en Tamaulipas.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo se centra en el “Proceso de Admisión en Educación Básica” emitido por la Secretaría de Educación de Tamaulipas, lo que está directamente relacionado con el acceso a una educación inclusiva y equitativa de calidad.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación y formación profesional para las personas vulnerables.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1:</strong> Tasa de finalización de la educación primaria y secundaria.</li>
<li><strong>Indicador 4.5.1:</strong> Paridad de género en la matrícula en educación primaria, secundaria y terciaria.</li>
</ol>
<h2>Explicaciones detalladas</h2>
<ol>
<li>El artículo describe la convocatoria para el proceso de admisión en educación básica en Tamaulipas, lo que implica esfuerzos para garantizar el acceso a la educación primaria y secundaria, alineándose con el ODS 4.</li>
<li>La promoción de un proceso de admisión abierto y organizado contribuye a la equidad y la inclusión, apoyando la meta 4.5 para eliminar disparidades en el acceso a la educación.</li>
<li>Aunque no se mencionan explícitamente indicadores, el seguimiento del proceso de admisión y la matrícula escolar permite medir indicadores como la tasa de finalización y la paridad de género, que son fundamentales para evaluar el progreso hacia las metas del ODS 4.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Asegurar educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>4.5: Eliminar disparidades de género y asegurar acceso igualitario a todos los niveles educativos.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Tasa de finalización de la educación primaria y secundaria.</li>
<li>4.5.1: Paridad de género en la matrícula en educación primaria, secundaria y terciaria.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/educacion/2026/02/proceso-de-admision-en-educacion-basica/">tamaulipas.gob.mx</a></strong></p>
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<title>La Universidad de El Salvador inaugura laboratorio 3D y refuerza su área de Informática – Infobae</title>
<link>https://sdgtalks.ai/Es/la-universidad-de-el-salvador-inaugura-laboratorio-3d-y-refuerza-su-area-de-informatica-infobae</link>
<guid>https://sdgtalks.ai/Es/la-universidad-de-el-salvador-inaugura-laboratorio-3d-y-refuerza-su-area-de-informatica-infobae</guid>
<description><![CDATA[ La Universidad de El Salvador inaugura laboratorio 3D y refuerza su área de Informática  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/X2K2ULO6E5DGJG2KCBL7WI2RTM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Feb 2026 17:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Universidad, Salvador, inaugura, laboratorio, refuerza, área, Informática, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Innovación y Desarrollo Sostenible en la Universidad de El Salvador</h2>
<h3>Introducción</h3>
<p>La <strong>Universidad de El Salvador (UES)</strong> ha implementado importantes avances tecnológicos y académicos que contribuyen al cumplimiento de los <strong>Objetivos de Desarrollo Sostenible (ODS)</strong>, especialmente en educación de calidad (ODS 4), innovación e infraestructura (ODS 9), y reducción de las desigualdades (ODS 10).</p>
<h3>Innovación Tecnológica y Expansión Académica</h3>
<ol>
<li>
    <strong>Laboratorio 3D y Unidad de Informática:</strong> La inauguración de un laboratorio 3D y la expansión de la Unidad de Informática representan un avance significativo en infraestructura tecnológica, alineándose con el ODS 9, que promueve la innovación y la infraestructura resiliente.
  </li>
<li>
    <strong>Plataforma Aequus Editorial:</strong> Esta plataforma superó <strong>1 millón 300 mil visitas</strong>, evidenciando un renovado interés en la investigación académica y la divulgación del conocimiento, lo que contribuye a la educación inclusiva y de calidad (ODS 4).
  </li>
</ol>
<h3>Reforma Curricular y Formación Ética</h3>
<p>El ciclo académico I-2026 inició con una <strong>reforma curricular profunda</strong> que busca superar el aprendizaje memorístico para formar profesionales con visión ética y capacidad de adaptación a contextos internacionales, apoyando los ODS 4 y 16 (paz, justicia e instituciones sólidas).</p>
<ul>
<li>La reforma incluye un enfoque integral que contextualiza el conocimiento con la realidad social, promoviendo la creatividad y el compromiso social.</li>
<li>Se enfatiza la formación en valores y ética, fundamentales para el desarrollo sostenible y la equidad social (ODS 10).</li>
</ul>
<h3>Proyección Académica y Vinculación Internacional</h3>
<ol>
<li>
    <strong>Doctorado en Derecho:</strong> La UES proyecta lanzar un doctorado en derecho para 2027, fortaleciendo la educación superior avanzada y la investigación (ODS 4).
  </li>
<li>
    <strong>Participación en la Red Centroamericana de Intercambio Académico:</strong> La universidad participará en encuentros internacionales con universidades de México, República Dominicana, Panamá y otros países centroamericanos, promoviendo la cooperación regional y el intercambio de conocimientos (ODS 17).
  </li>
</ol>
<h3>Compromiso Social y Ético</h3>
<p>El decano de la Facultad de Jurisprudencia y Ciencias Sociales, <strong>Hugo Pineda</strong>, destacó la calidad académica de los graduados y enfatizó la responsabilidad social de los estudiantes:</p>
<ul>
<li>Invitó a los estudiantes a aprovechar los recursos académicos para favorecer a los sectores menos favorecidos de la sociedad, en línea con el ODS 10.</li>
<li>Recordó que la formación está financiada por impuestos públicos, lo que implica un compromiso ético con la comunidad.</li>
</ul>
<h3>Áreas Estratégicas y Competencias</h3>
<p>El director de la Escuela de Relaciones Internacionales, <strong>Jorge Aranda</strong>, explicó que la reforma curricular incluye seis áreas estratégicas, con énfasis en:</p>
<ul>
<li>Idiomas diplomáticos y técnicos.</li>
<li>Investigación orientada al desarrollo social, contribuyendo a la reducción de desigualdades (ODS 10) y a la promoción de sociedades pacíficas (ODS 16).</li>
</ul>
<h3>Apoyo Institucional y Llamado a los Estudiantes</h3>
<p>La vicerrectora académica, <strong>Evelyn Farfán Marta</strong>, hizo un llamado a los estudiantes para que aprovechen al máximo su proceso formativo, asegurando que la facultad brinda las condiciones necesarias para su desarrollo, en concordancia con el ODS 4.</p>
<h3>Conclusión</h3>
<p>Las iniciativas de la Universidad de El Salvador consolidan su compromiso con la innovación tecnológica, la formación ética y la excelencia académica, alineándose con múltiples <strong>Objetivos de Desarrollo Sostenible</strong>. Estas acciones fortalecen la educación inclusiva, la cooperación internacional y el desarrollo social sostenible en la región.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><b>ODS 4: Educación de calidad</b> – El artículo destaca la reforma curricular, la innovación tecnológica y la formación ética en la Universidad de El Salvador, enfocándose en mejorar la calidad educativa y la formación profesional.</li>
<li><b>ODS 9: Industria, innovación e infraestructura</b> – La inauguración del laboratorio 3D y la expansión de la Unidad de Informática reflejan un impulso hacia la innovación tecnológica y la infraestructura educativa.</li>
<li><b>ODS 16: Paz, justicia e instituciones sólidas</b> – La creación del doctorado en derecho y la participación en redes académicas internacionales en derecho internacional apuntan a fortalecer la justicia y las instituciones.</li>
<li><b>ODS 10: Reducción de las desigualdades</b> – La invitación a favorecer al menos favorecido de la sociedad implica un compromiso con la equidad y la reducción de desigualdades sociales.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><b>Meta 4.3:</b> Asegurar el acceso igualitario de todos los hombres y mujeres a una educación técnica, profesional y superior de calidad, incluida la universidad.</li>
<li><b>Meta 4.7:</b> Garantizar que todos los alumnos adquieran los conocimientos y habilidades necesarios para promover el desarrollo sostenible, incluyendo la educación para el desarrollo sostenible y estilos de vida sostenibles.</li>
<li><b>Meta 9.5:</b> Aumentar la investigación científica y mejorar la capacidad tecnológica de los sectores industriales en todos los países.</li>
<li><b>Meta 16.6:</b> Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles.</li>
<li><b>Meta 10.2:</b> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><b>Indicador 4.3.1:</b> Proporción de jóvenes y adultos que participan en educación técnica, profesional y superior.</li>
<li><b>Indicador 4.7.1:</b> Proporción de alumnos que adquieren conocimientos y habilidades para promover el desarrollo sostenible.</li>
<li><b>Indicador 9.5.1:</b> Gasto en investigación y desarrollo como proporción del PIB y número de investigadores por millón de habitantes.</li>
<li><b>Indicador 16.6.2:</b> Proporción de la población que percibe que las instituciones públicas son responsables y transparentes.</li>
<li><b>Indicador 10.2.1:</b> Proporción de personas que viven por debajo del umbral nacional de pobreza, desglosado por grupos sociales.</li>
<li><b>Indicador implícito:</b> Número de visitas a la plataforma Aequus Editorial (1 millón 300 mil visitas), que puede reflejar el interés y alcance en la divulgación del conocimiento académico.</li>
<li><b>Indicador implícito:</b> Resultados académicos de los graduados (mejores notas y aprobaciones), que pueden medir la calidad educativa y el éxito del nuevo modelo curricular.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
<li>Meta 4.7: Adquisición de conocimientos para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.3.1: Participación en educación técnica, profesional y superior.</li>
<li>Indicador 4.7.1: Adquisición de conocimientos para el desarrollo sostenible.</li>
<li>Número de visitas a la plataforma Aequus Editorial (implícito).</li>
<li>Resultados académicos de graduados (implícito).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>Meta 9.5: Aumento de la investigación científica y capacidad tecnológica.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 9.5.1: Gasto en I+D y número de investigadores.</li>
<li>Implementación del laboratorio 3D y expansión de la Unidad de Informática (implícito).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>Meta 16.6: Instituciones eficaces, responsables y transparentes.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 16.6.2: Percepción de responsabilidad y transparencia institucional.</li>
<li>Participación en redes académicas internacionales en derecho (implícito).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas bajo el umbral de pobreza.</li>
<li>Compromiso ético de favorecer al menos favorecido (implícito).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/el-salvador/2026/02/09/la-universidad-de-el-salvador-inaugura-laboratorio-3d-y-refuerza-su-unidad-de-informatica/">infobae.com</a></strong></p>
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<title>Incentivarán la alfabetización en Colima – Diario Marca | La historia de Oaxaca</title>
<link>https://sdgtalks.ai/Es/incentivaran-la-alfabetizacion-en-colima-diario-marca-la-historia-de-oaxaca</link>
<guid>https://sdgtalks.ai/Es/incentivaran-la-alfabetizacion-en-colima-diario-marca-la-historia-de-oaxaca</guid>
<description><![CDATA[ Incentivarán la alfabetización en Colima  Diario Marca | La historia de Oaxaca ]]></description>
<enclosure url="https://www.diariomarca.com.mx/wp-content/uploads/2026/02/WhatsApp-Image-2026-02-10-at-16.44.05-1024x682.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Feb 2026 17:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Incentivarán, alfabetización, Colima, –, Diario, Marca, historia, Oaxaca</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Convenio de Colaboración entre INEA y el Gobierno de Colima para Fortalecer la Alfabetización</h2>
<h3>Introducción</h3>
<p>El Instituto Nacional para la Educación de los Adultos (INEA) y el Gobierno del Estado de Colima han firmado un convenio de colaboración con el objetivo de fortalecer la alfabetización y la educación básica de jóvenes y adultos en la entidad. Esta iniciativa se alinea con los Objetivos de Desarrollo Sostenible (ODS), en particular con el ODS 4: Educación de Calidad, buscando garantizar una educación inclusiva y equitativa de calidad y promover oportunidades de aprendizaje permanente para todos.</p>
<h3>Objetivos del Convenio</h3>
<ol>
<li>Incrementar el número de personas jóvenes y adultas que aprendan a leer y escribir.</li>
<li>Facilitar la conclusión de la educación primaria y secundaria.</li>
<li>Implementar apoyos económicos para personas mayores de 15 años que deseen alfabetizarse.</li>
<li>Intervenir de forma focalizada en municipios con mayor rezago educativo.</li>
</ol>
<h3>Contexto y Alcance</h3>
<ul>
<li>En Colima, aproximadamente 155 mil personas mayores de 15 años presentan rezago educativo.</li>
<li>Cinco municipios prioritarios con niveles superiores al 4% de analfabetismo son: Armería, Coquimatlán, Ixtlahuacán, Minatitlán y Tecomán.</li>
<li>El convenio forma parte de la Estrategia Nacional de Alfabetización para el Bienestar Compartido, que busca declarar oficialmente a México como un país alfabetizado conforme a los estándares internacionales de la UNESCO.</li>
</ul>
<h3>Compromisos y Acciones</h3>
<ul>
<li>El Gobierno de Colima ofrecerá incentivos económicos para motivar la incorporación y conclusión del proceso educativo de jóvenes y adultos.</li>
<li>Se priorizará la atención a las personas en situación de pobreza, en línea con el principio de “primero los pobres”, contribuyendo al ODS 1: Fin de la Pobreza.</li>
<li>Se promoverá la coordinación entre los niveles federal, estatal y municipal para maximizar los resultados y beneficios para las comunidades.</li>
</ul>
<h3>Impacto en los Objetivos de Desarrollo Sostenible</h3>
<p>Esta colaboración contribuye directamente a varios ODS:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Mejorando la alfabetización y educación básica para jóvenes y adultos.</li>
<li><strong>ODS 1: Fin de la Pobreza</strong> – Priorizando la educación para personas en situación de pobreza, abriendo oportunidades para mejorar su calidad de vida.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Focalizando esfuerzos en municipios con mayor rezago educativo para reducir brechas sociales.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Fortaleciendo la colaboración interinstitucional entre gobierno federal, estatal y municipal.</li>
</ul>
<h3>Participantes y Testigos del Convenio</h3>
<ul>
<li>Armando Contreras Castillo, Director General del INEA.</li>
<li>Indira Vizcaíno Silva, Gobernadora del Estado de Colima.</li>
<li>Guillermo Toscano Reyes, Director General del Instituto Estatal para la Educación de los Adultos de Colima.</li>
<li>Alberto Eloy García Alcaraz, Secretario General de Gobierno.</li>
<li>Adolfo Núñez González, Secretario de Educación y Cultura.</li>
</ul>
<h3>Conclusión</h3>
<p>El convenio firmado entre el INEA y el Gobierno de Colima representa un avance significativo hacia la erradicación del analfabetismo y la mejora de la educación básica para jóvenes y adultos en la entidad. Esta acción conjunta fortalece el compromiso con los Objetivos de Desarrollo Sostenible, promoviendo una educación inclusiva y equitativa que contribuye al bienestar social y al desarrollo sostenible de México.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo se centra en fortalecer la alfabetización y la educación básica de jóvenes y adultos en Colima, México.</li>
<li>Se menciona la importancia de que más personas aprendan a leer y escribir y terminen su educación primaria y secundaria.</li>
<li>El convenio entre INEA y el Gobierno de Colima busca mejorar la calidad de vida a través de la educación.</li>
</ul>
</li>
<li>
<h3>ODS 1: Fin de la pobreza</h3>
<ul>
<li>Se menciona el principio de “primero los pobres” en el ámbito educativo, priorizando a quienes nunca tuvieron acceso a educación formal.</li>
<li>El apoyo económico para personas mayores de 15 años que desean alfabetizarse contribuye a reducir la pobreza educativa.</li>
</ul>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<ul>
<li>El artículo destaca la colaboración entre el INEA, el Gobierno estatal y municipal para lograr mejores resultados educativos.</li>
<li>Se enfatiza la coordinación entre distintos niveles de gobierno como clave para el éxito de la estrategia.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.6: Alfabetización y habilidades básicas</h3>
<ul>
<li>El artículo menciona la Estrategia Nacional de Alfabetización para declarar a México como un país alfabetizado según estándares de la UNESCO.</li>
<li>Se busca que personas mayores de 15 años aprendan a leer y escribir.</li>
</ul>
</li>
<li>
<h3>Meta 4.1: Educación primaria y secundaria completa</h3>
<ul>
<li>El convenio busca que más personas terminen su educación primaria y secundaria.</li>
</ul>
</li>
<li>
<h3>Meta 1.2: Reducir la pobreza multidimensional</h3>
<ul>
<li>El apoyo económico y la focalización en municipios con mayor rezago educativo contribuyen a reducir la pobreza educativa.</li>
</ul>
</li>
<li>
<h3>Meta 17.16: Fortalecer la cooperación y alianzas</h3>
<ul>
<li>La colaboración entre INEA, Gobierno estatal y municipal para implementar programas educativos.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.6.1: Proporción de personas de 15 años y más que pueden leer y escribir</h3>
<ul>
<li>El artículo menciona el objetivo de alfabetizar a personas mayores de 15 años, lo que se puede medir con este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria</h3>
<ul>
<li>El seguimiento a cuántas personas terminan su educación primaria y secundaria en Colima.</li>
</ul>
</li>
<li>
<h3>Indicador 1.2.1: Proporción de población que vive por debajo del umbral nacional de pobreza</h3>
<ul>
<li>Aunque no se menciona directamente, el apoyo económico para alfabetización puede impactar en la reducción de pobreza, medible con este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 17.16.1: Número de asociaciones multiactor y multipartes</h3>
<ul>
<li>La colaboración entre diferentes niveles de gobierno y organismos educativos puede medirse con este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.6: Alfabetización y habilidades básicas para personas de 15 años y más</li>
<li>4.1: Completar educación primaria y secundaria</li>
</ul>
</td>
<td>
<ul>
<li>4.6.1: Proporción de personas de 15 años y más que pueden leer y escribir</li>
<li>4.1.2: Tasa de finalización de educación primaria y secundaria</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>
<ul>
<li>1.2: Reducir la pobreza multidimensional</li>
</ul>
</td>
<td>
<ul>
<li>1.2.1: Proporción de población que vive por debajo del umbral nacional de pobreza</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>17.16: Fortalecer la cooperación y alianzas multipartes</li>
</ul>
</td>
<td>
<ul>
<li>17.16.1: Número de asociaciones multiactor y multipartes</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.diariomarca.com.mx/2026/02/incentivaran-la-alfabetizacion-en-colima/">diariomarca.com.mx</a></strong></p>
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<title>Arranca en Quimilí un taller de Alfabetización Digital para adultos – Noticias del Estero</title>
<link>https://sdgtalks.ai/Es/arranca-en-quimili-un-taller-de-alfabetizacion-digital-para-adultos-noticias-del-estero</link>
<guid>https://sdgtalks.ai/Es/arranca-en-quimili-un-taller-de-alfabetizacion-digital-para-adultos-noticias-del-estero</guid>
<description><![CDATA[ Arranca en Quimilí un taller de Alfabetización Digital para adultos  Noticias del Estero ]]></description>
<enclosure url="https://www.noticiasdelestero.com/wp-content/uploads/2026/02/FB_IMG_1770641305357-1024x1024.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 10 Feb 2026 05:30:32 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Arranca, Quimilí, taller, Alfabetización, Digital, para, adultos, –, Noticias, del, Estero</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Taller de Alfabetización Digital para Adultos en Quimilí</h2>
<h3>Introducción</h3>
<p>La Municipalidad de Quimilí ha organizado un taller de aprendizaje enfocado en la alfabetización digital para adultos, que se llevará a cabo en el Punto Digital de la ciudad. Esta iniciativa se enmarca dentro de los esfuerzos locales para promover la inclusión digital y el acceso equitativo a las tecnologías de la información.</p>
<h3>Detalles del Taller</h3>
<ol>
<li><strong>Organización:</strong> Secretaría de Educación de la Municipalidad de Quimilí, bajo la dirección de la profesora Fátima Díaz.</li>
<li><strong>Fecha y horario:</strong> Del lunes 9 al viernes 13 de febrero, de 15:30 a 17:00 horas.</li>
<li><strong>Modalidad:</strong> Clases gratuitas dirigidas a adultos.</li>
<li><strong>Lugar:</strong> Punto Digital de la ciudad de Quimilí.</li>
</ol>
<h3>Objetivos y Relevancia en los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este taller contribuye directamente a varios Objetivos de Desarrollo Sostenible, entre los que destacan:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Promoviendo el acceso a una educación inclusiva y equitativa mediante la capacitación en nuevas tecnologías.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong> – Fomentando habilidades digitales que mejoran la empleabilidad y la productividad de los participantes.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Facilitando el acceso a herramientas digitales para adultos que podrían estar en situación de vulnerabilidad tecnológica.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Impulsando la adopción de tecnologías digitales en la comunidad local.</li>
</ul>
<h3>Impacto Esperado</h3>
<ul>
<li>Capacitar a los vecinos en el uso de nuevas tecnologías y herramientas digitales.</li>
<li>Reducir la brecha digital en la comunidad adulta de Quimilí.</li>
<li>Generar espacios de formación gratuitos que contribuyan al desarrollo sostenible y la inclusión social.</li>
</ul>
<h3>Conclusión</h3>
<p>El taller de alfabetización digital organizado por la Municipalidad de Quimilí representa un paso significativo hacia la consecución de los ODS, especialmente en lo que respecta a la educación inclusiva y la reducción de desigualdades. La iniciativa fortalece el compromiso local con el desarrollo sostenible y la mejora de la calidad de vida de sus habitantes.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo destaca un taller de alfabetización digital para adultos, promoviendo la educación y capacitación en nuevas tecnologías.</li>
<li>Se enfoca en ofrecer clases gratuitas, lo que contribuye a la inclusión educativa y al acceso equitativo a oportunidades de aprendizaje.</li>
</ul>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<ul>
<li>La capacitación en herramientas digitales fomenta la innovación y el uso de infraestructura tecnológica.</li>
<li>Promueve el desarrollo de habilidades digitales que pueden fortalecer la industria local y la innovación.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>Al ofrecer acceso gratuito a la alfabetización digital, se contribuye a reducir brechas digitales y sociales entre diferentes grupos poblacionales.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.4: Aumentar el número de jóvenes y adultos que tienen habilidades relevantes, incluyendo habilidades técnicas y digitales, para el empleo, el trabajo decente y el emprendimiento.</h3>
<ul>
<li>El taller de alfabetización digital para adultos está directamente alineado con esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 9.c: Aumentar el acceso a la tecnología de la información y las comunicaciones y esforzarse por brindar acceso universal y asequible a Internet en los países en desarrollo.</h3>
<ul>
<li>La iniciativa facilita el acceso a herramientas digitales y formación en tecnologías de la información.</li>
</ul>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</h3>
<ul>
<li>La capacitación gratuita contribuye a la inclusión social y económica de adultos que podrían estar en situación de vulnerabilidad digital.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador 4.4.1: Proporción de jóvenes y adultos con habilidades relevantes, incluyendo habilidades técnicas y digitales, para el empleo, el trabajo decente y el emprendimiento.</h3>
<ul>
<li>El número de adultos que participan y completan el taller puede servir para medir este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 9.c.1: Proporción de la población que utiliza Internet.</h3>
<ul>
<li>El aumento en el uso de herramientas digitales y acceso a Internet entre los participantes puede reflejar avances en este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de personas que viven por debajo del 50% de la mediana de ingresos, por edad, sexo y situación migratoria.</h3>
<ul>
<li>Aunque no se menciona explícitamente, la inclusión digital puede impactar en la reducción de esta proporción.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>Meta 4.4: Aumentar el número de jóvenes y adultos con habilidades técnicas y digitales.</td>
<td>Indicador 4.4.1: Proporción de jóvenes y adultos con habilidades relevantes, incluyendo habilidades digitales.</td>
</tr>
<tr>
<td>ODS 9: Industria, Innovación e Infraestructura</td>
<td>Meta 9.c: Aumentar el acceso a la tecnología de la información y las comunicaciones.</td>
<td>Indicador 9.c.1: Proporción de la población que utiliza Internet.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las Desigualdades</td>
<td>Meta 10.2: Promover la inclusión social, económica y política de todas las personas.</td>
<td>Indicador 10.2.1: Proporción de personas que viven por debajo del 50% de la mediana de ingresos (implícito).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.noticiasdelestero.com/arranca-en-quimili-un-taller-de-alfabetizacion-digital-para-adultos">noticiasdelestero.com</a></strong></p>
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<item>
<title>Por primera vez, la educación básica está en el centro de la transformación del departamento – Ministerio de Educación Nacional</title>
<link>https://sdgtalks.ai/Es/por-primera-vez-la-educacion-basica-esta-en-el-centro-de-la-transformacion-del-departamento-ministerio-de-educacion-nacional</link>
<guid>https://sdgtalks.ai/Es/por-primera-vez-la-educacion-basica-esta-en-el-centro-de-la-transformacion-del-departamento-ministerio-de-educacion-nacional</guid>
<description><![CDATA[ Por primera vez, la educación básica está en el centro de la transformación del departamento  Ministerio de Educación Nacional ]]></description>
<enclosure url="https://cms.mineducacion.gov.co/icn/corp/logito_newtenberg.gif" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Feb 2026 11:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Por, primera, vez, educación, básica, está, centro, transformación, del, departamento, –, Ministerio, Educación, Nacional</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Transformación de la Educación Básica en La Guajira y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<p><strong>Actualizado:</strong> 06 de febrero de 2026</p>
<h3>Introducción</h3>
<p>La educación preescolar, básica y media en La Guajira ha dejado de ser una promesa para convertirse en una prioridad presupuestal y territorial. Este cambio se refleja en un aumento histórico de los recursos destinados a garantizar el derecho a la educación de niñas, niños y jóvenes en todo el departamento, alineándose con varios Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de Calidad.</p>
<h3>Incremento de Recursos y Cobertura Educativa</h3>
<ol>
<li>
    <strong>Crecimiento de recursos del Sistema General de Participaciones (SGP):</strong>
<ul>
<li>Entre 2022 y 2025, los recursos para educación aumentaron de $736.290 millones a $1,327 billones.</li>
<li>Este incremento del 80 % beneficia a las entidades territoriales certificadas de La Guajira, Riohacha, Maicao y Uribia.</li>
</ul>
</li>
<li>
    <strong>Atención en educación inicial:</strong>
<ul>
<li>171.016 niñas, niños y personas en período de gestación atendidos bajo un enfoque integral.</li>
<li>147.619 atendidos a través del ICBF y 23.397 por el Ministerio de Educación.</li>
<li>Matrícula oficial en los tres grados de preescolar (prejardín, jardín y transición) para 34.422 niños y niñas.</li>
</ul>
</li>
</ol>
<h3>Transformación Curricular y Formación Integral</h3>
<p>Durante el cuatrienio 2022-2025, 172 establecimientos educativos han avanzado en la transformación curricular y en las prácticas pedagógicas, promoviendo el desarrollo integral de los estudiantes. Esta iniciativa está alineada con el ODS 4 y contribuye también al ODS 3: Salud y Bienestar, y al ODS 10: Reducción de las Desigualdades.</p>
<ul>
<li>Áreas de enfoque: artes, deporte, ciencia, tecnología e innovación.</li>
<li>Inversión intersectorial estimada en más de $33 mil millones.</li>
<li>Fortalecimiento de los proyectos educativos institucionales.</li>
</ul>
<h3>Ampliación del Sistema Integrado de Educación Media y Superior (SIMES)</h3>
<ol>
<li>
    <strong>Inversión y cobertura:</strong>
<ul>
<li>Inversión de $10.222 millones para ampliar el servicio educativo en 49 sedes escolares al 2026.</li>
<li>Vinculación de 268 docentes para fortalecer la educación media.</li>
<li>25.049 estudiantes en 100 sedes educativas podrán completar su bachillerato y proyectarse hacia la educación superior.</li>
</ul>
</li>
<li>
    <strong>Impacto en los ODS:</strong>
<ul>
<li>Contribución al ODS 4: Educación de Calidad.</li>
<li>Fomento de la igualdad de oportunidades y reducción de brechas educativas (ODS 10).</li>
<li>Promoción de la educación inclusiva y equitativa.</li>
</ul>
</li>
</ol>
<h3>Programa de Alimentación Escolar (PAE)</h3>
<p>El Programa de Alimentación Escolar ha experimentado un crecimiento significativo, garantizando que ningún niño o niña en La Guajira estudie con hambre, lo cual está directamente relacionado con el ODS 2: Hambre Cero y el ODS 3: Salud y Bienestar.</p>
<ul>
<li>Inversión aumentada de $79.413 millones en 2022 a $192.653 millones en 2025.</li>
<li>Crecimiento del 142,6 % y cobertura universal en el departamento.</li>
</ul>
<h3>Conclusiones</h3>
<p>La transformación educativa en La Guajira representa un avance significativo hacia el cumplimiento de los Objetivos de Desarrollo Sostenible, especialmente en lo que respecta a la educación de calidad, la reducción de desigualdades y la mejora del bienestar infantil. El incremento presupuestal, la ampliación de la cobertura educativa y el fortalecimiento de programas integrales como el PAE evidencian un compromiso claro con el desarrollo sostenible y la equidad territorial.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la transformación y mejora de la educación básica en La Guajira, con énfasis en la educación preescolar, básica y media.</li>
<li>Se destaca el aumento de recursos para garantizar el derecho a la educación de niñas, niños y jóvenes.</li>
<li>Menciona la transformación curricular, la ampliación de la cobertura educativa y la mejora en la trayectoria escolar.</li>
</ul>
</li>
<li><strong>ODS 2: Hambre cero</strong>
<ul>
<li>El Programa de Alimentación Escolar (PAE) con inversión creciente y cobertura universal garantiza que ningún niño o niña estudie con hambre.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>Se menciona la atención integral a niñas, niños y personas en período de gestación, lo que implica aspectos de salud y bienestar.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El enfoque territorial y la inversión en entidades certificadas de La Guajira buscan reducir desigualdades en acceso y calidad educativa.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>Meta 4.1: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.2: Garantizar que todas las niñas y niños tengan acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad.</li>
<li>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados.</li>
</ul>
</li>
<li><strong>ODS 2: Hambre cero</strong>
<ul>
<li>Meta 2.2: Poner fin a todas las formas de malnutrición, incluyendo asegurar el acceso a una alimentación suficiente y nutritiva para los niños en edad escolar.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>Meta 3.8: Lograr la cobertura sanitaria universal, incluyendo acceso a servicios esenciales de salud para todos, especialmente en la primera infancia.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicadores relacionados con ODS 4</strong>
<ul>
<li>Indicador 4.1.2: Tasa de finalización de la educación primaria y secundaria.</li>
<li>Indicador 4.2.2: Proporción de niños y niñas que asisten a educación preescolar.</li>
<li>Indicador 4.c.1: Proporción de docentes calificados en educación básica y media.</li>
<li>El artículo menciona la matrícula oficial en preescolar (34.422 niños), la vinculación de 268 docentes y la cobertura en educación media (25.049 estudiantes), que pueden usarse para medir estos indicadores.</li>
</ul>
</li>
<li><strong>Indicadores relacionados con ODS 2</strong>
<ul>
<li>Indicador 2.2.1: Prevalencia de malnutrición en niños y niñas en edad escolar.</li>
<li>El Programa de Alimentación Escolar con cobertura universal y aumento presupuestal puede ser un proxy para medir la reducción del hambre en el contexto escolar.</li>
</ul>
</li>
<li><strong>Indicadores relacionados con ODS 3</strong>
<ul>
<li>Indicador 3.8.1: Cobertura de servicios esenciales de salud.</li>
<li>La atención integral a niñas, niños y personas en período de gestación bajo un enfoque intersectorial refleja avances en este indicador.</li>
</ul>
</li>
<li><strong>Indicadores relacionados con ODS 10</strong>
<ul>
<li>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza, desglosado por grupos sociales.</li>
<li>La inversión territorial focalizada y la certificación de entidades en La Guajira apuntan a reducir desigualdades, aunque el artículo no menciona explícitamente indicadores cuantitativos.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Completar educación primaria y secundaria gratuita y de calidad.</li>
<li>4.2: Acceso a educación preescolar de calidad.</li>
<li>4.c: Aumentar docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
<li>4.2.2: Proporción de niños en educación preescolar.</li>
<li>4.c.1: Proporción de docentes calificados.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 2: Hambre cero</td>
<td>
<ul>
<li>2.2: Poner fin a la malnutrición en niños en edad escolar.</li>
</ul>
</td>
<td>
<ul>
<li>2.2.1: Prevalencia de malnutrición en niños.</li>
<li>Cobertura y presupuesto del Programa de Alimentación Escolar (PAE).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>3.8: Cobertura sanitaria universal y servicios esenciales para la primera infancia.</li>
</ul>
</td>
<td>
<ul>
<li>3.8.1: Cobertura de servicios esenciales de salud.</li>
<li>Atención integral a niñas, niños y gestantes.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo el umbral de pobreza (implícito).</li>
<li>Inversión territorial focalizada en entidades certificadas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.mineducacion.gov.co/portal/micrositios-institucionales/Petro-le-cumple-a-Colombia/Petro-le-cumple-a-La-Guajira/427237:Por-primera-vez-la-educacion-basica-esta-en-el-centro-de-la-transformacion-del-departamento">mineducacion.gov.co</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>La UTN Avellaneda enseña alfabetización digital para adultos – Avellaneda Hoy</title>
<link>https://sdgtalks.ai/Es/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos-avellaneda-hoy</link>
<guid>https://sdgtalks.ai/Es/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos-avellaneda-hoy</guid>
<description><![CDATA[ La UTN Avellaneda enseña alfabetización digital para adultos  Avellaneda Hoy ]]></description>
<enclosure url="https://cdn.cafecito.app/imgs/buttons/button_6.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 07 Feb 2026 05:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UTN, Avellaneda, enseña, alfabetización, digital, para, adultos, –, Avellaneda, Hoy</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Curso de Alfabetización Digital para Adultos en UTN Avellaneda</h2>
<h3>Introducción</h3>
<p>Con el propósito de contribuir a la autonomía digital y fomentar el uso adecuado de computadoras y celulares, la <strong>Universidad Tecnológica Nacional (UTN) Avellaneda</strong>, a través de la Secretaría de Cultura y Extensión Universitaria, ha abierto la inscripción para el <strong>curso de Alfabetización Digital para Adultos</strong>. Este curso se dictará los lunes de 19 a 22 horas, comenzando el 9 de febrero.</p>
<h3>Objetivos del Curso y Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El curso tiene como objetivo principal aumentar la confianza y el pensamiento crítico de los usuarios en el entorno digital, promoviendo hábitos seguros y responsables en el uso de la tecnología. Esta iniciativa está alineada con varios Objetivos de Desarrollo Sostenible, entre ellos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Facilitar el acceso a la educación digital para adultos, promoviendo la inclusión y el aprendizaje continuo.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Fomentar el uso de tecnologías digitales y la innovación para mejorar la calidad de vida.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Brindar herramientas digitales a grupos vulnerables para reducir la brecha digital.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – Promover el uso responsable y seguro de la tecnología para fortalecer sociedades inclusivas y pacíficas.</li>
</ol>
<h3>Contenido y Metodología</h3>
<p>El curso consta de cuatro clases presenciales que abarcan los siguientes temas:</p>
<ul>
<li>Manejo básico y seguro de sistemas operativos Windows y Android.</li>
<li>Uso de Internet, Microsoft Office, correo electrónico y redes sociales.</li>
<li>Utilización de la inteligencia artificial como asistente en tareas diarias.</li>
</ul>
<p>Estas temáticas están diseñadas para desarrollar competencias digitales fundamentales que permitan a los participantes desenvolverse con autonomía y seguridad en el entorno digital.</p>
<h3>Información para Inscripciones y Contacto</h3>
<p>Para obtener mayor información e inscribirse en el curso, los interesados pueden acceder al siguiente enlace:</p>
<ul>
<li><a href="https://extensionfra.com.ar/courses/alfabetizacion-digital-para-adultos" target="_blank" rel="noopener">https://extensionfra.com.ar/courses/alfabetizacion-digital-para-adultos</a></li>
</ul>
<p>También se puede contactar a través de los siguientes medios:</p>
<ul>
<li>WhatsApp: 1135012026</li>
<li>Teléfono: 4201-7211</li>
<li>Correo electrónico: <a href="mailto:extension@utn.edu.ar">extension@utn.edu.ar</a></li>
<li>Instagram: <a href="https://instagram.com/extension.utnavellaneda" target="_blank" rel="noopener">@extension.utnavellaneda</a></li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
    <strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo trata sobre un curso de alfabetización digital para adultos, promoviendo el acceso a educación y capacitación en habilidades digitales.</li>
</ul>
</li>
<li>
    <strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>El curso incluye el uso de tecnologías digitales, internet e inteligencia artificial, fomentando la innovación y el uso de infraestructuras digitales.</li>
</ul>
</li>
<li>
    <strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>La alfabetización digital para adultos contribuye a reducir la brecha digital y social, promoviendo la inclusión tecnológica.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
    <strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos que tienen las competencias relevantes, incluidas las habilidades técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.
  </li>
<li>
    <strong>Meta 9.c:</strong> Aumentar significativamente el acceso a las tecnologías de la información y las comunicaciones y esforzarse por brindar acceso universal y asequible a Internet en los países en desarrollo.
  </li>
<li>
    <strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.
  </li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
    <strong>Indicador 4.4.1:</strong> Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación (TIC), desglosado por nivel de competencia.
<ul>
<li>Implícito en el curso que busca aumentar habilidades digitales básicas y seguras en adultos.</li>
</ul>
</li>
<li>
    <strong>Indicador 9.c.1:</strong> Proporción de la población que utiliza Internet.
<ul>
<li>El curso promueve el uso seguro y responsable de Internet, contribuyendo a aumentar este indicador.</li>
</ul>
</li>
<li>
    <strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente.
<ul>
<li>La alfabetización digital para adultos contribuye a la inclusión social y reducción de desigualdades digitales.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.4: Aumentar las competencias relevantes en jóvenes y adultos para el empleo y emprendimiento.</td>
<td>Indicador 4.4.1: Proporción de jóvenes y adultos con competencias en TIC.</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>Meta 9.c: Aumentar el acceso a tecnologías de la información y comunicaciones, acceso universal y asequible a Internet.</td>
<td>Indicador 9.c.1: Proporción de la población que utiliza Internet.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>Meta 10.2: Promover la inclusión social, económica y política de todas las personas.</td>
<td>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://avellanedahoy.com.ar/nota/23292/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos/">avellanedahoy.com.ar</a></strong></p>
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<title>Avanza 65% el proceso de preinscripciones en educación básica en Querétaro – Quadratin Querétaro</title>
<link>https://sdgtalks.ai/Es/avanza-65-el-proceso-de-preinscripciones-en-educacion-basica-en-queretaro-quadratin-queretaro</link>
<guid>https://sdgtalks.ai/Es/avanza-65-el-proceso-de-preinscripciones-en-educacion-basica-en-queretaro-quadratin-queretaro</guid>
<description><![CDATA[ Avanza 65% el proceso de preinscripciones en educación básica en Querétaro  Quadratin Querétaro ]]></description>
<enclosure url="https://queretaro.quadratin.com.mx/www/wp-content/uploads/2026/02/11217981787270292966.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 07 Feb 2026 05:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Avanza, 65, proceso, preinscripciones, educación, básica, Querétaro, –, Quadratin, Querétaro</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proceso de Preinscripciones en Querétaro y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Avance en el Proceso de Preinscripciones</h3>
<p>El 6 de febrero de 2026, la Unidad de Servicios para la Educación Básica en el Estado de Querétaro (USEBEQ) reportó un avance significativo en el proceso de preinscripciones para el ciclo escolar. En el tercer día de actividades, se registraron 55,080 trámites a través de la plataforma digital, alcanzando un 65% de la meta proyectada de 85,000 registros.</p>
<h3>Asignación de Escuelas y Acceso Equitativo</h3>
<p>La titular de USEBEQ, Irene Quintanar Mejía, explicó que la asignación de escuelas se realiza tomando en cuenta la colonia de residencia de los estudiantes o la existencia de hermanos inscritos en alguna institución educativa. Este procedimiento busca garantizar un acceso justo y equitativo a la educación, alineándose con el <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>, que promueve la inclusión y la igualdad en el acceso a la educación.</p>
<h3>Proceso y Opciones para las Familias</h3>
<ol>
<li>Los padres pueden seleccionar hasta tres opciones de planteles educativos, considerando la cercanía al hogar, al trabajo o a la red familiar.</li>
<li>El proceso de preinscripción concluirá el 13 de febrero de 2026.</li>
<li>Del 14 al 17 de abril, los tutores podrán:
<ul>
<li>Aceptar la escuela asignada por la USEBEQ.</li>
<li>Solicitar una revisión mediante un procedimiento especial si no están de acuerdo con la asignación.</li>
</ul>
</li>
</ol>
<h3>Funcionamiento de la Plataforma Digital</h3>
<p>La plataforma digital ha operado de manera eficiente durante el proceso, sin reportes de fallas o contratiempos, lo que contribuye a la transparencia y eficacia en el acceso a la educación, apoyando también el <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong> mediante el uso de tecnologías digitales para mejorar los servicios públicos.</p>
<h3>Conclusión</h3>
<p>El proceso de preinscripciones en Querétaro refleja un compromiso con los <strong>Objetivos de Desarrollo Sostenible</strong>, especialmente en la promoción de una educación inclusiva, equitativa y de calidad (ODS 4), así como en la implementación de infraestructuras tecnológicas que facilitan el acceso y la gestión educativa (ODS 9). Estas acciones contribuyen al desarrollo social y al bienestar de las familias en la región.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo aborda el proceso de preinscripciones para educación básica en Querétaro, lo que está directamente relacionado con el acceso a una educación inclusiva y equitativa.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>La asignación de escuelas basada en la colonia de residencia y la consideración de la red familiar promueven la equidad y la inclusión social.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>Meta 4.a</strong>: Construir y adecuar instalaciones educativas que respondan a las necesidades de los estudiantes y sus comunidades.</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su origen o condición.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.2</strong>: Tasa de finalización de la educación primaria y secundaria.</li>
<li><strong>Indicador 4.a.1</strong>: Proporción de escuelas con acceso a servicios básicos y adecuados.</li>
<li><strong>Indicador 10.2.1</strong>: Proporción de personas que se sienten incluidas socialmente en su comunidad.</li>
<li><strong>Indicador implícito:</strong> Número de trámites de preinscripción realizados en la plataforma digital (55,080 trámites, 65% de la meta), que refleja el acceso y uso de servicios educativos digitales.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Completar educación primaria y secundaria gratuita y de calidad.</li>
<li>Meta 4.a: Adecuar instalaciones educativas según necesidades.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
<li>Indicador 4.a.1: Proporción de escuelas con servicios básicos adecuados.</li>
<li>Indicador implícito: Número de trámites de preinscripción en plataforma digital.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://queretaro.quadratin.com.mx/avanza-65-el-proceso-de-preinscripciones-en-educacion-basica-en-queretaro/">queretaro.quadratin.com.mx</a></strong></p>
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<title>Convocadas las pruebas para obtener el título de ESO y Bachiller para mayores de 18 y 20 años – Beconet Noticias</title>
<link>https://sdgtalks.ai/Es/convocadas-las-pruebas-para-obtener-el-titulo-de-eso-y-bachiller-para-mayores-de-18-y-20-anos-beconet-noticias</link>
<guid>https://sdgtalks.ai/Es/convocadas-las-pruebas-para-obtener-el-titulo-de-eso-y-bachiller-para-mayores-de-18-y-20-anos-beconet-noticias</guid>
<description><![CDATA[ Convocadas las pruebas para obtener el título de ESO y Bachiller para mayores de 18 y 20 años  Beconet Noticias ]]></description>
<enclosure url="https://www.beconetnoticias.com/uploads/s1/12/09/56/1770291250848pruebagraduadoesoest-1_23_1200x630.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 06 Feb 2026 23:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Convocadas, las, pruebas, para, obtener, título, ESO, Bachiller, para, mayores, años, –, Beconet, Noticias</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Convocatoria de Pruebas Libres para la Obtención de Títulos Educativos en Andalucía</h2>
<h3>Introducción</h3>
<p>La Consejería de Desarrollo Educativo y Formación Profesional ha abierto el plazo de inscripción para las pruebas libres que permiten obtener el título de Graduado en Educación Secundaria Obligatoria (ESO) para personas mayores de 18 años y el título de Bachiller para mayores de 20 años. Las solicitudes podrán presentarse hasta el 17 de febrero, de forma telemática o presencial.</p>
<h3>Objetivos de Desarrollo Sostenible (ODS) Relacionados</h3>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Facilitar el acceso a la educación para adultos, promoviendo la inclusión educativa y la igualdad de oportunidades.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Ofrecer una segunda oportunidad a quienes abandonaron prematuramente el sistema educativo.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong> – Mejorar las competencias educativas para favorecer la inserción laboral y el desarrollo profesional.</li>
</ul>
<h2>Pruebas para la Obtención del Título de ESO</h2>
<h3>Inscripción y Realización</h3>
<ol>
<li>La inscripción se realiza preferentemente a través del Portal de Educación Permanente de la Junta de Andalucía o en la Delegación Territorial correspondiente.</li>
<li>Las pruebas se celebrarán simultáneamente en todas las provincias andaluzas el 11 de abril.</li>
<li>Se organizan dos convocatorias anuales: una en abril y otra en junio (20 de junio para la segunda convocatoria).</li>
<li>Los exámenes se desarrollan en jornada de mañana y tarde.</li>
</ol>
<h3>Estructura y Contenidos</h3>
<ul>
<li>Las pruebas se dividen en tres ámbitos de conocimiento:
<ul>
<li>Científico-tecnológico</li>
<li>Social</li>
<li>Comunicación</li>
</ul>
</li>
<li>Para obtener el título, es necesario superar los tres ejercicios.</li>
<li>Las calificaciones aprobadas en ámbitos específicos se conservan para futuras convocatorias.</li>
<li>Exenciones aplicables a quienes hayan superado materias o ámbitos previamente.</li>
</ul>
<h3>Importancia para los ODS</h3>
<p>Esta convocatoria contribuye directamente al <strong>ODS 4</strong> al promover la educación inclusiva y de calidad para adultos, facilitando su reincorporación al sistema educativo y la continuación de estudios superiores como Bachillerato o Formación Profesional.</p>
<h2>Pruebas para la Obtención del Título de Bachiller</h2>
<h3>Inscripción y Realización</h3>
<ol>
<li>Destinadas a mayores de 20 años.</li>
<li>Se celebrarán los días 11 y 18 de abril, en jornada de mañana y tarde.</li>
<li>Las pruebas se realizan simultáneamente en institutos autorizados de todas las provincias andaluzas.</li>
<li>La inscripción debe formalizarse en los Institutos de Educación Secundaria autorizados.</li>
</ol>
<h3>Requisitos y Estructura</h3>
<ul>
<li>Es necesario superar todos los ejercicios para obtener el título.</li>
<li>Las materias aprobadas se reservan para futuras convocatorias.</li>
<li>Exenciones para quienes hayan superado algunas materias o enseñanzas equivalentes.</li>
</ul>
<h3>Contribución a los ODS</h3>
<p>Esta iniciativa apoya el <strong>ODS 4</strong> y el <strong>ODS 10</strong> al facilitar la obtención de una titulación oficial para adultos, promoviendo la igualdad de oportunidades y la educación continua. Además, fortalece el <strong>ODS 8</strong> al mejorar las perspectivas educativas y profesionales de los participantes.</p>
<h2>Conclusión</h2>
<p>La convocatoria de pruebas libres para la obtención de los títulos de ESO y Bachiller en Andalucía representa una estrategia clave para avanzar en los Objetivos de Desarrollo Sostenible, especialmente en la promoción de una educación inclusiva, equitativa y de calidad (ODS 4), la reducción de desigualdades (ODS 10) y el fomento del crecimiento económico y empleo decente (ODS 8). Estas pruebas ofrecen una segunda oportunidad a las personas adultas para reincorporarse al sistema educativo y continuar su desarrollo académico y profesional.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo se centra en la apertura de inscripciones para pruebas libres que permiten obtener títulos educativos oficiales (ESO y Bachiller) para personas adultas, promoviendo la educación inclusiva y oportunidades de aprendizaje a lo largo de la vida.</li>
<li>Se destaca la reincorporación de personas que abandonaron el sistema educativo, lo que está alineado con el objetivo de garantizar una educación equitativa y de calidad para todos.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las desigualdades</h3>
<ul>
<li>El acceso a pruebas libres para personas adultas que no completaron sus estudios contribuye a reducir desigualdades educativas y sociales, ofreciendo segundas oportunidades para mejorar su formación y empleabilidad.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior</h3>
<ul>
<li>El artículo promueve el acceso de adultos a la educación secundaria y bachillerato, facilitando su continuidad hacia estudios superiores o formación profesional.</li>
</ul>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género y otras desigualdades en la educación</h3>
<ul>
<li>Al ofrecer oportunidades para quienes abandonaron el sistema educativo, se contribuye a reducir desigualdades en el acceso a la educación.</li>
</ul>
</li>
<li>
<h3>Meta 4.6: Asegurar que todos los jóvenes y una proporción sustancial de adultos tengan competencias de alfabetización y aritmética</h3>
<ul>
<li>Las pruebas para obtener el título de ESO y Bachiller contribuyen a certificar y mejorar las competencias básicas de adultos.</li>
</ul>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas</h3>
<ul>
<li>La reincorporación al sistema educativo de personas adultas fomenta la inclusión social y mejora sus oportunidades.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.3.1: Proporción de jóvenes y adultos que participan en educación y formación técnica, profesional y superior</h3>
<ul>
<li>El número de personas adultas inscritas y que participan en las pruebas libres para obtener títulos de ESO y Bachiller puede servir como indicador de acceso a educación continua.</li>
</ul>
</li>
<li>
<h3>Indicador 4.6.1: Proporción de jóvenes y adultos con habilidades básicas de alfabetización y aritmética</h3>
<ul>
<li>El porcentaje de personas que superan las pruebas para obtener el título de ESO o Bachiller refleja la mejora en competencias básicas.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza según características sociales</h3>
<ul>
<li>Implícitamente, la educación para adultos contribuye a mejorar condiciones socioeconómicas, aunque el artículo no menciona directamente este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior</li>
<li>4.5: Eliminar disparidades en la educación</li>
<li>4.6: Asegurar competencias básicas en jóvenes y adultos</li>
</ul>
</td>
<td>
<ul>
<li>4.3.1: Proporción de jóvenes y adultos en educación técnica, profesional y superior</li>
<li>4.6.1: Proporción con habilidades básicas de alfabetización y aritmética</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Promover inclusión social, económica y política</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo el umbral de pobreza según características sociales (implícito)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.beconetnoticias.com/sociedad/convocadas-pruebas-obtener-titulo-eso-bachiller-mayores-18-20-anos_1837_102.html">beconetnoticias.com</a></strong></p>
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<title>El Gobierno de El Salvador impulsa jornadas de presentación del nuevo Currículo Nacional de Primera Infancia – Infobae</title>
<link>https://sdgtalks.ai/Es/el-gobierno-de-el-salvador-impulsa-jornadas-de-presentacion-del-nuevo-curriculo-nacional-de-primera-infancia-infobae</link>
<guid>https://sdgtalks.ai/Es/el-gobierno-de-el-salvador-impulsa-jornadas-de-presentacion-del-nuevo-curriculo-nacional-de-primera-infancia-infobae</guid>
<description><![CDATA[ El Gobierno de El Salvador impulsa jornadas de presentación del nuevo Currículo Nacional de Primera Infancia  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/6AFJXTMGNNHBLCRHYIOUJ3RINI.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 06 Feb 2026 17:30:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gobierno, Salvador, impulsa, jornadas, presentación, del, nuevo, Currículo, Nacional, Primera, Infancia, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Presentación del Nuevo Currículo Nacional de Primera Infancia en El Salvador</h2>
<h3>Introducción</h3>
<p>El Gobierno de El Salvador ha iniciado jornadas para la presentación del nuevo Currículo Nacional de Primera Infancia, una iniciativa clave para transformar la educación en los primeros años de vida de niños y niñas. Estas actividades reúnen a cientos de docentes, directores y asistentes técnicos del sistema educativo público de diversos departamentos del país, con el objetivo de profundizar en el enfoque, contenidos y metodologías que guiarán la educación inicial en los próximos años.</p>
<h3>Objetivos y Organización de las Jornadas</h3>
<p>Las jornadas, desarrolladas en espacios amplios y equipados para la formación masiva, forman parte de una estrategia liderada por la primera dama de la República, Gabriela de Bukele. El propósito es fortalecer las capacidades de los responsables del aprendizaje en la etapa más temprana de la vida escolar.</p>
<ul>
<li>Organización a cargo del Ministerio de Educación en coordinación con el Instituto Crecer Juntos.</li>
<li>Actividades que combinan exposiciones, talleres y prácticas pedagógicas.</li>
</ul>
<h3>Contenido y Metodología del Currículo</h3>
<p>Durante las sesiones, los participantes reciben materiales impresos y digitales, revisan ejemplos de planificación pedagógica y participan en dinámicas grupales para identificar buenas prácticas en el aula. Se enfatiza un enfoque integral que abarca:</p>
<ol>
<li>Desarrollo emocional</li>
<li>Desarrollo social</li>
<li>Desarrollo cognitivo</li>
<li>Desarrollo físico</li>
</ol>
<p>Además, se promueve la creación de ambientes seguros y estimulantes que faciliten el aprendizaje a través del juego, la exploración y la interacción con pares y educadores.</p>
<h3>Intervención de Especialistas y Enfoque en Derechos</h3>
<p>Un momento destacado es la participación de especialistas nacionales e internacionales en educación infantil, como la consultora María Adelaida López, quien resaltó el compromiso del país con una educación integral y basada en derechos para la primera infancia.</p>
<p>Este enfoque se alinea con los Objetivos de Desarrollo Sostenible (ODS), especialmente:</p>
<ul>
<li><strong>ODS 4:</strong> Educación de calidad, garantizando una educación inclusiva y equitativa de calidad y promoviendo oportunidades de aprendizaje durante toda la vida.</li>
<li><strong>ODS 10:</strong> Reducción de las desigualdades, promoviendo la inclusión social y educativa de todos los niños, incluyendo aquellos con discapacidades.</li>
</ul>
<h3>Actualización Curricular y Enfoque Inclusivo</h3>
<p>El nuevo currículo responde a la necesidad de actualizar contenidos y estrategias pedagógicas para enfrentar los desafíos actuales y cumplir con estándares internacionales. Entre sus características destacan:</p>
<ul>
<li>Atención a la diversidad y la inclusión de niños con discapacidades.</li>
<li>Equidad de género.</li>
<li>Participación activa de las familias en el proceso educativo.</li>
<li>Formación continua de docentes y evaluación permanente para mejorar la calidad educativa.</li>
</ul>
<p>Estas acciones contribuyen directamente al cumplimiento del <strong>ODS 5</strong> (Igualdad de género) y fortalecen el compromiso con una educación inclusiva y de calidad (ODS 4).</p>
<h3>Participación y Acompañamiento Técnico</h3>
<p>Las jornadas han contado con la participación activa de educadores de departamentos como Ahuachapán, Usulután, San Miguel, Morazán y La Unión. Los asistentes comparten experiencias, plantean dudas y aportan sugerencias para la implementación del currículo en sus contextos específicos.</p>
<p>Además, reciben información sobre el acompañamiento técnico y pedagógico que se brindará en los próximos meses, así como recursos para apoyar su labor en las aulas.</p>
<h3>Impacto y Perspectivas</h3>
<p>El Gobierno de El Salvador destaca que estas acciones forman parte de una política pública más amplia que coloca a la niñez en el centro del proceso educativo. La inversión en educación inicial es fundamental para:</p>
<ul>
<li>Reducir brechas de desigualdad.</li>
<li>Prevenir el abandono escolar.</li>
<li>Favorecer el desarrollo pleno de las nuevas generaciones.</li>
</ul>
<p>Se espera que la experiencia recogida permita ajustar y perfeccionar la implementación del currículo, atendiendo las particularidades de cada territorio y comunidad educativa, que ha valorado positivamente la oportunidad de participar en espacios de formación y diálogo directo con autoridades y expertos.</p>
<h3>Conclusión</h3>
<p>Para muchos docentes, la actualización curricular representa un reto y una oportunidad para renovar su práctica pedagógica y responder de manera más efectiva a las necesidades de sus estudiantes. Las jornadas de presentación del nuevo Currículo Nacional de Primera Infancia se consolidan como un hito en el proceso de transformación educativa impulsado por el Gobierno de El Salvador, alineado con los Objetivos de Desarrollo Sostenible, especialmente el ODS 4 (Educación de calidad), ODS 5 (Igualdad de género) y ODS 10 (Reducción de las desigualdades), contribuyendo así al desarrollo sostenible y equitativo del país.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo se centra en la implementación de un nuevo Currículo Nacional de Primera Infancia para mejorar la educación inicial, lo que está directamente relacionado con garantizar una educación inclusiva, equitativa y de calidad.</li>
<li><strong>ODS 5: Igualdad de género</strong> – Se menciona la incorporación de la equidad de género en el currículo, promoviendo la igualdad y la no discriminación desde la educación temprana.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – El currículo incluye orientaciones para la atención a la diversidad y la inclusión de niños con discapacidades, buscando reducir las brechas de desigualdad.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.2:</strong> Asegurar que todas las niñas y niños tengan acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad.</li>
<li><strong>Meta 4.c:</strong> Incrementar sustancialmente el número de docentes cualificados, incluidos mediante la formación continua y capacitación, especialmente en educación inicial.</li>
<li><strong>Meta 5.1:</strong> Poner fin a todas las formas de discriminación contra todas las mujeres y niñas en todo el mundo, promoviendo la equidad de género en la educación.</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de sus condiciones, incluyendo la atención a la diversidad y discapacidad.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.2.1:</strong> Proporción de niños y niñas que asisten a un centro de educación preescolar o equivalente, relevante para medir la cobertura del nuevo currículo en la primera infancia.</li>
<li><strong>Indicador 4.c.1:</strong> Proporción de docentes cualificados en educación preescolar, relacionado con la formación continua y fortalecimiento de capacidades docentes mencionados en las jornadas.</li>
<li><strong>Indicador 5.1.1:</strong> Índice de discriminación basada en género en la educación, implícito en la inclusión de la equidad de género en el currículo.</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente, que puede medirse a través de la inclusión efectiva de niños con discapacidades y diversidad en el sistema educativo.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.2: Acceso a educación preescolar de calidad.</li>
<li>Meta 4.c: Formación continua de docentes.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.2.1: Proporción de niños en educación preescolar.</li>
<li>Indicador 4.c.1: Proporción de docentes cualificados.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 5: Igualdad de género</td>
<td>
<ul>
<li>Meta 5.1: Poner fin a la discriminación de género.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 5.1.1: Índice de discriminación basada en género en educación.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Inclusión social y económica de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/el-salvador/2026/01/31/el-gobierno-de-el-salvador-impulsa-jornadas-de-presentacion-del-nuevo-curriculo-nacional-de-primera-infancia/">infobae.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>La UTN Avellaneda enseña alfabetización digital para adultos – La Ciudad Avellaneda</title>
<link>https://sdgtalks.ai/Es/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos-la-ciudad-avellaneda</link>
<guid>https://sdgtalks.ai/Es/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos-la-ciudad-avellaneda</guid>
<description><![CDATA[ La UTN Avellaneda enseña alfabetización digital para adultos  La Ciudad Avellaneda ]]></description>
<enclosure url="https://diariolaciudadavellaneda.com.ar/wp-content/uploads/2026/02/ade.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 06 Feb 2026 05:30:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UTN, Avellaneda, enseña, alfabetización, digital, para, adultos, –, Ciudad, Avellaneda</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Curso de Alfabetización Digital para Adultos en UTN Avellaneda</h2>
<h3>Introducción</h3>
<p>Con el propósito de fomentar la autonomía digital y promover el uso adecuado de computadoras y celulares, la Universidad Tecnológica Nacional (UTN) Avellaneda, a través de su Secretaría de Cultura y Extensión Universitaria, ha abierto la inscripción para el curso de <strong>Alfabetización Digital para Adultos</strong>. Este curso se dictará los lunes de 19 a 22 horas, comenzando el 9 de febrero.</p>
<h3>Objetivos del Curso y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El curso tiene como finalidad principal aumentar la confianza y el pensamiento crítico de los usuarios en el entorno digital, promoviendo hábitos seguros y responsables en el uso de la tecnología. Esta iniciativa está alineada con varios Objetivos de Desarrollo Sostenible, entre ellos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Al brindar capacitación accesible y de calidad en competencias digitales para adultos.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Fomentando el uso responsable y eficiente de tecnologías digitales.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Facilitando la inclusión digital de grupos adultos que pueden estar en riesgo de exclusión tecnológica.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – Promoviendo un entorno digital seguro y responsable.</li>
</ol>
<h3>Contenido del Curso</h3>
<p>El curso consta de cuatro clases presenciales que abordan los siguientes temas:</p>
<ul>
<li>Manejo básico y seguro de sistemas operativos Windows y Android.</li>
<li>Uso de Internet, Microsoft Office, correo electrónico y redes sociales.</li>
<li>Aplicación de la inteligencia artificial como asistente en tareas diarias.</li>
</ul>
<h3>Información para Inscripciones</h3>
<p>Para mayor información e inscripciones, los interesados pueden acceder a la página oficial del curso o comunicarse a través de los siguientes medios:</p>
<ul>
<li><a href="https://extensionfra.com.ar/courses/alfabetizacion-digital-para-adultos/" target="_blank" rel="noreferrer noopener">https://extensionfra.com.ar/courses/alfabetizacion-digital-para-adultos/</a></li>
<li>WhatsApp: 1135012026</li>
<li>Teléfono: 4201-7211</li>
<li>Correo electrónico: <a href="mailto:extension@fra.utn.edu.ar" target="_blank" rel="noreferrer noopener">extension@fra.utn.edu.ar</a></li>
<li>Instagram: @extension.utnavellaneda</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
    <strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo trata sobre un curso de alfabetización digital para adultos, lo que está directamente relacionado con la promoción de una educación inclusiva, equitativa y de calidad.</li>
</ul>
</li>
<li>
    <strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>El curso promueve el uso de tecnologías digitales y la inteligencia artificial, fomentando la innovación y la infraestructura tecnológica.</li>
</ul>
</li>
<li>
    <strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Al ofrecer alfabetización digital para adultos, se contribuye a reducir la brecha digital y las desigualdades en el acceso a la tecnología.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
    <strong>Meta 4.4</strong>: “Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias relevantes, incluidas competencias técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.”
<ul>
<li>El curso de alfabetización digital para adultos contribuye a esta meta al desarrollar competencias digitales básicas y avanzadas.</li>
</ul>
</li>
<li>
    <strong>Meta 9.c</strong>: “Aumentar significativamente el acceso a la tecnología de la información y las comunicaciones y esforzarse por proporcionar acceso universal y asequible a Internet en los países en desarrollo para 2020.”
<ul>
<li>El curso fomenta el uso seguro y responsable de Internet y tecnologías digitales, apoyando esta meta.</li>
</ul>
</li>
<li>
    <strong>Meta 10.2</strong>: “Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.”
<ul>
<li>El curso dirigido a adultos busca incluir digitalmente a personas que podrían estar en desventaja tecnológica.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
    <strong>Indicador 4.4.1:</strong> “Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación (TIC), desglosado por nivel de competencia.”
<ul>
<li>El curso de alfabetización digital para adultos contribuye a mejorar este indicador al aumentar las competencias digitales de los participantes.</li>
</ul>
</li>
<li>
    <strong>Indicador 9.c.1:</strong> “Proporción de la población que utiliza Internet.”
<ul>
<li>El curso promueve el uso seguro y responsable de Internet, lo que puede aumentar el porcentaje de usuarios de Internet en la población adulta.</li>
</ul>
</li>
<li>
    <strong>Indicador 10.2.1:</strong> “Proporción de personas que han experimentado discriminación o exclusión social.”
<ul>
<li>Implícitamente, el curso busca reducir la exclusión digital, lo que puede reflejarse en una disminución de la exclusión social relacionada con la tecnología.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.4: Aumentar competencias relevantes en jóvenes y adultos para el empleo y emprendimiento.</td>
<td>Indicador 4.4.1: Proporción de jóvenes y adultos con competencias en TIC.</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>Meta 9.c: Aumentar acceso a TIC y acceso universal y asequible a Internet.</td>
<td>Indicador 9.c.1: Proporción de la población que utiliza Internet.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>Meta 10.2: Promover inclusión social, económica y política de todas las personas.</td>
<td>Indicador 10.2.1: Proporción de personas que han experimentado discriminación o exclusión social.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://diariolaciudadavellaneda.com.ar/la-utn-avellaneda-ensena-alfabetizacion-digital-para-adultos/">diariolaciudadavellaneda.com.ar</a></strong></p>
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<title>Iniciativa de diputada Anzaldúa promueve visitas a hospitales para estudiantes de educación básica en Tamaulipas – Nota Tamaulipas</title>
<link>https://sdgtalks.ai/Es/iniciativa-de-diputada-anzaldua-promueve-visitas-a-hospitales-para-estudiantes-de-educacion-basica-en-tamaulipas-nota-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/iniciativa-de-diputada-anzaldua-promueve-visitas-a-hospitales-para-estudiantes-de-educacion-basica-en-tamaulipas-nota-tamaulipas</guid>
<description><![CDATA[ Iniciativa de diputada Anzaldúa promueve visitas a hospitales para estudiantes de educación básica en Tamaulipas  Nota Tamaulipas ]]></description>
<enclosure url="https://notatamaulipas.com/wp-content/uploads/2026/02/WhatsApp-Image-2025-12-29-at-17.44.27.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 06 Feb 2026 05:30:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Iniciativa, diputada, Anzaldúa, promueve, visitas, hospitales, para, estudiantes, educación, básica, Tamaulipas, –, Nota, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Iniciativa para la Concientización sobre Enfermedades Crónico-Degenerativas en Estudiantes</h2>
<h3>Propuesta de la Diputada Blanca Aurelia Anzaldúa Nájera</h3>
<p>La diputada de MORENA por Victoria, Blanca Aurelia Anzaldúa Nájera, ha presentado una iniciativa dirigida a estudiantes de educación básica en el Estado de Tamaulipas. Esta propuesta busca que los estudiantes realicen visitas a hospitales con el objetivo de concientizar sobre las enfermedades crónico-degenerativas, así como fomentar la prevención y detección temprana a través de testimonios y charlas de salud.</p>
<h3>Aprobación y Respaldo Institucional</h3>
<ul>
<li>La iniciativa fue aprobada por unanimidad en las comisiones unidas de Salud y Educación.</li>
<li>Recibió el respaldo del secretario de salud de Tamaulipas, Vicente Joel Hernández Navarro.</li>
</ul>
<h3>Objetivos y Beneficios de la Iniciativa</h3>
<ol>
<li>Acercar los conocimientos sobre salud a los estudiantes de manera práctica, sensible y humana.</li>
<li>Concientizar sobre un estilo de vida saludable desde temprana edad.</li>
<li>Generar nuevas generaciones de tamaulipecos activos y vitales.</li>
</ol>
<h2>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>ODS 3: Salud y Bienestar</h3>
<p>Esta iniciativa contribuye directamente al ODS 3, que busca garantizar una vida sana y promover el bienestar para todos en todas las edades. Al fomentar la prevención y detección temprana de enfermedades crónico-degenerativas, se promueve la salud integral de la población joven.</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>Al integrar visitas educativas a hospitales, se fortalece la educación de calidad, proporcionando a los estudiantes experiencias de aprendizaje prácticas y relevantes que promueven el conocimiento sobre la salud y el bienestar.</p>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>La iniciativa también contribuye a reducir desigualdades en salud al facilitar el acceso a información y sensibilización sobre enfermedades crónicas a estudiantes de diversas comunidades, promoviendo la equidad en el conocimiento y prevención.</p>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>El respaldo conjunto entre las comisiones de Salud y Educación, así como la colaboración con la Secretaría de Salud de Tamaulipas, ejemplifica la importancia de las alianzas multisectoriales para alcanzar los ODS.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>El artículo aborda la promoción de la salud, prevención y detección temprana de enfermedades crónico-degenerativas, lo que está directamente relacionado con garantizar una vida sana y promover el bienestar para todos.</li>
</ul>
</li>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>La iniciativa involucra a estudiantes de educación básica en actividades prácticas y educativas relacionadas con la salud, promoviendo una educación inclusiva y de calidad.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 3.4</strong>: Reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante la prevención, el tratamiento y la promoción de la salud mental y el bienestar.
<ul>
<li>La iniciativa busca la prevención y detección temprana de enfermedades crónico-degenerativas, contribuyendo a esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.7</strong>: Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover estilos de vida sostenibles, incluyendo la salud y el bienestar.
<ul>
<li>La propuesta de visitas a hospitales para estudiantes fomenta la adquisición de conocimientos prácticos sobre salud y prevención.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 3.4.1:</strong> Tasa de mortalidad estandarizada por edad por enfermedades cardiovasculares, cáncer, diabetes u otras enfermedades crónicas.</li>
<li><strong>Indicador 4.7.1:</strong> Proporción de alumnos que adquieren conocimientos y habilidades para promover estilos de vida sostenibles, incluyendo la salud y el bienestar.</li>
<li>Aunque no se mencionan explícitamente, la iniciativa implica la medición del impacto en la concientización y prevención, que puede reflejarse en estos indicadores.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y Bienestar</td>
<td>Meta 3.4: Reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante prevención y tratamiento.</td>
<td>Indicador 3.4.1: Tasa de mortalidad estandarizada por edad por enfermedades crónicas.</td>
</tr>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>Meta 4.7: Asegurar que todos los alumnos adquieran conocimientos para promover estilos de vida sostenibles, incluyendo salud y bienestar.</td>
<td>Indicador 4.7.1: Proporción de alumnos que adquieren conocimientos y habilidades para promover estilos de vida sostenibles.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://notatamaulipas.com/2026/02/05/iniciativa-de-diputada-anzaldua-promueve-visitas-a-hospitales-para-estudiantes-de-educacion-basica-en-tamaulipas/">notatamaulipas.com</a></strong></p>
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<title>Educación instalará a fines de febrero mesas técnicas para diseñar un nuevo modelo curricular – Correo del Sur</title>
<link>https://sdgtalks.ai/Es/educacion-instalara-a-fines-de-febrero-mesas-tecnicas-para-disenar-un-nuevo-modelo-curricular-correo-del-sur</link>
<guid>https://sdgtalks.ai/Es/educacion-instalara-a-fines-de-febrero-mesas-tecnicas-para-disenar-un-nuevo-modelo-curricular-correo-del-sur</guid>
<description><![CDATA[ Educación instalará a fines de febrero mesas técnicas para diseñar un nuevo modelo curricular  Correo del Sur ]]></description>
<enclosure url="https://cdn.correodelsur.com/img/contents/images_640/2026/02/03/b4f85d0b-361f-4f1f-97d1-58e640118231.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 05 Feb 2026 23:30:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Educación, instalará, fines, febrero, mesas, técnicas, para, diseñar, nuevo, modelo, curricular, –, Correo, del, Sur</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Transformación del Sistema Educativo en Bolivia</h2>
<h3>Introducción</h3>
<p>La ministra de Educación, Beatriz García, anunció el inicio de mesas de trabajo a finales de febrero para la construcción de un nuevo modelo curricular, como parte del proceso de transformación del sistema educativo del país. Este esfuerzo se enmarca en la búsqueda de cumplir con los Objetivos de Desarrollo Sostenible (ODS), especialmente aquellos relacionados con la educación de calidad (ODS 4) y la reducción de desigualdades (ODS 10).</p>
<h3>Participación y Colaboración en el Diseño Curricular</h3>
<p>El proceso contará con la participación de diversos actores del ámbito educativo, incluyendo:</p>
<ul>
<li>Especialistas</li>
<li>Maestros de base</li>
<li>Directores</li>
<li>Dirigentes del magisterio</li>
<li>Rectores de universidades</li>
</ul>
<p>Este enfoque participativo busca garantizar una propuesta integral y consensuada, alineada con el ODS 17 (Alianzas para lograr los objetivos), promoviendo un trabajo serio y responsable que se espera concluir hacia fin de año.</p>
<h3>Reforma de la Ley Avelino Siñani</h3>
<p>Paralelamente al diseño del nuevo modelo curricular, se desarrollará la reforma de la Ley Avelino Siñani, que actualmente rige el sistema educativo. La ministra García destacó la coincidencia entre los distintos sectores sobre la necesidad de modificar esta normativa.</p>
<ol>
<li>Inicio de mesas de trabajo en aproximadamente dos semanas con diversos actores del ecosistema educativo.</li>
<li>Elaboración de un proyecto de ley para ser presentado a la Asamblea Legislativa entre agosto y septiembre.</li>
<li>Posible aprobación de una nueva ley para el próximo año.</li>
</ol>
<h3>Objetivos y Beneficios de los Procesos en Curso</h3>
<p>Ambos procesos, el diseño curricular y la reforma legal, tienen como finalidad:</p>
<ul>
<li>Fortalecer la calidad educativa (ODS 4).</li>
<li>Responder a las nuevas demandas del sistema escolar en todos sus niveles.</li>
<li>Promover la inclusión y equidad educativa, contribuyendo a la reducción de desigualdades (ODS 10).</li>
<li>Fomentar la cooperación multisectorial para el desarrollo sostenible (ODS 17).</li>
</ul>
<h3>Conclusión</h3>
<p>La transformación del sistema educativo boliviano, a través de la construcción de un nuevo modelo curricular y la reforma de la Ley Avelino Siñani, representa un compromiso con los Objetivos de Desarrollo Sostenible. Estos esfuerzos buscan garantizar una educación de calidad, inclusiva y equitativa que prepare a las futuras generaciones para enfrentar los desafíos del desarrollo sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la transformación del sistema educativo mediante la construcción de un nuevo modelo curricular y la reforma de la Ley Avelino Siñani, lo que está directamente relacionado con la mejora de la calidad educativa.</li>
</ul>
</li>
<li><strong>ODS 16: Paz, justicia e instituciones sólidas</strong>
<ul>
<li>La participación de diversos actores en mesas de trabajo y la elaboración de un proyecto de ley reflejan procesos institucionales inclusivos y transparentes, vinculados a fortalecer instituciones sólidas.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todas las niñas y niños completen la educación primaria y secundaria de calidad, que conduzca a resultados de aprendizaje relevantes y efectivos.
<ul>
<li>El nuevo modelo curricular busca mejorar la calidad y pertinencia de la educación en todos los niveles del sistema escolar.</li>
</ul>
</li>
<li><strong>Meta 4.3:</strong> Asegurar el acceso igualitario de todos los hombres y mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.
<ul>
<li>La inclusión de rectores de universidades en las mesas de trabajo apunta a mejorar la educación superior y técnica.</li>
</ul>
</li>
<li><strong>Meta 16.6:</strong> Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles.
<ul>
<li>El proceso participativo y consensuado para la reforma educativa refleja un esfuerzo por fortalecer la gobernanza y la participación institucional.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1:</strong> Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>La mejora en el modelo curricular y la reforma educativa apuntan a incrementar esta tasa, aunque no se menciona explícitamente.</li>
</ul>
</li>
<li><strong>Indicador 4.3.1:</strong> Proporción de jóvenes y adultos con educación técnica, profesional o superior.
<ul>
<li>La participación de actores universitarios sugiere un enfoque en este indicador para medir el acceso y calidad en educación superior.</li>
</ul>
</li>
<li><strong>Indicador 16.6.2:</strong> Proporción de la población que percibe que las instituciones públicas son efectivas y responsables.
<ul>
<li>El proceso participativo y transparente para la reforma puede influir en la percepción pública sobre la eficacia institucional, aunque no se menciona explícitamente.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Educación primaria y secundaria de calidad para todos.</li>
<li>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.1: Tasa de finalización de la educación primaria y secundaria.</li>
<li>Indicador 4.3.1: Proporción de jóvenes y adultos con educación técnica, profesional o superior.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>Meta 16.6: Instituciones eficaces, responsables y transparentes.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 16.6.2: Proporción de la población que percibe que las instituciones públicas son efectivas y responsables.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://correodelsur.com/politica/20260203/educacion-instalara-a-fines-de-febrero-mesas-tecnicas-para-disenar-un-nuevo-modelo-curricular.html">correodelsur.com</a></strong></p>
<p> </p>]]> </content:encoded>
</item>

<item>
<title>REENCANTAMIENTO DE LA EDUCACIÓN: UN ACTO ÉTICO, POLÍTICO Y EXISTENCIAL EN TIEMPOS DE CRISIS CIVILIZATORIA</title>
<link>https://sdgtalks.ai/Es/el-reencantamiento-de-la-educacion-como-acto-etico-politico-y-existencial-en-tiempos-de-crisis-civilizatoria</link>
<guid>https://sdgtalks.ai/Es/el-reencantamiento-de-la-educacion-como-acto-etico-politico-y-existencial-en-tiempos-de-crisis-civilizatoria</guid>
<description><![CDATA[ Los signos de los tiempos presentes proponen hacer una urgente reflexión sobre la educación, su quehacer y sus posibilidades, con el propósito de encontrarnos con una institución que responda a las condiciones epocales mediante dinámicas vitales que den razones para pensarnos en una nueva humanidad. En este sentido, es vital la persona del maestro; es él quien, con su vida, compromiso y entrega, permite realizar los giros urgentes que avizorarán una nueva civilidad basada en un sentido de humanidad transformadora, al asumir el reencantamiento educativo como un asunto urgente, inaplazable e intransferible. De este modo, el maestro, revestido y expresado desde esta condición testimonial, se constituye en la «didáctica máxima»; es decir, en el paradigma vital que dota al aula de gestos transformadores que reencantan y redibujan el paisaje educativo y social a partir de la experiencia de dialogar desde la condición humana y la humana condición. ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Thu, 05 Feb 2026 15:28:14 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Educación, maestro, transformaciones vitales, nueva humanidad.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: normal;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">REENCANTAMIENTO DE LA EDUCACIÓN: UN <span style="mso-bidi-font-weight: bold;">ACTO ÉTICO, POLÍTICO Y EXISTENCIAL EN TIEMPOS DE CRISIS CIVILIZATORIA<o:p></o:p></span></span></b></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
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H6vjCdxcUiJhCkp7Q+EsNNTq0gglDv6FTA9Hs3giFlAbwT7jLAJtAT2rtrPkhGPlCtWO0NY6wpipSMgYKwcYwL+BPvd4TR2hzLYJOD3RLDeywwhgfXuCNa7KRspZLHWxWxCOW73UJ6JY70jINEywXO/P6IQASP8/igOh1Oy9geTksXs9TMDSuLaRJ2A/PFgGCfDEVwcrMWNyQSujPJxBEf9Iex0+QTgLw7FJBs47A9LdiURf28tNttc2Opw43CAchGlIQ/2+wJy/WEfrw1JpM/vuE+yIjF2BmTxtcN+ynW1WG/1CAGsMNpvYyaQjfzb+O/FJ4uEv9HmxlaHT7IF3mOrI4jVJo+yWnwSaPDfG4F/odGNqZQdM3UuIYDRpFXWcNSK4bgVgwL+JvSGTOgLm9Ed0KHLrxFptdOrQqurCp0+Hb7QUN7JRvoEf3XOvwrY86jL/0rWGQGoLvwJOko4OV/KUVf4jZIJkCgKv4W2iFIKQViRUEgAhsLvBGgpn1Am4tFYRGI4B1tFNtovJpgSaJkB5Euk7ajMh1ddAmd1kSLBlOXCVV0Ae8V52MoosZyHo5JEkQ8z9XeRbxQSMJTkoiaPdYZvJYsg+JMIjCU5UtdgpmIuyZH7OivzRbM3luYq0X9xDuyVBXJffh8b9X1mAmVKJkC5h1E/ScBRSRknX6J8Z9UFAfVATZ5E9tT5hQQqmQlQCsqBq7oQVpJAZS58NfmIGUoR1ReJ5k/Zp95ahjpLmWj5GXOJ/JEarCXIGArRZCkVgE/p8iUzSJuLkDKXIGYoRsZSjkZ7hbwuoO2qlEifEW6LnTWBrP7PiN9dmQX0agH3Pkb6IsVUoddbgx6PGr0+Dfp8arnmn4tZgkoAup+gT92eUpGP2j81f8o/6mzkrUEvr82SxUCIUgpB2ICBLAgPEoAD/+91QyEdhkN6DAa1GOExe45ZwZnUI9kFCYWRPKWhEDMCZfF1kgq/B6Wd3iBJSINxZhdRoyIf8fGZbBQ1ZgnAIuTC6J/6qlITUMB/Im1TsgBKQ2GNyDyM/rn4n5Cp/3KbB6vtjEZrsS3Rmw8b7X6J7jY7Ke9QHvBnwT+ILUoxvSGpA5AACP6Ud84kIYKB6Mz9IXmdJCCZQH84SwC1CkEMRXBxJCYAd9QflCiVwH4xmx0wc2DET7nkeCyFg4EwjgcjuDKWxCWSS38YO/ws1g36wtjpDWOjKyByETMBAurFsXSWEGKSIZDM+LOSDBiZkwwYhfMxM53FVu/niJyaPyP75Y5a7A5nsD2Ylgxgg1nCQBK7Q2nJEijdiMzTrdQi+Nn8XW50kWxCco6fR8An+O8PRHEwyGyEBJDG8Wgd9vopCYUlM+A1J6NJIQCC/eWRKC4N1eLKCCWhIC6xHsJMqifweR2TUJlNdQVw2BvCyVBcSGC7y4u9Xi+OBmux2+OV3xvlI5IAiYK1gqPBBI6p/3cFsNXmwW5XUGoOJAESAAF9RaJ4F5ab3Fhr9og8tNUZwCaj/haXkPtmu0d5PzOHTj+2mOG0+bFGSbHRgemUWf79MdNk/YkyJOUh1gUm65wYTzNocWAwahHA7/Rr0R00oD9iQW/IiE4f62katLmq0O6pQadfhy8k4r/wr9AXUPb5FwF+Lk3un6DJ5ZGvfSmvKyTxJ6jO/ys0OX+CrvArmEoUzVwjss/X0Jcwkmbh9VuJzgn4jNZNxd8LEZyBva0877PkQxB2VOSJrEKAJLBzOavy4a4phL0iF7aKXLhV+SKrcJmKvoGjKhceVVE2Mqf8cwHq/G9hKMoRiYmgz8jeXJkvNQXWAhj5W8vyYCvLhY2gX3JekXjO6gpSwM0VAiLh8DvZy3Ph4OdXF8BVlS/A76zKg1ddBFcVI/xzcJR/D19NLgKqXPiqz8NffR6+qgtwVZ6HgwSQvafctzIXYUMpEpZyJIylQgAJQxGSphJkrGUS0WeYDdjK0GAtQ5ONuj41+iqRgdLMDuyVSJrLEDUUI2lUyKPRWiq6dy+BNaiRWkCzo0wkHFki+SjRPcH/jBAoGVHGEanHRWBXCeiygCs1AxaFKROJJKRSagYkDZKJr0aAmMDPdUYE/VmiGIkYMEgCCOtljTASDxFM9UI4CrHUYDiikzURN2EsasBgUI1hyju1Wil4EfD/p/wzFDHK5xLgWShWCr2Ud0gwCiFIRhJQSzYxHDViiOTD94b5nfQYjZnke/A4kbLJdxtPWhTw53+wlBVTGSsmUmaMZusAzABm6ij3OLHQ7MJyixurbV5sdAayabxPjqttitTDtU2dmXpxK9P9sGQCqy1OrLW6sNXlw3aXX7ToMwIQQuhWiEEi/X5Gn1n9mdmCyEMBHAyGcUjQHwwJCRDYGPES4EkCJIBjguAIo+MQLo0mcGkoKlr40SDJI46DgYh8P4L+DgutvWFsUxYaZO0gJud5XG2n1BHMAjOlohjWSW6UZ7K1AAHxnrBSCO4JS8GXS6L73hjWe6JS5N3opSyk6PXU8JltHLDWIFF/KAvwcfkcfobULrLArixq/BH5vvtDzEwiUtsgCVwazeDyWAbXJjI4GWXEn8CVkSiuDEdwbSwqJHBtLI7LIzEc9dcK6PN3woyA15I0tju82CcRsDDcxSKwH3u9fhwN1ArBngwrmRRrAvs9QRxRkuoOCmEcMIPg77M7IJE/13Y2kl9v9WGlyYPNNkb3fmyy1tPORdLwYZeF5O4Adni+zYPNFjc2mTU2OYQAlpvdWG7xYrbOgamUTYKQ6bRDApiRhFIEHow50B+xoafWjP6oDX1RG3rDFvTWmtHh06Ldo0aXn0SgQ7OzGl9UU9a58E/QPztqKevkUwZSCIBHba5CFqocvud/QV/4NQxF34q2T0moJvdLcfvwuThnCr+TaJ6LejmB3FlVICDIiNhRWQBXdTFclQXwqYoEbAmsXIq8kiPFU2rrjLpZTPXU8B6MqllYpdaek9XfSQCUds7DIBLPeZhYQ5AMIBdaykMF34vkZCnley7AXVUIe/a7nWUpSuFXIR9XVZ5E+D5VITwko8o8uCoV4PeoC0XekUXJp+J7OMu+gafie9SqchBUnUdAlQN/Ta6i+VflwVNdAG9NIXyqfITo7jEWictH5B9LOdKWMiTMJZIFZMxcSjGYspDo+9T0nRVIGosRNxZL9E8SiOuLkTGViN7P4iwjf0WfZ8FWjS4+d7HoSxlH+//IO6L3Z907be4KdAf4nhopGJM82t0kH+UokX2QBd+Kz9IRAVqAPkaZhNq+Ir0IMQj46mSNx00KYFPy8Svne7KyEsF1OKwRiWWoVo0+XyUGgyqMRfXy+nBYj4mERYCf9QFFEqKEpcFwxCjyzlmt4H/KOzwS7PkzDxP0a3WyeE/eb5SAHzdhOKyTz+CaZoEtY5PzMxkbpjNWLDQ5MdfAdJtOHhZ06dZwYb7BjsVGh6LdEvRb3XKkhr/W7v5c2N3Oav0kga2uANbbCApebHf6sN7qksiPBMBrCMjMDCT67w0I+B9mwYaShUg9vUHs9DJSZ00g+M8MoD+AS8OKHCQSzxAj5CiuTGayzpmoAmAsHA9GhBTofiGo7w9GsUfAZyQ7lMTRaBJHI4lsJsBrIxL9M0Og44VHLikCtytuJ4I1awQkkBVmPVIfqMVGd0gKxStSLGZhmOfoImKWE5HaBKUvLtYmmI1Q6uF32xtQshhFGvNK5sTon3IVyWCnN4T1Tn6vILZZuO4nOMdxaSgu0bpkAEMR3JxI4cZ4Aremkrg1mcLV0bgQ52FfEFfHkrgxmZE6AYngiMTb48clkmOHV4iXmROJgiRLAj0eCMna6/bK8SIL7Z0eHLIWQzmnnSTvFv1/p6sWO50sKkew3kzA92Mz+2/gDPB3Ork88rmU8jbpFGt2YofES4eQyIp0lLlFgiT4K0e3ZK/MZEeSdgH/gagD/VG7OID6Ynb0RqzoC1vRHTSiM6BHV8CANq8GXQE9vqj6nlH/n6C68C+fJZ/qc/9f6Au+gr6ARPCv0BX8Cfr8L2Eq+AZGSj15X8JUTHBXnC/agq+gK6QFMwv+lH9E+/9GwFwB/5wsqFPKKfxnNFxVKKAY1JbCXVUAZ0Uugrpi+DWFYpukhGIs/EoKqbb/QQB+Vb4s6u8BbSFc1cwezkumwkIxswxG9iIRlV6QjMRSngObSE28b+5nQPaqCmGvovSjRPY+TTHcNQVwV+fBq8qHtyYf/uo8uMrPw1uTJ/JNrb4YfjVdOHnwVJ6Dv/ocgjXnEKw+h3DNOaRN1PZp0cyFs/QbePjdy8+JbTOiy0dcn4+UsQBpY6G4euoksmc0X4SkgRlBIRL6AqkLKLbOYjTZy0TOaXRUIKzLEwKJGgqFEJqdVWh3VwtwK+BfjXZvDfpYaKVckwVsyjhcBEHq9lLEZVHYr0KbuxJtnkqJqDt8dBCVoNleIvKQ2C5Fb6fmX4Vub5Ui71CG+R+LAH92/7O6AaWT0ZhOZBS+RvBn1N8frMEoI/+QBgOBGjnyea+nQjlXq5L3jET1GOM/cmYTEv0rEg6BfZQEEDZIBHRGAMqR5ECrnEkkIC4C/FiMTh6TWDlJODzyOT9nPEGbJyN8G6bSyvnpjAXTGbPY9BZbSAS2zxr/QoMdS812sfYR8GkJZDHxrMBLEFekAEaELO4yArRjq8OrWDk7eeTr1PYVd896u0cB9x5G1LQusgCpSDfU9wngLEJenkiJtfOAUWk2AzjsC+BkJILL41nwo0tolC6hqMhIrAswK7g0lpQjnUNHQ8wUWCuISK1gizo4JY7xlFzPdcRMYegs4lfAn6TB99CyygidFka+dpYlMHPgdawpcG31hEQuI6BT3qLkJTWMvlqpbygFcN/noveZ7ZXHsxrJmfX1TBLj47PFz2WWQAmIts+rowT5pEg7PF4ZjgkJ3J6uw7XRuDxmJnBpKCzr2jizI+UxCePSQAiH/LxuykKM8hWQp5xEsr0yGsPFIdYKfDjs88s5ZhOUj/i3XW+jJdgp2SFtpccsqvexsExpR5F6VhqsUmfY7vAIkRz0+rHbRRIIYrPNieV6C1YZYDDLbPZgiq4zFn8baCtWwJ+LGQCDoLGUA4MJBzprzbJ6ozYMJFxy7ArxnAntAYOsVq9GXINf1JwnyH8Nbf7XAtra/C+zss/XQgIEcT43FX8DU9HXMBR8CWPRN6LB0w5JcKcN1FTyHRxVebCUfA9TkUIOfI3A7CHAViiR9pm0c0YAlHACmmIEdEVSHPWpCxDQFgkJ+DQF8Krz4ShTiquMtH2afPhrCLoXEFDlI6gpRFhfDGfZObjosKkhETBjuABXTREcVQUC+qLfE/yzIG8rPw93VS4CmiJ41YXZ88r7+fn07QfUBfAJ4OchxIKtOl8WffcxQyGi+gLEuQwFSBjykdDlIK65gLj2vBRc6y1F8jiqPoe4+jwSmgvIGPNRZ8pDgyUfKf0F0ejr5Rztn4VosCmAT2Kop93TXIwGS5E4f5psjPKZIRD085XPNOaLVbTZUY4OFn+zsgxBuzX7+KzY20PLJSNo6uj08Yudk44hxcNP4mAGQHBlPwAXo3++t9NTjr5AtSwC84BINDr00VOf1fAJsGdEoIA8i81qsU8yyh+krz6iFUAnwI+EtRLpj0YI/BqMx3QYixkwSjCOGwWguc7ew89g1M5onuAu0k5Ij7G4GUOi31ulzkDnD49jLOrGlMLtdMoi95xJmzFXZ8VM2oKppAmz8pi+fnP2nAWz9XT1WCXqX25ipG/FSiv9+m4sNtsx32CRxyutTon0CFxn0T6jdxLCRqdHJBrFRaIcGblTNxZPetZWyONBXzB7pM7sV3T5PgIk9X6CR0SAnwTA6PPSSAyXxhK4OJbA8XAEV8fjOBmN4sp4HJfHYrg4HM6eS+AywV7cKyGxQvI5MwCRgIZiIgspRWbKKmEcMLodo2SkADNtpbSRKsDNRZ1ekYxIGFxn2YC4hyjfUB//DOB0FQWx0cnCNl8PK70LtKxmMxh+D5G4KFmR4GjPZBSejab58+/11woRsO5BUuA9mMUcD9HFpBTML44lhdCujqdxY7JOovprYwkB++tyTOLOTAY3xkkIUZwM0g4aFncQCYAkyiMJ4jK/R19Q1kF3AJd47UAIl4fDuDzMGkGtyEpXR6I46PFht9uL3U4WlZW/L6N/1ntoW6XWr9QLlL/3PslfQJ+Az8jfLQTA41a7UzIDRv1c680urNJK3Mjgw4mpOgdmGj1i+5xKOaUQzD4ApV7lwHDShrG0G0NxSkFW6QXoDZnREzKjL0IiMKGz1og2vw4tXi2+oE1TW0Dd/HuJ3tWUeSgD5f0JZvG5s2j7LXTMAIq+lkicETkbmM4awQjsBFVq5DYSQOE34pO3ZUFfXquhpk7AZ/SvSEHMBCin+GoUoGV0TW2cRwIzo+yQvhhBdQGCqnyE9SUIG0sU4FcXwFn2/efXhBDUBfBzaQoEzBUph24ipahrLWcWomQitG66a3Il0wjoioWofJpCBPUlQj78bN7bXX4OgZocIQACf1RLwGXRthBp2jQtRUgb8tFgLkCjpQCt9hK02IqQMVxAp7sUHc5idLnL0OksRo+7FN2uErTb8tDjKcZQoBJdrhJ0ucrQbCsSsKXuTsmm3VkuS/R5VwX6giq0uUrR7i5Fu6ccTbZiNHBZi1FvLkSnu0LAlBp6rwB3Kdpcyj16fARuFfrpm88CtWQCtRp0eCrFskng55Eaf38trZ5V6GUzmKsc/Yz+/VXoD9SIZXQgqBLw5xqNGOR+LEgp4KyXIzXKs6ibIEwSIJBPxI0C/mMRfZYA1AL8XBNxvXjuqbkzMidwMzIneYxEKCVpMRLRK/WCsA5jcX6OFeNJM0bitG+y0UuHsaQZExkrRqJajMX1mG90YDZjFcCfq7cKoC818RyBn6RgElKYq7NhoYEOCycWRHN1CfCzYYuRPo/zDcwGHFjroNzjVqK9dvdnSycJYL3Dje0eavkKsBP8BcTo38+CAIGNoMzHEq1TXqBuTysigW00hivjKQH7s9d4D0oUBHGC/yWC1XRagJ/r0ggBka9T46/FyWgM1yfTUhe4PJq1Q8r9IiJbXCWJENhGojjJkgmJ5cxietZboCyFBFgPoGRzJgtt9yqEIBF4fwSXxtNCJpcn0kJgtKcSqLmkYE0//lgc+/1BIS2SFZ01R4MK0SlEGBKwl6JsL8kyIG4n/j4vjvK9iiwmdQ4hzYD8vvj7uDgSxY2pDK5PpXE6W4dr43HcmEjg2lhMjjcm4gL+BHMeGblfn0jKIgGQDG5OpnEyGMIB5Z1+Py4NBnGxPyA1BAL/pcEAjnq9QiAnlNr6KL+FcNSvWEfXWt3ZfoWYZCTbXdn6QNZGyvoDf++UnEgABP/tDhc22xxYbbJgrdkuJLDeooD/vLh+XFho9mC6wY1Jcf44MZawYSxuFRcQiYEB0HjGgXESQcyMgRBNDnb0BGl4sMnqDZvQ4lGhxauWTOALDTtz8776bM+k15/FYEpCzAIo9Vikuel7GAu+gZU6O+We/K8kA1Akl28lI7CW5sBdlS+ed9YGLGWKU4cgT0mFBEAyUHz0LPAWwasqgq86H7UEfJIBZZcqSifFCOuKEdGXIG4qE6tkzFiKpLUctdoCBBmZV+XIMaorFoCOGkoRN5UjbCiRBisP768u+VxzOPt8p9QWWIw+D5+aWUc+XDW5QgAkBPryQ/oiRHSFiOoKEKq5gJguH1FtHpKGAqT0Oagz5aPJWiSA32orRqu9CB3OEnS7y9DrLUO3qwidzkL0+cowUluNIV85hvzlGAlWoN9ThPFwFabiarm201mKVkexRNpKNE13TLVo5HTdMHIlmA2EqtEfrMJgSCWROK/pD/JYgf5AOfp9ZRji/f0V6PaWo9tTjh5ZZegP0OVTgaFaFfr91ejzsSu4DF0e9gawu7cMXV66iCgTVYoOz5+Fq8dTIXo8i7IDAUbrBoxG9Ip8I/q5LgvMJALLP4E5bhLQJgiPJyi3mDAe02OMoB7RypFrJExCqcFomHq/GqMxrUTkdD0M1dZgJKIROYbZAI8kE/4+SA48x+Isffr0609maIczYiJF0qGmb1ZAv86ClWYnFhqsmErpJIpfbLJKtL7MqL7eKpIOQZ+6/iJtey308yvyDsGf183Vm7DS6lAAv9OnSATU5MXOSU8+HTVBHHz2jbMTVSECgj5thTzy3JnHnIBOmefMmsmo9nj4n3r91fGkEAHPU9O+NEKATeKYcs9YDNcmk7jK50MhAT4+J/hfGfsnMVyboC+e1yuZgnjixxNCFGekQSIgIB9T5hjO2k+zjWZKN3FUagUEeWkiG2QnLckorRxHUzgZT+HqVAaXx5NSoD7LbPhzMROShiy6ckboRlIyFvlcyi5So4jhZITfP5nNCOj/VwrfJBQS1GUhMv5eUp+lsYMh9joQdIO4OpHAFQL9eEysn9cn+bPGcH08KjWAqyOUhVgXICEk5XehZAFKJnB1JIbrlIcGCPRuXB4O4mTIj+vjESEDEsEhpZ9eOoqiuDKWwhGJcTAutQkBfdZVmFGROLO2UtYHDnoDQjqUmijZ7XQx6ndhvzeA1WY7VvjvsdGONTYNUkJq9WG1NSDdwfT/sxt4mrp/nM1fzAjckhFMZGyYrLOLI4hkwJoACWE4asFAhA2WRgxELBiM2cQW2lNrkm7gLyjXsOh7BuS6vK+gzfkTzEXfwVT4LXS5X8JS9B1s7HRlkVScPEqB11isZA1K01SONFtZygulk1fphqX75xyc1bR7XhCZxa0qEOJgtkD9nYVVX3WBrKC6GCFtKYJqgnmZeORD2iKxShKMU5ZyxA3FiPF5TR5imgIkZGxCGRLGMqQslQhpC1GrVYDcU80aAbV+jmHIh1dFVw99+HmSJbirc+CqOgefmtF/gRBBQJOPoCpHwJ6RPrX3jIkduueQMeSJBJMx5aHFUYIOL62XRTJKoZvRvr0APa4iDAfKMOgrwUhtBcYjNXLkGgtVCfAPBcowGqrEcKgSA4EqNJkLRGtvdbETtxLDEQ16/BXoE9CuxHCtGkPBmixQ8h7VGA9VYiamwUSkBhORakxEKzERqcBssgbLDXrMJTWYiakwHVVjKqLCbEKH6YgKM1EVpuU9VRj2l2IsVIlBfxkGgyQQZQ36+b1V6HUXY8BXhgFvOUZDNRihZs+mqrAOkxybEKrGSEgl32ssRkBmIVeHiSRlGS3GY4zwq+X1ibgWM2kjJhM6jEc1mE0ZMR3XyZpJ6jGd0GAyrsZkQouJmBpzaQMW60xynE0aMJMyYSyiw3TKhCmSCckgYZDawkSKWr1V0faTJkxR349pMZHQK9F+sw1zaSOWCPr1ZsxnTFhutIkev9rswEKdGUuSFdhE1qFFb63FLfY8erOVxXOOz/9J11scUrijZsvFyI4yAIt4O10e+Y99cYBRITV6ZfE//D61XkaMlEfYoEVdn66cEdocFdmFkfjFodBnSYdHAjPXQX9AzilSD2UdBQivTaTlfpRPlOYnxeopsg+fy3VxXJtK4PpUClcnKBHFskQSk8iaixIL1x5rC+OJz13GBH8+przDx5RbRHZhlsLHg1Fcm8zg1nS9Aub8voOsXYRFh6crhgQgwM0MhhkB+xeG46LRXx/PyOJzunGka1cIh5/9T9nneDiGK6OUsZSRDpRWlHoHu4T9Uh84q3kwq5GfcySEGxMR3BitlXVrIox7MwlcHwsLITAruCkkwQwgjJtjMVxlLWCgFteHg7g27Mf1sVrcmk7gxhTrBrUC4vw5d8UVFcZKu9LtvCOjKELYorOryyeAf8AMhZIfZUFxHYVx0O2T6J//FmgFpcNntc2P5RYfFpq9Eu0vtSqPV1qDmG/wYL7Bhek6uywC/kyjGxM0LTQ4MVFvx2SdTRxs7GfhkUvccbVGDIZJAgbpD+CR+n+zU4UvGMlTxiEBiOc/908wspBb8A0M+V/Lkbo+MwACur6ANYEvoc//Cvqir2Es+Q764u9gLFW6cjmywcT5PiVKty7Bn/q7MlqB2rxSGxDHDzX5Mo5HyIG3KhdeyjAqEkGhLD8bpiovKJG4njbJUnHI0DWTov+dz02lSBuL5VxUVyjOG3cV6wHfI6Cmc+c8allTyDZdsXDM55SLhChUeQhqKB2xqJyLsI56fiEypmI0WorRaCpEC7V3ayGaLQVocxSj0ZyLFnuBrFY7o/xyifh7XIXocuRi2F+MqWglpmPVGAuVyePRYBkmSAi15RgPlWEiUo6paDVGaivR6y5Bp6sEjZY8dHtL0esrRX+gAgNBjm0owVCgGkP+SpGMmDVMRyoxF6vCfFyFmVg1FlJqrNRpsJxRYaVejcVUFZZTKizEa7AQr8ZiSoUlXpNSY71Oh6WkCqt1WqzVabFSp8NMvAorDQYs1ekxn9ZiidfU8ajFeLgM0/FqLGR0mOVnx9WYEeDWyHeZimswSaJJ6TGdNmAsosJUgq9pMBFVyTVzaR2W6o2YT+kwm9RgOq6S57MJNZbqDFjMGLBUr8diRov5tB6LdXqsNhqxUq/HSj2/F4nAiNm0ScB6Pm3EQsYspDKR1GG2zowZyjkZE6aSBkzx+yV0WKi3YKnRijVq9W1OrLc6sEntvsmGpXqm2k5s0G3BQlynD6sEeI5poPbaysKbE5t087Q6sdJoxU6nTwq3LNytNlkV4O9jkZDA7xMNd7vdJUelmMcMwY2DHr7ulWsPevzKsY/Rf1CJuFl8zGr7hwMRxc9PrXmMkkk0GyVH/h8CUKJ2FoR5XRzXKGFQBhn55zlKPAR+LsoOl0cjuDKezQAYJU+mspE+C8FhkWkkYh8IyvlLJIcxJQMg+EpROFtAZofx53Mj7LAl+Nfh9mxdVicPS9RNDZ7OGSGjkYRcx+9FCYoF1Zui1bNpi983hYsDCjFwkTz2+LtihM9aCKUwZj+jbGRT+hiYAUgWMMjvrfRGbNMtNZrArdl6XBuP4cpILa6OBHB9JIjrwwHcmgjh5kQIp5MR3BhT7KF35khAEZxOxnF1KIRrw2GcTsRxezyEywNuXB0O4uo4s5Mo9nrYtOXCNl1QbT5lbk9HrVhgt/vY5evDRqsDe90eHDAQ6PVjv9Ml/w6OelkoDuCI0T9tv+0eLDdRy1cMCHONXsw0uKXQS11/vtmLqYwD800ezDa6MM36VJ0D0xmHjINgRjCWtmKMQU+SjYxKMyNrZKy/samyy1ujNGIGteivNUgjGHsEhAAo9RgKOcaBPv8vob7wL9CyCSzvSxizc36UGTckALp7vobqwv9HHEL6oi9hKCYJfAtrFYesnYO68FuYsp2zXCQAavDMHigJndUBvDVFYqlkZO4uPy9gX6stFv09pFWkH4IzbZS0O3LYGeUYzsOhO4b+eHbM8iiPLaXIWEpFqvFWfQd/9fcIaXIQ0echYytD0lKKsK5ISCBIsK/ORa2ahd1Cpb6gKxT7JgewpQ1c+WhiUVafgw57MZqMOWi3FqDdlo9udzE6nPlos+eh01mAXk8R+r3U9EsxEizGWG0Jluo0WG8yYDZegflYJWYZnUfKMRctx3SoBPNyvgKTtaUYdBeg312EPldRNmOgDbICw7WM/mswFGDWUIHJmBozCYJ5DRbj5ZgLlWIuUi73WU5VYyVVjfU6FTbq1VjLqLCUrMRKphrrjRpsNPBctRxX09XY5PerIyGosdtixG6rEdutBqzW12C5rhrLdVXYbNFhs1mLjSYttloM2GohKGuw1mjAWqMRqw0GAemddju22hzYarNjiYCd0cp5XrOQVmGjxYjNZiM2m4xYyaix02rGdosZy2k1Nhr1WK3j99Nht90sxLTTYsJGgxbrdRrsNpuw227HcoMJG4zOGy3YaLWJVrrcZMFCgxlbnR6JyNdaGNHbZC01mLDWwkjdJoC838tCnWKzo8NCWYoDY7PdJf+ptzvZsWnGcoMF6/TpN9vlmo12hUC22tnEY5PzG6127HS6RL/d7VIAn8/5+HjgLMUnKThxNODD8UBAXB68hs4RPj5mJJmVYC4NRyWaV44Ecnr8g5+jfxIBG5H2en2fM4NrkymRObhORkkcigtICpsEX+rflIeYMYywWMxrGakncXM6jcuUgLJFVJGcSEAsqA4EcXkigctTKZwISSgEQDspJZ4zFw4XJZlrk2mczmSyejs/K4QbY1Hcmozj1iStl2lcn1CKrPw+zIb4+zmRLIG1iKSQFEmBfx+SFfVxgi1fV9w3SlbDDIHRPzMdJePhz02iCMr3J0kcDtTKd7k5lZQon9H7zfEQTifCOB0P4/ZEGDfGgrg9FcPtyQROpxK4M5PE6WQMd6cTuDURyxJADLdGfbgx4sNxPy24MbGibnQEsNrilS7grW5G/wEs0e7JAjAb+5jlsWlsMIDjHg8u9npxLIGAGwf8N0i3WPbf00abB0ts8mKNKuPEfLNPCIDOHjYhsiN9nIVekkCzF7MNbiw1+zCddmI8ZsV0UplLRcmVmQGvZ8+LmCTYa+NnXY8d8VoZ4dLHQYveGrR5VGhnEZhOH4I8wZ/uHto9dfmUhL6Epew7ZfJllggMhV9BxyFwBX+CqeRrmEq+gbnkW5jLvoeerxd/A3PZeZg4CI0WzAo2dFF3L5AaAIGf9ktmAY7ynKz9syQr97AYnHXgVOZIAZbunjAB2VohlsekqVg6YBsd5WiwlaDFUYlme7n43zk6odHG7CAPKWMhkgZaLXNRby9Bg70UCUMBYnTsGFkvyEeYS1uIhKlMnke0eYhqcsV9k9RcQL0+B+22InQ5itDrKka3vQDdjgKRdoYCJRiLVGA4WIKRYBn6PQVKpB+rwExcWXME37oaAeWlRKUANEF5o06NjboarGeqsZqqxEqyCguRMiwnVVhMqCRbmIpVi1REwB8L14gcQ2JgxjCbqMRqXQ02CdB1NViOV2A5XonVZDVWE1XY5GdkVNhu0GItXY21+ipsNFRju6FG1mZ9NfaaNdhv1snaaVDL8bjNhJ1mNbaaVNhuVmO9oRpbzWocdZux26bHer0KW01abDZqsdGgwWajDtvNBuy2mHDQbsVeuxnbrQR5HfbbLdhq1GGv1YS9ViMu9lhx3GXCQZsBRx1m7LXocdhuwnGnFXstWhy1m3DUYcJxB6/R43KPDQfNOmymq3DQYpD7bQoROLDebMFmixnrDQast1ix3kqQt2KjxYbNNgK2XbKVzVYrtlqt2O10YquNJODEfo8HB70suDkFuAniXAqAu4XE+P6tdgd2WJSj1t/uFBKRYzNte7TlKc95j8M+ujecOOCYgB46O9w46vfJ8+MBP05GWAD24uIQU38WCxUyIDlcHOAYhxCOKRMNc0SDEtmfafVnzh4C9tm5MylInD4TjPyp8dfiahZ4r45FcJ0ANhbF9Yk47s7X43QmrUTCY1HcnEllVwZXslIS5SMSj6KpK5nHpdEork4R7OnmofWS0hDrA9mon01lzDymM/Idb1JamqDmHsPN8ShujhJAo7g9ncDtGVouGe0ncHOaEkpQOnKvyndM4MZkSoqwl4cjYq+kHs/sgItWTT4/k4QUeSuVrSfQ4USbbERxMw2TFAJyn2tjYdylzDMaxK3xWtydiuLWWC3uTEZxOh7CnamoyECPFxtwfzaNU56fjODaiB+3JiK4ORbFvekk7k4GcTpZK38ravnrnbUiyay28bHSqbzc5hXZ53AwjN1uHy4N0i0UwhUWj3s9OO5147Dbjd1OB/a63NihSYATQClDtjilQ3g6G/3PNnkxXe+SyJ5EMC4SjxtjaTvGGPGnbeL8oQNoPGbDaJiSqA0TcYtyvs4pZDEUZWe7MjzxbJgij0qDaDlaXLR8UwLK+1eYi7+BNpf9AP9LCryGgj/BUvKtuH7E/inrW6kLsMDL2gBn8vCxzLgpz8l6/1kMVsYmnM3McdVw0BvtlWdNUIWwl58X/z71+VodG5rKROunTBPRl4p0w8UuV4J/ykIA52TMEvHC017JEcRctC7SCUM3TqNV0et55Kq3FKKZvnlbCVImZXZOTJ8nvnlmC/TcZyxlMlQtY6bsU4CULhcZ3QW0UY5xFErxdiKk6OUDnmKMBIoxXluE+VQ1ZuOUdij3lGM6Vo75LOgvpauxUleNpWQF5qNlWE5VYT0ble806bHbosNus0ZAfKtOhS1G1ama7FGFqXAZ5pJqTMVUGItUiz7O5/OJKiwzem+swUZ9FbYaFKBfT6uxmiTAa7HTqJMsgJ+32cgovwrbjTXYbVJhv1mDw1Ydjtp0uNhuwGGLGgdNKuzVV+Gk3YDjdgP2W/XYa9bK8aTHipMeO/ZbjNhrMeCg1YTDNjP2mg3Yb9ELkO80aQXML3ZbsNuqwz5Xmx7HHWYcthlxpduGa31WnHQbcdymw+VuMy51GHHcrpfjpU49LnUacb3Phis9JlzuNuG4XYdLbVrsN9bgcrcVF7vs2O8gydhw2OXEfrsNu+1WbLVZsdflxGYr/dIG7HTYsNZkkLXebMR2u1XWfrcTR/10dDAyc8l/RBbxzshht8uFoz4vDnvZnGOX+xHYGbHxGkZzQiIdTiEQeW+XW45XR2kJJOgEZV0apGvEj4sDBIJ/Hs+u4fGozyOfRy15v9stYMj7HvXTGUSioN0zJADOIuataUb6lILopKH0E5GI/+okwZAF3iiuEbRmErg6Hsb1yRhuzSTkHB+TAG7PUnqJ4nQugxvTSSGBa5OM3hUyOOgP4vIou1ypy0eEdK6MJ0RyIuAy0ue6MpnG1ek63JpvwrXpOin48rpbs2ncnknj6ngENydjuDObwt25JK6OBnFtPIQrIyFck++qfL+bUwT9OO4tNOGmZAhJnE5lxKcvls3JlBDAWYFW3DnT9VLToPxzZYIZTFqyEj4mGV2V7CIk+v3d6Tjuz0RxbyqE+5MhPJyNC/grK4IHswk8Xsjg4VwKd6diuDetvM4M4dF8GneYvYyG8XA2inuzSjGZDWrbvZxTxEa3kMw/mmd3Lkd/dJHMOU6Csp8HhwwA+PfsoT2U/4Z82OPoj3ZaPpXR1GwcpNuMDh/p7G3yYr7Fr8z2EWePS44jaYeAP/X+iTpmBDbM1nswnXZhMuHADC2hSRvGEzaMJuwYTtik8NvPAXHZnplezsUK0d5Ntx/HRKjRXavDF2yuoq1Tn/8nORL8uczFX8NSwsYvNn0pRMBGKCcj/IKvYS36Fk76/Cty5Bw99S5G+9JklSfgTq89j8q4hPPwqwqliYpAz25Y6vERQ6nIMpRgwpyLYy5DhEVeNkOZSlBnLUfKpMzGacmONuBcejYtyQhiTxWaLMVoc5SjzpiPVnsZGpklWEtQz/PuajTa2FGr2DfZdMVJms1ODlArQ72tGHXmQvHmZ/QXUKc/j2bzBXTa8jDkK8N0VIWZuBKZzyZqMCcgXIW5eDkWkhVYqVNhIVWJ5Uw1VtLVWK1XYaOxBgftlDYqMRstFdBeYgZQr1Gi90atEk2LLFOD7UYdVmLlWE9WYCNdI4RBQplNqjCT1cyX67RYpWTToMZ2qxbr9TXYatJhu8mArXoDtptM2KGU02KQCJ3R+VazHpv1Khy2E8B12GlU44hReJtBQPewRYXjVi2OmtW43GnA9X6HvHbQosOlbiuu9Dlxtd8toE/wv9hlw2GbCdtNGuw1aT/f67jDgJMeEy51GwXgTzqNuNihx9UeCy53mXC1x4SrvUZc6zXjcqce13pMuNZtkuPlDj2udBpwZ9iB00EbbvSZcL3biIstKqwninGpk5kBycWMi/1eHPa4scWso5uAbBNwJ6gTVA97qcEroK8Qg1keE9gZhR30OHHYSy3WicvDbNt346jXg8uDPlwa4H9aJ/a77HI87HHI8aDbgaMeN7ZbLdhuteK4z4vjXi8u9ftxZTiI6+N0lNAa6MPJEKUdt4C86M6jIXntykgQJ4M+XB9VtOjLJIkBEkVACILR6sUBv4DkxUF/NoJnNBzC7dk0royFcW2SEXoER/wc3nOMtQO/AqgEfR4n2Mjkx9WxWpzOJHBzKo7bM0mJwO/MpnGDUsdcnQAvAZtEwCziygSzA+rbCvhLxD3CjETJQkgSV9k4xSLvbANuZBcJ4Np0PW7M1uPmTBo3p1O4PZcWPZ2ffXM6hltTMZFY6MC5NhYSnZ0/E+WZ0+kUTqczuDPbII4k+vPvzTfJkSRAWYiuHBKBEMRsPW5MZ6RWQovsZS5aNsdZ/yC5xOSz707G8HAmjmcLcTyaqcX9iQCeLsTxYCYm8s9DRv5zKTyaTeLBdAIPZpNy/v5sDI8Wk7g/E8OtsZDc59FcErfG2CsQwyYBvLdWxmWscjgdRz63+7HYouyPII6wbp/IO5Qb2WUsUk+bG8ts+uLo6DY3NjnwrTsoY0Q424eFX5kt1eyT+f8yGTdiwBijfUb/KQcm6pySGUzV8+jETL0bE5R/2AuQHQhHV9BQjHZPC7qDyvC3gQjdcVYp/BL0ZRREQId22kB9KhLAeRjyv4JRmr6+EsBXZu18JZmBrew76ca1lH4HR/k52Iq/hb30O1iLvoat+Bs5eisviCWTnnnq6yzcciQyO3m5BPQp6eiKxKXDY4TyDmfgmKnPE/QLEcuON8hwuqW7RqL0Zmcl6q3c1KRUgJ/RP5un2ji50qeSefZcHY5ytFhL0G6nrbICbRyDbK9APYeqOSvRZOVkzXw02igVFUljU6uzGE22ArR7StFiy0eD8Twajd+jw5qDsVAF5gm+0QpMhksxFS3DQqoaC4kK0dIJ4CvpKuVxowZrlHvSlSKh7LaqsdNIvb1aSGK1Xo2VjAZrDTqs1KuwRhmlWYfVBo2iqVMzj1dgO1OFjUwV1oQs1FhI1WAqUoHJSIUQDwlms0GFzSYNNpqoz+ux2WiUwi4LvNtNRiGXnRY9Nho12G5lhK7DcYdVAPygzYjdJi1Ouqw4atcLOB+1aXGpQ49rfRZc6TXjYhcjcmYCOlzssuBqvxNX+p046baKTHMo0b1BMokTvr+dRwOu9llwY8CGaz1m3Bqw4Wa/Ddf7rLjSbcKNfjNuDZlxvc+Iu0MOXOs24la/BacDVtzss+BWvxl3hqy4N+zA7QELTvtMuNFtxGFzDS52GHCx24bDbodE8Mf9Hhz1OnEy4MVxnwcX+wnelFwUwN/rsmOvy4HtdosQxE6HHXudDlzsdeNSv1uA/qjPJfc66nNjr9OGE57vc+FirwMHHVacDLhx1OPAUbcdF/ucOO5x4LjHiUu9Hpz0eXDc48LFHhYGaQ0M4biPBOSUe5MILlPuGfAJ8N+cjODysA9Xhnxy/dVhHy7ztcEAbjJCF406hBvjYSGJW5PUzmO4PR0X8Lw7l8KtaWrrEdycYiE3iBtTUQFXgv/NqYjo2zcn6GiJ4gZ17mlG4EmJwm/PUIMnEFOmiQvo3pnNCMkwezgZVTIK1i3O7InSWcyZOXTGTBH4OV0zqTRYTdXh+ky9ZAI8kgh4ZD3h9kIj7i014d5iI27P1eHmdAJ359O4O5cW4OfvitkBMwW6b+5RnppK4XQyjVsTKdwhGUxnZFTD7em0NG4xe7lCEhqP49ZMBtcnE7g9Vy+yEQvZ9P2z14GZz+lUFA/mkngwFcHjmTCezoTwbLYWz+fCeDYfwZP5OB7PJvCE4D+TwL2JsDx/PJ/Eg9kYHs7x/VE8WUzj4WwSN+kYGo/gYh9tu37sMvNj89oAR2hQBiJ4ewS81zuUKa1n4z3Ym8CRH5z3s8wNYDgXSEZpcOZTQGSjJXb4sn7Q4sdCo0cIgDP/KeMIoAvouwXY+Ziy0HyzB3NNHiy0+DHKeVUZh0g+040uTNY7spNATbJGEspk0JEEx0Ub0BXQygC4Dp8Oza5qtHmr8YVM8szjnH7O76F//ztZHKegeP0p5dDWyXNfwcZdrIq+hKOUGcC3cJR+A1fZN3CXfyuF17D2AvxV5+CuOAcvd7jSFiLCefcmSi6lWUdPoWjxXAmOPzCXIMGxBrp82fCEg80I/I32cpF8CPwtDoJ+OZpJABYWYctlcfRxq60EbfZSdLkq0OutQo+H7plKtJM8jPlCDM2WQrRYC9DqKESXl66bQrTbctDjKUC3uwAd9lx0OfLQ68hHrzMXo4FiTASLMR0pwWysDEupKiwy0k9WYbdJg/VMFTYZhTdQ16/GdiNBX4XNhkrsNtVgp7ES243VSsTebJBiJ4uea4102KiwXK/CQrpGiqQrdXqsZ9TYb9Jhi1p7gwLwdPYsJJg9qKSGsJqqwka9UtQliaySPOpIIGps1qux16SXKH+Len+zGjstGrnfHkmgzYKDFiO2mAUQVAX89bjYYcTVXhuu9Fpwtc+Ea/1mXO6hPq+X646YKXQp0f2lbhOuE+T7LSIjCfh3G3G1xyxRvoB6vxU3ey0C7CeM9nstuD3I8wacDphxd9iOW30m3Bmy4XqPQdbdITtu91two9uAu4M2XO/S41qXHjf6LCINHXdZhQAI2ALi/S6cDCiR+1E39VW7rINuNtCYcdBDAjBLVsDi3ecov98t72OkftjrEMC+NhIQcL7U68Rxtx3HXXZ5fLnPhaskiy4bLpEMuuziILnc78HlfjeuDHjFHnhzvFYhgtGgLN5P0Z1D8lk3swXIMwLgYx55HRef352JKQ6V0QBuT0VweyqKO9MxPJxP4f5cAnemFX361lQEp9NR3F8ggEZxm7LGbByn4mjhkLNaJfqfJsjytQQeLKaFFEggBF1mAqckFEbms0mRipgRUI6i7CQaPNd4DJep5c8w6q+TGsH1yYzIMIy4SQBnspDIQEIIdTidq8f1KUViujmdxP2leiEuft97BNrFOiGEB4sNOKUUNR7FbQL9RAL3ZpK4M6UcbzN7mYoLMXLdmWGxNpb92RRSI6FJVkOimwyL3PNoJoIns1E8mgzg9WIUL+dDeDpXixeLUTyZJTFE8WgujmeLjP4jeDgTlfWYwM81H8ejuYTIQpd63Tjq9khTGJu9WICn9fag34c9yoKdBHj69M9WdvorJSEOe+sKKk2FTU4scY5Ps1dko4UWH2YbnZhtVACdEf3ZfH8OGaT7R1ksBCudviSFmQanTFtdIOk0OmVY4UjMgMk0B8GZpP+FdQAONRzi/hjsq4kalFoAx6OEOI2X2QH3BtCKFPRF+Xlu//gd1PnnoMrndozchvE7qLhzFufpcx5/EQet5cBcdk4Kv7KKv4at7Bs4CP4V34nzxlv5HYIqds6eR606T5YUb+niMRQhVH0BMU2+7GTFWTh1HHVsoR5fjJTMwymWIiwXxyDXW4tkpAJtmGySameUz7EIpgI0mwvQ5SpHh6MU7ZxX4ywVzzybnQaD3O6QjxUbZYslF92uYvHod9hy0O3MQ7+3AIPeAvQ6c9DvzkOP4wK67ecx4ivCgPMCpmqLMRspwVy0FLPREszHyjAfL8daugZL0TKsp2skUl9JVGCjrkoIYSlWjI1MGbYbKrHXVIWdhkps1lcpmnqLUSSaZUo8mRpstRqx0qDFSgMtjwYBcgHxFiO2m/Ui46xmarCaUYv0s5quwUqiUikeZ2qwLpkDi8Dl2CERZSqxU1+Bg+Zq7DdV4aC5BgfNKlxsJ/hrsddULRo/I+pLBP8OA447qcUbRGe/1GnGlW4jrg8oBMBs4LhDIQEWcC/3mnGN4DxgxZVeEy5JpqDH9T6zAP/1Hj1u9hpw2m/CrT4zrnRoBcRv9plwf8SK0wED7o1YcHfYituDZtzo1eNWn0Gen/Yb8XDcifsjdtwdMONWjx73hm2SSZAALgoB2LDfSQnGicNuK457CNQuHHbacUhpqpNZgnINo3Y+poxzkVlCn0cifAIuQflivxvH/ZR/nFlScOPqoBdX+ty40ufCSY8NJ712XO134TKJotuGS312nPQ7cXWIrg67rBsj9IcHBHxvEHyH/QL0BHJ+Fs9JdD5OW6Ef12hBZLQ/EhSt+fqwXwqTfHx1yItbdKZM0q1SK7rzIwLmXBz3ZqK4MxXBg4UE7s7GZJ1OhoQsHi2mcW82LkREkrg9zQwiLI/vziaELIQM5giqSdyepCSkrFOuWfYQUGvnGAQWYNkwRcdOGNelVlCH2/MN0ox21m9wZSIlgM95RCQDNrKxy5gziK4zcp9WwF/uP0MZKo67s3E8XanHw4UM7s0m8WixTnk8QxKISOGVoMufk+v+TBz3pmO4x2yHpDrsw6P5BO5Nh3F3KoTbEwHcnVa0fEbvT+ZCeDJXiyezYTybDePpdBDPZ4N4MRfAq8UQXi/H8Hw+iqdzJIAoHk6HhSieLyTxiEQwVYtnCzE8W0zgdCwoBM910h/AcX8AJ2w0G6C33yVZJ6VI1oT2ZY6/R9nrod0vUpAyGC8oW0Mut/qx2Ko4eyjv0OUjbp5Gxeq5wOmejW7MN3C+v02GFHLRy08SIDkQ/OcaXNLwOJE0YKHJIZ3r0t0eN2A6aZBel9kMe2W0GI8qazSsxkCwWhozOayRvQC9Qe6ZYUC7W4MOtxpflJz/DhV5F6AqzkPZhe9Qep5bQ34LVcF5WeqCC9CX5ENXrGzLqC38Tnb64jaK7AmwlHwnc/B9Ku53q4xNYGQfqLkAX+V3CKsuIKI6L9bKuCYHcXUOkro8iezrWLhlUddaKmQgQ89MHK1QILo9J1C2Ocokuu92VwjY05LZZslHt6sU/f4qtNuL0O4oQrs9H+0ORvMl6PXwtTIMBysw5KdLp0iapfrdheiwfIdeAr0/D5O1RRj3F2DYnYMBxzmM+wowzag/WIT5cAlWkoz4lbXAYm6iUkB/KVaO1WSVkAAdN2upKsyFC7GWKsNOI50rBN9q7DaU47hFhf2manG17NNKSf2/RScS0EYz7ZR6LGe0WEzViIOGThpq94w8zwhgo16L5YQiDa1nXT47DTpspKuxlanCfkMVLrercbm9Gte7VLjaXo2bPXpcblfhZhZor3Spca2PAG/BtQGrRPQXuyj5sFhrwmErC7FWieSvdJtxuZuSkF3AkAB4pdeKq302nHRR56esYxUN/yqj9iEr7g6acKtHizv9Rpz26nCHRNBrxN1BC+4PW/BgxIKHJIJePe4OGPFw1I57gzxnw+NxB56MO3FvyIyn4w45d3fQjJs9JvlOFztNuEQphhF6L+UYC04IyD1OXKUU1GWTiJ1S0eUBF64MUtIh+Dtxqc+NywNeXOxVCICAf9BlExno8pAPlwc9uDLkxTVq531u3BzyKQTQY8ONIQ9ujwVwfdCNk16buJku9ztwqccqhHB12COecloK6R4h4F8e9EoGQDLgcwIxbYhXh/xSZBRtmdErm5JGArgrgBfGnSkCPzMHv8gQD2djeDATxd3JEO5MkhAieL5K0EzIuj8bxX1et5AUAmCm8HgpI9kEieEeQX+a+nsU9xbSuL+YwX0WPKnTT5MY6qTp6cakUkC+MhrGzUkSgtJJfH0qgRvT7LqNigxEgGcxmHUAJeJXov4TkgD7DEYpSbFwrBSd783X4XSaUXtUGq8eziXxdLlOvidJi+v+XBKPFzO4y6h+MixAfncmhDvTIYnEny4k8GIhibtjPjyZi+DFUhyvluN4PFOLu2NuOT4mIYx58GwugDdLYTyfCeLdUhyvFyJ4tRDG2+UIXi/W4u1KDG+W43i1GMfTeQJ/Ag+nQng4FcajmbCA/5O5MB7NRnA6XosrA5T6nCLL7XQ6xL11ib0GXR4cd3txYyQi2QHdXpvtHPrGWVF+rLRxXwdumBPBajv3Vw7JNo7LUjQOi8tHcerYsuCu2Dtli9GkVaQgjlAhAdAGSnLgms7Q/cNGR4P0w6y2uLDEDvekAct1ZqyTABIaLKSUBsqFjAETWQfhVEKPcY5jiVswIH0AWnR5dWi2VeILBfzzUVOci8r88yi/8C1KzzEr+B7qwvOozPkWNfnfoyb/nCxtSR5U+edhqSiW7Rc5z99ezlELubCUnIejLAf20nNwVnwPb9UFmZYZ0TDiV3avimnYYVuMVneVgD9n6hDsWeBNaHOR0uei0VKoyD3mQrTaitBmLZRInrN02qx56LAVyOOhWo5LKJVxC93ixy9Gr7sIg74yjNVSO2e3bJXo95OhUoz5CzHgPI9h13nMhIrFoTMbKsG4JxejrvOYrS3CQrgEi5FirMTLsJoox3a9CpuMuhPlWE+VYy1ZgaVYhRDAZp0aOw1abNapsJauwHKiSKL+i+0aXGxX4XJ7DS610mGjwUmHEjFTWjnuMuKgw4C9dj22m7RYTVWLxLNJ62OzFrutBuy06rDVqMhLtGruNlLOqVHcO6067DWosF9fjf26clxtV+G0W4M7vVrc7lHhRnul8rhPh9NeDU77dbgzoMftIQPujFhwpZsFWqO4bq70WHDcYcRRGwu3RqkL3KDu323DSbcNx50WXOqy4lIHZR4bjlo1uDlgx8MJD077zbjZa5So/3a/CfeHzXg4bMH9QRPuCRFQ0jHh3oARt3u1cv7BkAmPR614PunGoxEbnozZ8WLShcejNtztN8h3fjBkUchjyC61iWsDdlwfcmcjcjuu9BGcXbjUbce1fjeuDxC4Pbg+6BTnEkH6+pAHVwZcIt9cH/Lh2qBXonxG3VcGKQl5RI+n/n9j1I/rg17cYpROAulziBWVhXCSANcp7YHDXpyO+HB3PIjTMT9ujgVwdcgnMo+QSFbaIfDfGKV9MKKAMEmAcs8oo/2QRPy0JbLYeH82gofzMTxZSuDhfBR3p4J4OBvBUwL6fBxP5hN4vpzBo0W+Hsez5TSeLqXweCEhhPBstV4IgItSEY/MSB5QPppN4C4j6fkUHixmcG00iLszzCoyIsMQoGnbZHcrXTnU/G/M0HEUl6LutUnaRNk8Rkko+blXQDpsp+jAScuRcpEUdVkI5rhlZgATiv2TVszbkxE8nEvgxWodnq4Q/JOSDZAQHpAQ5pN4xJ9nJY2Xaym8Wc8I2L9cjOP5XARPZ2rxYiGCDxtpvF6J4dl8EK8WQng5XytR/oMxJ17N+/HrbgY/bibxYTWGDysxPJ/14/ViCB/W4ni3EsH7VR6TeLOSxNPZMF4vJ/GM958Nyec9W4zjwSw7hgMSEPDvdWXIr5gM2AcwWIvL/bW4NhjCNfYyiBmAGYJfdg2THb7aAlhpYyYQxmKrX4n6ua9vE+Ufngtgrsknbh526grIc7pnVv5hpD/HDt+0DWPZnenm6RKSYYVmZaRJkx3zKSMWSQQNVmw127HTasNagxFr9SYspvVYbTBhpc6E5YwJSxkTVmg5bXTJRvI9Ph3anJwtpsIX6uJc6ErzoeWGKdyoPZcbuSsbp3NLReWobPSuKryAsnPfQFvEzdq5E1eBLO7sZS7Nh4HbMeZxRASbws7LXrucLyRTQLNbIXLjFBaAo8YScfkkjIXi22eRN6a5gHDNd2gwF6GBHbjWYrRaiyTq73IUSyMWI/wuVyF6vSUYClaKrNPvKcGgtxQjnLXjK8O4vxxToXIsJCqVpqkkG7FKMO7Nw6Q/Lwv0peKdX4yWYzFSivlQEZaiBP8iLMcp5RDsS7FVV4nNdNnntV1XnbVuqsWHv9+ixUELffUqbNeVYztThqPmKlzpVON6lxpXO2pw0lKJyx0q3Oo34mq3Btd7dbjRp8e1bq0UOy+1qHHYqsFhpx6Xey047qSzRoeD1hoB62u9elxqrcZJayXuDZpEJrnZpcV1RvgdKtzuUePxkBGPBnS436/F7a4a3OvX4uGQEfeHDHgwbMTDERMej5jxaJggbMTNbg1u9VKioTuHdk2jSEOMtm8NuXC5xyxkw4j/Rr8dN/vtEvWfDtlxd9iJu0OM6q24M2TBvREH7gzb8WjCjYfjDjybduPBsFlZQwopnB25nk04Pz9+NGIV8H8+6ZLnd/mdRy24P2rHnREHTkecuDZox81hN24MOMVZdHvEhev9dtwa9gkx3Bp243TYI4vfndnKjUEXbo14cW3AgRtDJAmnnDsd8eL2qA/XB10S1fP99yZrcWuEBOKSz7nG6L6X9lUbbgy4cDrsw+0RP+6OBXB3zI87oz7cGw/gHjtKqf3TDcSInyA/xgiWEW0Et8cjuDcVF7Dnc4Ix3SY3RwN4MKvozk8XYng8F8ar1ZSsZ4sxPJmPyGsPF6J4vBjH46WEEMSLtQyeLyU/L0arJIF7cwroE/wZ/ZMIGF1zPVygRJSQKJu1gLvzdN9QS6fFlH0CDQL+NwjolHAY7XPIHMcjcEzCJOfuKDOHPncQC0FkJFO4Ma24fug6ureo9BywiKsUm9NKLWMhLZnKo4U4Xq5m8GazES/W6vFynSSQxqvNRrzdbsazpQTerqfxaaseb1cSeDEXxst5RvJRvFtJ4N1KDJ82kvi4HsPbxVq8Xwnj3XIt3i4F8dNWAj9vJ/FpPYaftpL4YSOGj2vRz88/bcTwYT2GT5sJfFxPyr3eLkXwbimMl3NhkYCYcZHEmaXdYnG8z40jSj49fqk1XR7w4+oQs7kgro+wrhMUr/9hlwsHXS4cs7u30yObAK20+0XfX6Tu3xrEYhOnxHqx0MgxD6wBcKibHTP1LjmvEIADM/U2sZZyo3dO95xv9Mo+0svNnBFkwVK9SelEb7RjXfYL8GCj2SZut802CzaaLdLVz16ZzSYLdjhXKGXASoad9gaZt9XDvYEdajRYq/CFoawIxrIiqAsvQF+aD3t1KXRFuTCVFcj+utwq0VxeAFNZvuytK5uzl3HEQ7Fs1yjTNrmFYgWnfRbKTl98zvdxQxburcssgbt/cR4/ewM8Ks7dKUBQX6zM2+dAOE2xTOhkH4Kr4hxcZd9JZ26K0pE6B03MGiyF6HYUo9dRjGF/pawBd6mA/0S4GoPeYhm5MOQrxHhtiXTeLsUrMMtoP1yMudoCzNXmY9qfg7lgATZp24wT2CuxnizFUrQQ66kSrGfKsJoqxRpBX/z2dPiUYyVFbV+Noxa1gP1+Uw2OWlQ4aKrGbn05djIlOGwqx0lbFa53q3GNUkxnDa7zeXs17vbpcKdXh7t9Wpx2q3Dapca9PiNudWpFsrnarcXpoBnXe3S40l6D650q3O5jJK/B7e4a3OtT4dGgFq+mHHg2bseDQQPu9qrwZFiPxwMaPBpQ40G/Bvf61Hg0rMPjEQMeDuvwaEQvj5+PmfFkxIAXExY8HNLjTp8Wdwf08l1PB4y42W8WkL81ZMd12jF7DLjWrReHzsMxJx5NunCr34A7g2bcHqB+b8KDMYe4eB6MufBkyofH0y68mPXg+ZRTiObxyD8BX+QdksGwGY/HrHg0YsGjYZKSGU9H7Xg+6cDzaReeTDrwYMyO28M23BkjMDtwc9CNe5Rj+qySgXDdHmFE7sHpqAe3hgnubpyOunE64sLNIYdkBCSAO+OM3hWiYOZwY9Apr93ke0a9uDsRwO0xD26NuOXc9QGSC597cHOI9+M1QZyOMvoP4MEkteYIHkzV4uaIFzeGvYpcNFGLm2OUcYKi21PeuTtNZ0lMnlP+uD9LmyGLjbQiRvF6NY1nC1G8XEkKARD8ny5E8XwpjhfLjP7jeL6SwuNFRvxpPF1O4ulSEi+XU/LeV2v1eLKUxpOlFO7N0caoFI4J+swCzuQWEoBkCixwSoGYM3DoFuLo5KTYQ+/MsWCbEqcNo3ilJqA0ZF2fpNTzz8a00/kG3J5vlA5gun3uzKdxe46WzgxuzzDDqMMtFnRJRPMJPFlO4+V6Hd5u1OHDVoMc32zU4fV6Hd5vN+LNehovl2N4uRjBx40kft6uk2j9w1oKb5fjeL+awNuVKH7YUECeixE/QZ8A//tBPX7dTePnnRR+2U7i560EftqMCwl8XIvIdT9uJfDjZgKfNkkiCXxai+GXrRReztUqLqHFpCLbcW7QcACXKAH1sQ6QBX7OBRoK4KSPWSOzAQ+uDvpw2EWTgEOupeWYAL3W5pM9Eujx5z7AKy0+2QR+idlAI6d6uoQEOOBNLKANnO9vkcGDi402mUw7m+HeE8oMqu0ON1YbKfXQ3ebGBmdRtbmx1+7Bdqsd+10OsUfTqrxFImgyYoPd8Gkj1jNGrNdz5IoWY2EOg9Si3a1YQr8wlBZKNG8sLRSd31RWCEMJt1DMhbWyGIaSPDlaKgphLM+Dgbtscc5PdRHs3MClmjP3Oe+f0z2L4VaVyA5gsrGKzPovUYa+VeVLF7BbVo6MbWYTWK2+FB52BOvK4NOWZqd2ctOW87LbFmUkX+UFhDUFqK0+h2jVt6hjAVmbI8XgNnsxOuyF2UFshUICw4ESjIfKMREoV+bhRNlxW4PlWDmm/XlCAmvJMqzES7AcLcQWtft0KbbTJdhMFWMtWfSZCDbrK7DRUIXVTKXYPEXjbyzHXn0pjpurcNxSjePWGlzu1OBiWw0uddBbX4UrHSrc6FIJGN/pVuNmRxXu9mpxp1eFe/0q3CdYD2hwt1eNG+1VOO1R48GQAfcH9RK5PyZIDhkE3O/31eAFAXxYi5djejwe1uH5uBVPx0y411uNZyNaPB3W4PGgCs/H9LIeD2vwbNyIl9NmPB/j9TyvU9aoHq8mTXg1ZcHjYX6eHk/Grbg/bMLDMZvo9feHTHg6bhMAvz9oxMNho2QSd/q1uDdkwCNen43UTwd4VIq4D8ZseDJpx5MJC55PWvF8QgH6lzMePBm3i8RDUns4Ypaf88moRTKTl5NOvJv34c2cB4/HLHg4bheJ6a5E+yQCL24OOXGLZDDAbEQhB+rDzAj4+NawEzcH7TgddmbdSnaJ/hnVE+jPFkngar9dyINAf2/Sj9ujbtwacQoRcJFUSB43R9y4NerB7XGfkAPXg8kg7k74cH/Sj4fTATycCeLBdC3ujPvk2juTftybrsVj6spZWeHuNCN0pbD7aDaGFwTwtTq8XkvjHcFwLY3nizE8mg0JGbxcjQsovlpN4tlSDM9XknixlsaL9TQeL8YkWpaMYYmkEpHo+iF974sE28zn9XhZyRAeLCTxcJE1AEWSujubxL05xSZKvZ5EILtlTSdleua9hXrx7rP34POkTPYP0BU0kxG3z+lcnWQQJAoSh6L912fvFRfnDgnvznRYkbmWkyLv/LTXgg+bdfi004B3ayl8WE/iw0ZCtPqPa3H8ebcev+7USaRO2ebTRgo/79Tj03oCH7JR/c/bKQF+Hn/bq8OvOyn8vl8nRPAbSYAEsBHDD+tReU3IYTuJ9ysh/LARF5L4kUSyGsX71SjerCXlb8UM6tY4szSSewBX+v24NhTEDfZ1sE7Eru5uB64N+qT+dNRhFbKgzHjC+lQ3HWh27HT7sMK5Um3MABjlO2WPaNnVq8WLOc74qXfKjB/ZL7qFc6k4YNAp799stWGl3iTd51s83+bAdpsVu7Q1dzix0+bEdosTh9w9rt2B7VaT0iDZZpOelc1mM5bS7B0yYqvJgtU6HRbTHMKox3jEiD6/VrqCv2CkbqkogL2KYJ+jRO3luTCW5sBSmS/LXKFsqq4pOgcdN1cvUwrCTnUp3OoyuFQl8OkqETDUwFlTIiMgpMmL8/w5eI0D2NSF8FXlSr+Ap/I8QpoCRHRFnzc1j+vZI1Agy199QQa18b216gIkTOWIGkrgr8mRPXdrNXmIcDa/Jg8Jfb508GaMuajTnUOrhTWCPHTa8tFjL0Kfsxh9zkIMcQRzoASzoTJM11L/L8VctERAfTNTjsOGShw0VuCwqUIknJ26Muw2lmMzU4KtTBlWYgVYiRdhr7FC5JyrXRocNVXiuK0Gh63VOGipwsV2NU66tLjUrhJXzO1+Pe5SkulVy/FOrwb3CPr91XgwpMajES1Oe6two7NCyODZmEmOT4f1eNCvxuNBLV6MkQQ0eDKkxutxA16M6vBqyoxnYwY8HzfgyZAKjwaq8HRYJevZiAYvxrR4PqrFqwkDXo7r8XpSj7dTRnyYs+DdlBGvJvSyXozp8HrKjOfjJjwdNeLVlBUvJhmN6/Fy0oyXEya8GDPhCTMIElE/SUqLF1NWPJ+24dmUQwq890cceDzhxfMZLx6N23GPktOoCa9mnXg168KLaReeTjgUYB8x406/Dk/HrXg0bMCzcSteTTvxctKONzMuvJ1z4fWsC8+mWBSma8iJe+NeAXUB+hG3gP/pkEPW7SEH7gw58HDCh7ujbtwZdon1lLWDW1l5iJH8/SkCtF8eE9hPh924OUgw90sx8cFUAI+mA7g77sFdft6IS6Sn03EPTie8WVJgHcKK64N23Bn34uawA3fHXHg2X4uHU37cn/DK8dFMUDTlhzO1Iunw+Hg+KrLPg+kwnlLbn4sKCfA6EsDb9QxerVDaiQspMBp+sULJhECflNeeMhtYTQoJPFtJ4GWWAJgdPFqI4fkqdf+wRNvPVjN4sd6IZ2uNuEMr6VxcCsS0jDLKZWGWz29NKp270m/AWgC7YVlPmEvJedpFOeaBGQHJ4XQmJV3F8pgF5dmMkAAzARKAWDzp7pFMIyoSj9QtlpN4vpzEx+1GvF1L4dNWHd6tRiUi/7Aaxi87Cfy2k8RfDurx9+Mm/LFXjx+3UkIIP26l8cte3f8j6RD0+V6C+e/7DfjzTkqA/2+HDfhjvw5/7GXw80ZMFu/7y3ZCsgKu33ZT+GM/g182Y3i3FMSbJcVBdGvEJUV4uriYQVG2uzrgE4mPbi26t1gcPul2SL3oDs8NMisM4c5YUBopbwwq7rL9Xu7wFZAdwFY4QbZV2UGOPQCLLQoJzNSzeOyTTYV2O9mX4sV+ti+FduSjDht2WyzYaiKIm7DP560W7LRasNfmwEGnRwrRnKu12aTHQacDu5zJ1WTGar0eyw0GLKR0WEzRMk4JiMMbazAVM6DfWyObRX3B7RI5rI1RPKUbZ02hbMBurciBg4Pb1MXy2FByDhZuzl5VAIvsrsXXSuDTlsGnKYVHVSJyEGf8y25fFdy9i2OZi1CrK0XUWImwvhwRQ5kMfvs869+Ydf+YSxDnzH11rthEOfAtouLuWrniCkob8xHT5SGk5vyeclkkgaS+SDZPl1EOxnw0WGgh5eYs+ejgnH1bMZrNeTLaoYvzfOx56LbloNeegwFXLkZ8hdKtuxQvxVqqAuvpCmxlKrBdV4m1RDE2UsXYzpQKOexmyrBXV4qTdhWOmitx3MICrxqX2lQ4JBm0VONqpwZXO9S41qno/4x2T3s0OO3R4maXSiSX2701uNOvwr1BDW73MhvQ4REj8UG1ErkLuBsFiB8Pa+X8kxEdno4ykjfgxaQRr2fMeDNlwvNRDV6O6/B6Qo83kwa8GtfJ4nOFMDT4OGfBh1kz3s8Y8WneIkcuXvd+1oo3U7yXBW+nzXjH+04a8X7WghejWrxktjBmkMyDmQVJ4fWUBS+mTHg2YcLzSTsej9nxfIoRPonAgUfMHCbseDbtxLMpF55NOj6vR6MmAX3WIoQAxkx4Pm7GuzkXXk5a8X6eJOCW7INZA2WnR1MKuN9jlM96wIBNMgP2FNwbtuPBqBNPJr14OO7G3REnbvZbcXfEjfvjPskMJFOY8OP2mE+if+r4jN4pE90aduABo/lxHx5MePFgkgTgwe1RSkouAX4hBJLLuDf72CXXPJj04vmcH89mfXg268fDCRcejLvwZCaAp/Sfz1Mm8uPxbC1eUMNfSon75Nl8HC+XKOGkJOqnBHS2mAmQEJ4t0JkSwZs11gaSQiTU/Z8tp/B8jQCfxquNejxlxD/POgIbmOJ4MBeRjtaHCyk8WaZrKI1b2b4A9hfQHUQJ6GxRo2eRmA1r9OrzyFoBj3wPz7FewGY02jo5buKW2DvpxY/j9mwKtyYp8zRKhy+9+w8o+fBnXU3Ld6WE9W6zEa/XMkJ0L5eieLsWxw8bCYnUf96M4NetCP68HcPfjwngGfzKCD0L8H8cNgro/3m/Dr/spOTczztp/MLFDGA7jd/3MvjjoB5/O2rEX/bq8DdmAltx/Hk7gT/vJvG3o3r8vqcA/+8kmv00ftqI4Octykwx6RXgv4ebzCinwni8VCeOros9TiEAFu5P+igt+nA6GsCtEf57onQYwH26uMb9uCOSpB9XBnwC5spGL9wM3im7hG2yAazFh8Um7ibnxlZHQDZ9Wa43Y7fdKW61kz6lZkUDxpVuBw7ZAd9lx3ajHltNehmJQlI46nThSn8Qxxw1wZEo7Tbsdziw0+zIFoRNWEhzuq8eK3WcvFuNuWQVZuI1GOfWrp4a2eDpC0tpLmxllG8YuXNWP+WbQjm6qotkG0WfpkzkHY+qGH5tmRxr9RXwa0oR0JYhoClDra5CzvPas/d5NaUI6iuUpStDxFCBqKEcMb0ymZMjnkkAMV0BMtYy6Reolc1XCmWrRZIAI3zO5G+wlGS3SCxBk61MtkqsMymg38RZQJzRb6UkVIRWSz46s7tncV5/syUPfd4KdFjzZKhbj6MAndZcdNtypfGL9tAhX5HIRqPBUkzUlmAqVIypYAFmgvlYCCmuoCW6g2KFOGiswl59BXbrynDcUoNr3QactKpwpUON651q3OxU41anGjc6anCzqwZ3e3W41UkNXy8F23t9fMyaQDXu9FTi8YAW93or8aC/UiL9Z6M6vBw3yPH5qA6PBmuUx2NavBjX48mwCm+mTQLez4bUeEV5Z0SN12NavJs04Ic5Gz7OWPB+0oR3kya8nzHj3bQJryd0+DBrkWzg/YwJb6cMeD9txtsps9zrw4wZn2bM+HGe7zfj3aQRb8cNeD2mx9tJI54Na/F8RIfXkybJOpTswooXYzY8H3fg+YRDIn0WciklPRy3yfHxuA2vZlx4PePGy2kH3sy58GycmYdFQJ9k93rahjczNryZtuL1tB0vp+x4Oe0SQmGdgUXme6NO3OhjvcEt4H9/2Ib7Qywk2/FkzIX7QyxKs6/ALNeTKJg1XOu34s6YW9H5h51CCIzWCfx3CPIjzCC8eDpDfZ+yEl/34eEUC70+nHJMhbxPISG+xvc+mfHjJQlg2o1nU248n/bg8YQLz2Z8eDYTEOcKMwLqyy/oaFmIKRbExTjerGXwcjkhi0TACJ/ZAAngzWoKL88eZ10xBH+C/IvltDx+uUL9vw7Pl1My5uDsNVopHxH8lygB0XefFh3+LoF6Kirzec76AwTwOQJhgXWAMO4vUsbh3BuObKhVitlyTUhqBndJFNKAxuYrNpWxL4GNarSh1onD6OE8rZ0JvGIWs5rC++0mvN2sx5v1OvnOr9dJAil82s7g550MfttL4/fdJH7bjuCPvQT+vBMXkGZRlxIO5ZvfdtP446AOv++nhRh+3kzg97060fh/20njzzsZ/Hk3hb/s1+GvB3X4YzeFv+7X4S97afyyGcUfeySADP7YT+L33Th+JymQYNYi+GmDxeUInkz7lSxwloX7kNRu2Mx3czgg6zazphEF7LloGKCFmkfWhu6M+XA65Ma1fqfUCTjWg4MDlc1egkIAW10h2dhlpYWzpVi8dWCz2Y6tJg5FtOBip1067ildslv/YgfP2T7P4DrpceG4w4HjLoJ/AIedLhkyxyI0jwecNNvuxk6zVQhgMW3EYsaEtUYbZmM1mItXYSJUgZFADQb8avTXavBFUFuJgKYcfk05fDUl8NUUwVNdCBc1fUb7Jedk2JtbNnLnYLc8BHQKqHNDd1tZLryUgFSlqDVUoVZfjZChBmFTpayYtQZJa43s1MVNW9gNHGWDGDc11+YpUb6uQIn+pUGsSDZ9YS9BhOOfreVImstRb6+SSL/Jzv1xaRMtlq7eNkcROhwl6OFuXPYC9DoKMewtQ6+rCL2+Elk97kKxhnZYctBjy0M/d+pyFqLXnocBZyH6XUWyKQp7BvrcdBWxllCAYS5PPkb53JWLXuv3mPQXYCFShIVIIVYSpdhpqMFuYw32G1gLUOOgoQJX2wj+Wtzq0uDBoF4cOff79bjdrcGpFHNJClV4NKzGra5y3O+rVqSc/ko8HaoRQD+TaJ6NqATclahegxej6uw1BpF7Xo3q8WJEg9eM/Hkc1cp6P2nAu3G9EMC7aUb/Jnycs0qWQEJQMgIzPs5a8eO8Az8tOvHDnAU/yrLK+jBlwg9ZInk/ZZFs4NmQFq8njHg1osabMQ1eDmvwkvIRI3ZG+RP08Su+/2dTHjwepwzkVqSdGacUsN/Nu/F6xo53s068m3Pi7awdr6ctcnw358CbGbuQw7MxKx6P2XCf9xu14QHrDf0m3Bux4/YAXU02sZQ+HDLL8W6/HvekQG3E6YAJN/tNuDlgEdC+M8birxW3hu24MWDBw0mfjAig04jFZloJ6WJiPePBODMPn8hKj6YCQhL3x71yH0pOfI3WxCfTPvkZ6WB6MeXGu4UgXs36JRt6Nu3Fs1k2IUXxajEmR9oNn8yE8JoF3+WEADyBn1ExwZ9EwMdvV1P4sFGH95v1eLuWwYetJpGLCPSvVzMC9s8XsySwmpEM4OFMWBmBMJeQUQaP59N4vtoo3cRPlurxeKkB9+fTuD9PIogI6LNzmI4gduheG/PjFsGNbp1lNmvRfcTxDGzSqpVC8oNF7qkbk/VwKY1HXIspPJhXehFo9XyykJACL2Us+ZlIYPw5xeWUkdc+7jbil8Nm/HbQIFE9I/T/uNyIfxzXCUj/sZ8WYvhtm4Cdxt+P6vBfV1vwt0NKO0q0/1cWfbfiQgi/bCWVzGE3id93Evjrfhp/O8jg3y824retmGQXJBeuvx2m8cdOEj+tRfB2IaCspTCezfjxhlZQOoKmKelQDgzi/iT7BKIyUI5dxiTf+5NBqQXRniyZJU0Ig7ROcxyKG9cGfDgZ8GOv04V9bhjUyf0guKtZLbY6a7HXXYvDLg+OOlzYbyPou3G934OL7ZydpUiX19j30m7BXhMbN21CBJd7XLjayxqEGyccNtftwgnnY3XacdDpxCXuO9FiwzaLv3Uc3W7BQsIoVlASwGy0EvNJHSYjGgxyC9iABl+EjeUI6UtFpqE8w20VuR0jt2DkNE7O6uFRNlXRlsJbXYCAmpM7i2WWP2f+uLnnbxXPcz/fIvhrlI1XwoYisXumrZVIm0uRMZeK1JPQ5SKly5G9bOn7zxgLZN5PTJODhC4PMS3lHm58XiKbwJA00uZyRe+35KLJwb14c9HqLJIZPl3uEnRwVr85B8O+cox46QQqkc1MRoKFMktn1F+CMX8xJvwlGHblY8iZK2vUk49BZy76nTkY9Rai334BE4FiTNWWYtRbgDFvIYbd+ZgIlmLUV4QRX4GMiOAaC+QrzWS+PEz48jAXKsRytBirsRJskBxSJThuLsellkocNpThYnMlrnWqcKtXgzskhiE2RekUi+awDg96K/BsWC0a/ssxHd5M6PFyTItXowR2NV4MV+PVSI1yflSHp4MqvBjRybWM8D9Mm/BuwiDXvhquwbsxEoERn+ZseDdN+ceKj7OUeLQiAX2cM+PDtBE/zFpk/bJgw88LFnxgZjCplyMzgo/TZnwgkUwY8ZpR/5geP8yY8H5cizejGrwZI/lQgrLg9ZRNonvKPG9mvXgx6caLKTvezDrwdpZgr6w3Mw68nLRIIZrAzyMzAWYBlLmejhrwbMKKh8Mm3Bs04PmkUylOSzexGXeHTFJcfjZuk8zj5ZQTTyfsWYeRDfeGzeJsYtfxo0k37o07cYfEMWyTx49nKNl48Iiy0bANjyZIAC6xt7Kg/XjSg4fjHjwhAQwrBPBw0o/7bDqaCUqET9B4Jj+fst7M+fFymlmOW+Swp1NuuYZ+9RdztXg5H8bjqSBeLtLtEhM/+lkGID50Sj4rSXzcrBePupDDWr3UDAj+BHqpG9C/vkjfeiL7XDnHxikWmJ+y4DvPukBSis5swmLHLLMCgjW1+cdLaZGK6Fh6MM8CMmfhc6esaNaXH8ezlZTUFth/wMXr2Jl8f459CySWFJ6tZMTDz2yEriU2VH3aaRSCe74QwdN5RcqiBPZ2owHvtxrwcacBH7bS+P2oCX8cNuCvx/X495MGidL/flyHvx9n8MdeSsCbYP7X/ST+dpjC348UMvjHUQP+fqhE+FyUeX7djuHPO8r6SzbS55HgT9Dn49+2o/I6CeDntQhez/vwdjGIl3MByeTeLYXww1oSz+dCeLEQw71xH+6OURYM4Bkzt/moZH9PZmpxh5LgqAuPp4O4N+YVcwK71mkbPulx4KTHLZIM9wNgkXan3SFEwL1+uYHQxS4nrvV6cEpLaZ8HlzutuNHnwLUeK24Pe3CN/S68T5cV13i+z4UrzADarbjSQ4nIIZ3rLEhf7LbjhEMIu9241OnANvX/pBoraSPWMhYsJTlpwCBjZVgTGOV2sq5K9PhV+CKk4xz+XMSNpcjYKpBg5K3JR8pcjCZnhQBzvbUYzc4KsWSmjUWoM3GIWjnqTSVI6QuQ1LEQW4wEQVtfjIiae/rmIm7i5isXxM7JbRyj1PU1uTIGIqbNQYO1VEY0Jwz5stFL0lCEtIkbnZeK5NNgLkaLlTp+Kbo4vZOjni2FaHeVySbo7c5SkXparMogt1ZbHjqo8btoF72AQU8ORny5GPHmYcxbgMlAMSb9RZgJlmDCm49xD3sCijHtL5BGsElfHqZ8eeIUWgixV6AYs8FCeT4rclABZmoLMRMukULyuD9fGspmQkWY8OdhIpCHuXCRdAXPhwsxG+R98jAXzMWMPxdzgQIshouwkSpX+gpSpTLw7GqXAdc66OmvwGl3ldg9n42yAGvEy3FKLxrR5d9MGPB2woA34wa8meBzvqaSjOH1OMGeoK3Hu3EN3k2o8W5cjdejKrweozykwscZArsa76c0eDupxqcZA37Irk9Tevw0Z8Svi2bl+bQevyxY8NOcGT9QbprQ4S0lpnEdfpgx4/2EBj/OGPFhQo9PUwblcydJRCQCvWQJ72cdeD3FRi8CtRHv5514NW2VYjMjfQX0zSL5vJqySR3g9bQVLyaU+sebOSfezLrEHsr6AS2iYi8dteDhGJvJ7Hg+QcKx4i3dQ6NmcS09YdYwzBEUZjwYteLxpAP36Fgas+PuCOsDNtwfc0ij0ONJ9i4Q8N0iNT2d9uLxpFdsrff4H3ymNhu510omwPVgwoPH0z55z5t5P97M+wT0X894xMlE6YrfWchgxosnk7TIeuR6Ni49m+NogoSyVijtKMPKXmUj0OcLnFvDwmRYiIFdsLLmI5/louecc7OsWEWfZZuYWECmhPFgOiTW1rNuWs68ocedzWME8ieLCbGSPpqP4uFcRNxKTxfZeRzCg5mwvI+Ewqid92QB/QUzj8W4EAJ7El6yJ+Ez+cRF1mHhmu6ej1v1eJ/NZF7RrbScFOB/uZLAe76+XYdP27RspvETbZybEYn8/+1iBv84TsnxP04a8PejjIA3M4O/7Kfw7yf1+LeLdfjHMY/1+H03gb9mwf2XrYgc+Z6/HqTkNUVSUkjhh9WAHEkMv26E8dNqGO9ZAF4M4u0ygT+Knzei+H0nhR/X4ng5F8TT6YBkcY+nPHg66xMiJ6E/pd2ZwcOEWwwQTyd9eCAGBGaTbFA0S9R+tc+FG0NeXB9SnEOXsqSw3czx6XYctSsSD4H+Wo8N13s5INGGm33st2Ety4VbAy7cHnZKL851DjFss+BarwuXu+y4zBElHJPSyiGP7Nlx4LjdjN1GnfQ4raX12Gq0Yzmpxyp3+kupJBgeCVRiKKiWjuMvWIyl24YyS9rKaZsVAsatriqZoslZPG3OSrRx6JqjVIaydbi54XglutyVMoiNA9lYUebohnZXpRRiOWmTMk2HuwLNtmK08Txn9HNmv7lIRjHzmDYz0ufmLSz8MvpXNmXhLKCULg/1xgI0GgvQbCpCq7VY+Uw2hnm4a1aNbMfY7y2VHblGassw5C3AgDtXVj+PLiW6H3Zz5IMi6Qy7cjDkzsE4I/hgAabDxRj15GC6tkiaxOZCBdIfsBYvlUh+N1OBrWQp1uJF2EwUYi9djP10GfbSJdhJl2Alkov1eAFWonlYjeZjM1kkx41UCZZjxZj0nMei9CEUYiFchNWs/XQjWSKNY9vpMiyHc7GVKsRWshA7qULs1xfjpLUCJ82luNJUgitNxeLxfz6ix/NhSkHKYoZAwP00a8KHSR0+zejxcUqLT1NqfJxU4+1YNd5NqPC0vwQfJtX4OK3C+4lqvJ+swU+zOvw4q8PP8wb8PEcCMODXRZOQwG+LJvwyb8TPXHNGfJrS4OOkFj9M6fHLPDMGo5DCT3MkCRPeT6rwYVqFH2Y1+DStwccpnZDDOxaNJ8xKpJ/V+Pn4zaxdZCHWAN5MO/Bh0YOPS168nbPj9QzdSLSp2vBikovSkg1v5714NmGXjOnppA1PRumGIolYxUGkWGNpPbXL9Y9oMR234ekULapmPJqgRdWJR+xHGLOJTPNk0oPnMz48GncK+DMLYGbAbOHemBsPJvziFOJi9MeawoMpLx5N+4RQXs168HbBh9ezbrycIqk58H7egzezlIQUWyuL2c9IApMevJgL4tViGK+XYhIlMwNg8ZckIx2pC1EBTRaOWatgBP14NiTXvFpJ4PkinwfxejWGt+tJkVieMMJeYedwGE8XSRRh6SUgMLPRjOTwdqNeQJ2LhWfpP1hkvwGjcyUjecGC9Dw/n9lEVO6tZCcJPF9KCEk8XYyLjv+C2YsUd+vxbiOJ16shvF2L4s0yO24T+LCexnsWtFfTeEevP+Ws9YyA/y97Dfhhi06gOH7ZpUWTDqAY/v1SHf7v9Wb850mdrH8cpfFvR3X4+0EK/zhM49+OM/jvK434rxNl/Z1ZAQmA8s5BAn87TuOvh0n8QzKIuAA+78vjL5thIQhmE79uhvHzehg/bUTFFirOoO04ftuK4PetGH5aC+PDcgiv55kZ+PBq3ovXCz7FMbTox5s5H94v1uK1ZHwevJjy4vmkV4iBRgJakTlL6+aAQ7IIksJtNhoO0H7swkGbCUedZuxz9Hobgdsi13CA4rUuA077mOFS5nTglP0utDR3m3Gzz4lrXXZZl1oNuNimw3VmCl1WHDTrcandLGPYD9t0MvV3mzv2JbRYjqmwmua2sSrZsbDHXSQz00YiGnwR0pchZq6SWf3ckjFpqULMUIp6ew3qLJVoslej0V4hkzlbXFXo8Klklj43Yunx18hEzoGgBn1+FXqDKnR6GJlzM/FSjNRWoctZIIPY+rzlGJbRDWXocpfKht78At2ecnR4ytDq5J64+Wi2FcljkgwHv7XRxWMqQBeJiJunmy+g2XwOHQ6eU7ZjHPCVYMBdJAVcyjyTtdx/twyTUe6iVYPRYDmmwlWyl+6YrxATgQJM1RZI5D7mO4epUAHGAwUY9ebI+dlQPiZ9F7DMoi+touFCLIcLhQz26spwkCnB5dYqXGquwHFjGS42leGkuQKXWypwvaMGV1srca21EpdF+inHQV0pdtMl2E4WYjuRj51UPjbjOTisL8JeSnm+mynGXn25kMd6PB/bqSJsJguwEc/DZiwPO4k8HGQKcVRfhOP6fFxtLsTtznLc7a7EvZ4KPBqokUyBVtAPs9TsGZEzI9Dg/UQN3o1X4dO0Gj/MaPBxugY/zmnwy7wOvy5w6fHLrBY/z2vw45wKv6+a8MeKCb8tGvHTnE6I4Jc5A35bMMvjT1Na/DhnxMdpAjzBXo2f57X4OFWFH2eq8eclA36a1eLTpAafJpXvoRSojfhhzioZy9spE16Ps5DtwlvKQVM2vF/wiBz0fMwgUtLbWRdeTTnxXGQeFpIVMGU/AaP8F8wAxi14JSRiw+tJFpVZO7DI9Xf7dXgibiL356yBTWbsX2Bx+cWsD09YvJ3xigTwZMIpBdxHUx7cHWXW4MD9cZcA8yPaO6cCuD3ixP1JN+6TOOYCeD3nxfvFIH5cC+PtrEeymQ8LbryfU9xM7xZIah68XwzgzUIAr+YCMqCMc2teclbNahLvaOfkMLOZoEgKLB4/niXpeMUNRMDnsLMXy1E8na/Fk/kgXhCgViN4tRzBq5W4Mu1yLoiXy1G8Wo3j43Y93m/SUcRCMkE/gjer9NuzwBzG23V23SbxhkSyxmwkitcrcXzcrJPvxJk7jOqVQrTSo0AQ5yIpUON/v1UvBPB2I4Gf9+vwga6dzYTYN3/czODTRhrveW22zvFxpxEftzL4cTutuHoO6vHHUT3+OEjhLwcJ/MdJPf52EMN/nWTwf6404H9facTfD5L4tyMSQBL/cTGD/zppwP/veiv+95Um/PdlSkEpAfw/70bw16Ok3OMve5SB4vhjNybOIoI/5Z+/7iuZwS8bYfywGhSC/rQakkLxT+u1+GnVj5/XgvhxtRafVmrxdsGP90sBvF/i0Y+Py35534+rIbyb9+PDYgCflkOS6VECfL0QlGzh0YQHtwbMuD1ow5MpP24PWvGIxoVBm5xjHwu7zbkudRjk+X32jwzRVu2U6+4N0TzhxkPKlpzS26HDaY8Np70OnPY7cbldj5N2PW702nDC3fVaTTjpMMtwx70mbgDFSQWcG6bBalKN5SRH2VdiMlImOMltZ6fiWnxRa6xE0qFDUF+OgK4MUUsNkjYtoqZqRM2VSFirELeUotGjQsJcgbStOluUrUarW40WexU63NXoDajR46tCf1CFbm85+j3U36sw4CvDaKgKE5EaGcg2HuJ8HjVmYirMyGYraoxHqjDgL0G/VynAjtaWiV1pJlKFpaQGM6EKLERrMBepwHiwCBOhYoz4CzASLEKfOxc9Tvr+L6DNfA597kL00NmTJQYWdge9RRjyFGDEm4+pYCEWo6VYpFYfL8F6qgzryTIsRYuxkijBWqoUy/FCrKbKZO7PXIgZQRGWY2VYjpdiNVGK5RiLwHlYTRRhKZyHbWYEDaXYSxfgpLkcFxuKcaWlHJebyrKPS3GttUwknjtdVbjVXo6rTUW41V6Ga81FuN5agptt5bjcWIzLjSW4WF+EA5JCKh976SLsJHlk5lGIg/oSHNQV42Jjqayt2AVsRc/hsK4Q+6k8XGwowrW2cpw0FeFmZwUe9lXiQXcxXgxV4c1YtRDCj/PU8DX485IJvy+b8euCAX9ZseD3ZT1+X9XjL2tG/Laoxa+LOvwwVYPfl0z466oVvy0a8POsRgjjh2ktfpql/KPGz7Na/DKvxY8zKvy2qMdPsxrJKH5fMuOXOX4Wr9VlMwmtyEfvKFlNGKWw/GLUhOdjrAfY8WpcyRjeTTvwccEnoPp21ocPiyywesVp83DcJVE79f/XU1Z8YBGZJENimaarSBl5cadPj8ckC/YgTDjxdMol0f8djqCYcOL+KP+DuvFixotXM17pVH464RQnz1POKhp3ikz0YjYg0R07nR9lo//nCyF57dWcV77bu3kv3rK4TQKYc+CHBRfezzrxYd6NH5Z8+GEliHdCAsp7GFm+XarFq3lOrQzg2bQfT2eDeDjpFRB5Mc/nPjyeC+Ax5QiSAscaL7MAzEJyRBaJ5MfNtDRJvV7geISodLr+uJORSPv9egLvCPIrMbyTTtoYftyK46ftFH7YTOI95+Ssx/FhMylH3vPDZgo/bGXwbi2BN6ssPDPCTykdvJR+Fpl9kFyS+LRdjw9bGfywWyef+cNWAr/s8bPr8AMtlutx/Lhdj49blIYa8G4jhZ92SALs3m3AXw4VSYeSz/+53oz/uJTGP47i+MdxHP91OYP/PKEclJbH/34xg/++3Ij/e60F//tyI/7zpAH/dqkuSxwJef6fl+rx1704/rafwF92qfdH8etGCH/ejov9k+BN4GaUT5voT6shAXXWCn7digpR/LwZxQ9rIbGJUjoigbyZd+Hjsg8/rQZl8e/5fsGHjyu18nf9sMy/pR/Pme1JZunGY/47nfLh2YQbr6a9IhHy3+XzKReejHtxZ+DMxkwZKSDrlCNIOo2408dRKVaxkN8bMOC0h1ME2KDpwq1eq2yidLFdj8MWHbYyNThsMWG/2Yg92kXrSAAcVa+MrOdAycU4lwbzsSqZasz9RWbjanxB909IX4WIqVqsmimbGkkrwb4GCVMVUtYq1Duq0ehSI2mhm6caMZKGpRoZSzXqzNVodtSgyU6ZqFoWN2yhPs/ofjBYjaFgNcajbELQYiKqwnSMG62oMRPVYD6px3SoCmP+Egw682Qi50K8AtPBAmyw+zZWjNVEsXTrbqdLFXbjZiupcnHf8BoOYluTQW3K8DYZ2JYox2KiAosJRv25GPPmYJxH93nR+7kmPLmYCRRivrYYC7UFWI0R4NkJXIKtugoZ7EaQ53GnoRx7jeW41FopIL+fKZSI/LCuCPvpAuwk87BfV4SteC72UpRxCrCRyMVq5Dw2Exdw2FCEKy1luNVZhRut5Thtr8TNllLc7ajGo14NHnSW4UlPGV7R8tlXhXvtxbjfXY7bHWW41lSA07YS3GorxvXmQpGDTppKBOxJMjux87jaVIbjTCGO6xTy2Evm4Li+AAcZ5fGlhgJcacrHjdZCnHYU4X53KZ70lePlULUUjF8P1eDjuB4/TRnwCyP7kQr8vqjD7wta/LGgwT/WDPj7qh6/L6jwtxUD/lix4LdFyj8G/LZoxu8rLCIbRf75NEMJSoufZykXsa5gwk/zevy6RIeRkpWwPsFi9MtRtbiZaHF9NU3Zx4hn4zq8nXUovQFTVvywWiuR9Jt5N55Nu/Bw0iG6PruM39FNNGPFe7qVZh0iA1H64ThparL3xj0i5TzmqIpxgjqzARcejDjxkBIPdf4JavYePGW0z8Fis168nvPh+ZQbbxdYJPSLPMTF6J0EwGj7BSUCEhTBf04B+o/zbryftePHJQ9+XvHh04ILHxc8+LBAiUuJIGmDZfSpRJdBvJhVCIHA8ZLR/YwPr+Z8ck76DOaYAQTxYpH1gRBecg7OWhSvF4N4vRDAD5tx8cwzquZcnE/r0ew8nAQ+rsXwfpXjFWJyHQlAZuZQfmEH7V6jEMPrpbDM2Xm/FsOPYtGslwie4M5M4f1GRoiAdYdXq9Ty02LlJGlwfZJ7JuS+v+5n8LeLjfjLcSN+2Uvjbyet+HWvAT9u1+HXwxZ8EoJJCQn95bBe9H1q+/95uQH/fjGFfxwl5Ph/rjXg346T8pyPmQGQABj9/9+rzfj3i3VSL/jvq034xzHlojT+cZiSIzMHgj9J4McVBfAJ/j8QsOe98vjXzRh+o92U0f96rZDA7/vsEA4JCfy6HZfrf14P4dOKHx+WFAL4YcWPH5YDch/+/ZgFylpQJKOX8wwavDKI7jULzNPMAGvxcalWstYXDEbG3RLlP53y4OGYA09YRxhmlsAMgE2QTtwZMMm6x3002BU/6MCdfgeudhpxwl34Okw46eQodzt2Gg3Yb7bgsMUiNQBuLMWtWTca1Nhs0GMtY5RawGJchVluORuvxlRMjS88NeUIaBT7pl9dipipGmmbBkmLGklzDTI2FVq8etQ71cg4NUjb1bIydhWS5kpkrFVocFSjiSThqEK9rVzm+nPcc49fjU53lUhFfUHOoKjGUEiN4TCjfi0mwlospMyYjeqwkNBhJlIj3brj/kIB66W4AsbrKYIwi6bF2G2oxkFjNTY5vqGuAgdNVdhKl+KkQ4MTNmQ1lONiSxWusiO3rQbXu3XSuMXxDRKlN7Cpq1wau/bZ3FVXhq1UCVai+ViJ52Em8C0WIhcwE/gei5FcLEUKsEzLZ7wQ23Vl2G8owwEdPRzw1lop83pudKpwpbVSPP/X26tws7MKl5tLcamhEBfr83GYuoDrLSW40lCIq43FuNJYgkuZQlxMF+Aij3XFuNxQgsv1BbjZVoYbLaU4bSP4V+FOZxXudVXhMWf+9NbgSW817nWU4EF3GR72lMvjex2luNNWhFst+bjVnIebzXm4Wv89rtadw5X6PBync3Epk4eLmVyc8HmGhFGAk/pcnNTl4mI6B8fJC7heX4ir6VxczeThtKkId5oLca+lEE+6S/FyoBxvR6sl8mfdgBH9rwtm/Dxvwo+zBlkkhB9njfiBDWdTWnyc1CivzbGozFoDr9Xjw4QaP5AcFs1SrH4zrsLHWQPeTrJ7+azhzILX/M8ybpU6wTN2K4+b8GzSJm6fe4NGPB4zZ3V31hZseDvjxLNxC+4NmXB70CTefjaR3R/jfzgXHo/Y8ZROnwGzpNYkhcdjThlFzV6Cx6OO7GA6O15MO/GawJxtZON/aEpG4vufCeAhdd85P97OK9H9T2uMDP1CRh/m7Pi04MSPS278sOjGhzknPi168XHBhQ/zTnxccuHTsk8A5cMi6wcuvJZagUsyEX4uZaX3S7WiQ/Nzn/HzKR+x6LwUlEFoH1nIXA7ih/Uwft7i2IMwftyI4MNKLT4R8DYi+ESv+3YySxJxGX8gM3G2kviVXvqtFD6sJbJD1jgojZ25JA3q+WG8p0y0EpVMgFLTa2YEKzG8XoniI2fqbCbw814Kvx7U4dNWDL/tp/HHYQZ/Z7GWOv3FBvzjUiN+P8jIOIY/jlrx634T/nzA1YC/X2wW7z5dPf9+qR7/eVKPfz9O42/7cfz3lXpZ/3W5TjIDHv/vtSaRhpgFMOLne5g9/GU/IWRASYjR/78fZQT8/7wVxi9rtfiRwL1KoA/jR0b3a2H8shHFLxuRzwTASJ+FYxaUlRWV6z4uB4QAfuTfeK0Wn5Z8+GWdMhD/TgF8XAnhzYJPfu8MCN4t1eL9cq1klo9H7eIOk7/rjAevaBCYcOD+IGdiWcXe/HDMjodjLjxks+OwC3cGnThl0bfbhFPOvurhtF2bbLQkkk+HSbZt5b7c3GN8r82CnWYz9ls5vdeF/VYLdpuNWOd+4fV6rKR1WE6dLa0oKpTEh/3l+MKtqoKzuhzOqmIEtOUIGiqQcemRtGmQsmvQ7DMjaa1GxqFCwlaFmKUCCdo6bZVocKrQ6tOhya1Bq1+H9oABzR41Gp3VaPdq0FNrQHdAK3tTdvs16PQoUlF/QIXRiB7DtRpMRg0YD+swmzJjMqbDcLASAz5uvl6C2QQ718pkg/XVhmrMc0RzmqkN99LlkDbugqXGXrMKx+0aHLXW4GJrDU44ebPPgGscqNZWJYPXGHnf7qnGnd4q3OcohsFqPBvX4sFgFW50leFGXw1uD6lxo68aNwbUuNqtwo0+I46aqrEeLcJapAjbiTJspzgaohj7jWXYTOZhO5WHzfh57CZzcFSXj4uNhThpYpRehCv1hbjdWoa7HZW43V6BBz0qPOxV4+mwAXe7a3CzoxLXKQe1luFaawWO6oqEQC43l4kMdKWxFJfri3AYO4+TVA5Om0two6EQt5sLcNqUg3ttBXjQWYTn/eV40lOC532leDNciSddBXjVX4JX/aV40lOK+22FeNBejEddpbjfUSQEcau1EFfrc3EY+xYnmTwhn8P0Bewnz2Mvdg7HzCKi57ET/h674e+xE/5OruG1l9IXcKPpAk5bcnCvswhP+6vwdKAaL0eo85vwmg6eCYNYTN9PGfDrggV/LNnwlxU7fidJTDNDUOHHGQ3ejVXi/XglPk1WS63i5YhKLK5PBtR4NqjDK8pDw+yBMMpYjNeTZrwat+DRkB6PRq1iEX00zNeMMhPpybBOXFT8Wz8c1OPJiFEIhMXkp6PsHeCAOiOejnFSqV6spiwYc5FM2KtAouFojJdSgKaLyYFHI2ZpcqOMREB+zIyAGQIlnhU/flqjfsyI34GP8zb8vEzwd0gm8HHegR8XXfg4Z8OnBWYHTvy07BHCeD/Pvggn3s678H7BK6DyaVmJFikvUFqgVPRuOSSWRS7aFz+tsogZww8Et/UgftkisAXxw1oQn1YDYotkh+2P62H8sBGVpilez5EJJAKOVPiN4xJ2UgL+HJksY5OXI/i0HpdBa+/XIjI9k52yJAbKRW9WIni7EsmShZJVvFsJ4kfaMA9T+P0gKcXYvxwm8Md+DH85oJzD4mwKfz3M4PeDRvyyw0JwPf563Ix/v9TymQDo7PnPSw34j+OMgPj/udYowP9/rzcJ+PP5/77agP+W+kAT/s+1ZvyHFItTIgP99SCO33ej+PthUoCfev5vmyH8xt8DCWAtmP29RKVmIwTAgvBGSKJ/yj8sBLNo/Os2M4CoZABKFhCR4jHXD8t+ud/HpQA+LATwfiEgtYT3i/y78O8RkYyA1mXWBgj+b+d5XRAveG6SGadC9rQtPxqzidzIWsHtQTZSunCrz4ErHSZc7+JOeWZc7zbjlPtcdHJ8O8HegB3u/93IEfIm7HAgXIcbO60OGQK33mDGepMFaw0cC2HCUtqApZQO8wktJmurMRqoxGiwCl9YK4rgqCmEU1WAkInNXCWIWSuQtFcj7ahByl6NBEHfXI6YUekTSJorUO9gdlCFjLUSrV492nwGNDjUaHJr0Rm0oCtglG3HekMmdGU3KG53V8kO9WMxEwZrtRiJ6DHDuddxA8aTRozF9RhL6DEW12I0psFMnQnTaT3m6oyYTnKSHWsKBf9/pv77Lcs02fqH+5/4vs+z9+yZ6W4TkjMqUUByztmcc0JAyTnnDIoBUVAERZCccw5mO/fk6emcw+c96ry19/PDeVw31x1A1FpVq1at4oS7NsddN3NCNPjum4j20SZOzN0C9EgOMSAt1JDMUGPyI80pirIgL0wydfHj2aLM2a4dE48dGWgy58ZRIxqOGHH1uDmXD78GhtNblGyx/rCZslmukWnefSbUH5D3WnDjxBalVa89YEDdQUMqdutQtVePMqFrdulQHKVNdtA6soI2khGwiZwQbVJ936VspwHlkuHv1KZmry6XDxpw5ZABlw/ocPOoAXdOmtJyyozmE6Y0HTPi9jETru7To0Feu0ebup1aVIWv5/JuHcpC3tWc4Hcp8P0D5SHvqOdrIjdQGvRHGvZoc2WPZO+bady/mRv7NtN8TJ+bhzZz+4gu1/drURf1DtXhf6Y24l2qwt6hLGo9pbs2UBj2Z7L8/4vi8HfJDxJA+AO5ge+Q6fMncv3Xke3zDjl+fyTN8/9Hmuf/Jcf/bQUcuUHrSfeV975DUfhmKnfrUrNHl4aDOrScNFbcf+tZc9rPayoI1ZQ+Z0b7WVPuHNfj7klDbp8w5MZhPdWzuCueRdLUPiPS063cPW2qnms8bMD1w8ZcPiyW12bq93hLvI+ETjpipCqjK/t0aTxiTPNxUzUUJ9PLYnnRdHqbMsa7ftKCpjOWNImlxcktNEeLJ5EV1wVEjkslYqmqCvFJEl7/9jl7bp2XaV+Z9HXk9kUPrp8Rmao99+OdVfDvTHTm/kUHupKceSBB/qI9HfE7eCjPJTjTHmtHxyUHHsY7al4jIBHvwL04BzUQJ5nl3RhH7kjTWCmIHLkX70brJTfuJ3mrwCKgIPc0dgb+PJQAlyZBzI2HKZLJSrbqpIKaHMliO9P81ECVeOIIrdGRohmgkilbqQakmmhN8FI0kvjtyNdCIQlQiPWCqhxSNK+7q4K/ePJofHxkYrdNKJN0bx4J7ZIt0kxfhvJFty9ZeQDDBaLflwEtsWWQCiGMXtH/54QwIN49GdKc9VXKHaF45IzkB6vsX6gfCf5CCU2XRygwmKvaqXoDcl8oInlOPl+oor4s79dX3997AEIBPUqToO/GvUtONMfuUADQmSLST2kCe/6uFFJzBNkBKvg/SPZQVJEAslR5EvhFQiqnTaqCS260ijoo1pl2UQ5ddFJVxu0LjqppfDvGiTsyaBbjyu1oZ5pfnyZJHC64KDAQVZsoyUSuLDMr9TJ0KCaFRxwpP+hI4S4ryvdZU7Brq9raJ7JRmQXI2W2tdlWn77Qie58DyZF2JIbbkhRuw6VgS+JDbLgUYkO0/xa1HCYueCsXg7dx1suEk24aADjupsdbwvcH25uqRq+/rQ6hItcUBY6zEVE7DAmzl/28+kqyGWpnqIayQmz0ibA3Urt7w4T732HKTkdzdjtvJXy7MXudt7JHPKcdjdQi4oPuW9Rm+gOuZhxwNuGY5xaOuJtyzMOMk97mnJftNX5mnPI142zAVs4HbeNCiBXnArZwIdCSCwHbOOluzAl3QyX1POa2maMumzjuuoljzuuUnPOchxbnXDcQ7b6JC24bVNM2zle8fWSXrsbVMz1YqB89SnabUblPlqdoJnRleUr94a3q8dXj4pdvRsNxC+oPGyuwEJsG4aivHhX7A/HPkWGqrcpc7UGsrdLA3z1rrmSWrWdM6LhgQfsZE+6cNefmaQkoxtQf1KP+gC5XDulRu3cz1bs3URqxjspdmyiLeJfqXeup27uB6l3vUrdXi8Zjhtw8ZkjjEX2aTxhz66g+96R5esKIeycNaTthwK2DWjTu38i1PRu4sV+La/s3c3n3Rqoj36Fm13rq92ykRrL0neu4um8TDXs3cHn3ut9P/c51NOzZSP3O9Vzdo0X9zne5un8jjYcEONZxeeefubZ3PfVRf6Iq9A/UhP2JyuA/Uh74R0pD3yHb57/I9/8T2T5/IMf3T+T4vU2K2/8hw+sPZHj/DyVhG8gP+DO5QesoEQosYjOlkSJr1VLN8BpxSN1jrPoh9ftMaZSM/LAhDfs3c+2gLi0nLWiRCegTJrScMqXltIkahLt93IS7p+S1xmrorUka3Cck2Btz87AR1w4ZqKnqm8dMFAjcPG7K9SOmNJ2UQbatyj+pUYK8zE/IcJt4H12wpTXGjuZz1tw8bq76EnejbbkljeozVtyNFaWHKIoclPVDU4yr+o/bdsmJjgQnFcwlsD+MFwDYwf04qQLs1T3J+DsTnLivKgJ7FfzlKmBxP0E+Q4L+dgU0akgu2l4pTm6f386dOCfakySr9FCB/+5FJ5XZS6bbkykctjQ4RdYotIQrncnuSv0iYPAoQ2SQooYRuwR/NR0rA1YPU8VCwV+ZpwkYCLhIpSFXsVkQp0xx1hTgkCOv11BK8rwv9xI8lOFan0g088N4lCnumt705QappuxYUYhS8ryhbiRAT0gQzwvQaPMzAxkqCFX6fhn+6sv2oyfDi/GSUCZKwlSGP5QXoN47XR6ugr0cAQQBgMkyTSUgFYF8D7kvrxcFkQBAb6YXwzn+DGT50JPpTUeiK51CBb3O9u9eclW9mO7XQ2OS/XfI7y1TMzUsPQkBJJGQCgBIti8KNeH/H6VqAKU1VvoImipAAxKaZrEcAYHWi66qifymSax6BdFS4WkqgRbpFcjsyOt+k5goiihBhg8bZCvcCReqD++g9piLqgjKpPG7XzMzkL/Hhpxd1sp5NHOPjXIPTYq0IyHMhtRd9iRFbich3JaE8O1cDLXhYqg1scFbifY354L/Fs56m3PGy4Rof1Pe2u2yld0uWzjgacluV1N2ORmyz92EqB36HHA3Uxn7Ue+tHJes3WurshCV+4c85DlzjvpsUffldQfdLYjaLvMBxuzdYUTUdl0Oe1hwzHsbh93NOeBkzEEXY455aPZVnvIWe9KtapWZ/DCxQVs452PKxZCtysToYtA2on3NuCiPA7cQG2jOhUAT4oLNFD102n0z5720NVp+V5nC1SPWQ/T6Bmp/bnyQkXL7vOinQ5yfDhf9tEkJNSQ1xICsCFMyw0zIjTJX1UJ2uAkZ4vEfpk/+TiNyI/Up2GVA6T5jincbUCkGbmK3fNpSNSvbVRlvT3uMFY8u2dB1cRvdF7fQHWNCb6wJg5fM6L1oyqM4AQRDumJNeHDeiJ5LWxhIsqbn0jallnl0yVpp7FuOG9B6WrJ+fRoPanP7qD43D+tRv3sdleF/pHbnOypoX9mznsu7NAFdQEEC+JU9G1SGLRr9OyeNuX/egvvnLLgnAfOgFq3HdHlwyoA7R7S5e1yXpkNaXNn5DjXhf+La3k3URqyjJvwdqsP+TGXoH6mPWkdt2NvUhb/Ltd2buLprk6KVru/dyFX5/jvfpTbyXUVDVYS8TUXo21SFr6Ms5B1qIjdRG6VF/W5tVblUhK2nKFxbNc6LIvXIC9EmJ1ibdN/1ZAVI01qPLP/N5AeJMsqQwkChmN6lKHiD6odU7TagZq8BNfv0lBPq9SNmXD1kyvVDAhgmyo5C5hGkYmo+YcGNI6Y0HDJRbqpilX35oBFXj5gqH6MWmT+QuQSx2pA+w+tp6xZVHWxTlhl3zlnT/No+Q/oR4rl0J8aO1ovC30q25qDhdGM0zT8J3g8TnVRAb4u1UfMY3UmOPEpwoDNeAr8GFB4lOavs/8ElB1ov2CjvJakO7sbaaT4/xkFNR0vju+WCPa2XdqjveVcopHhnlb0K1aOy+xQZapJsVY4HXakSzDyUVLI305seAYcMCYS+DOQEqWZnT4afRi+f6afULr3ZGg8epXRJ9FRHqgSxYRCLBaFrHmVIxq6ZshX5pByxY5BpXDnyGY8yxL5ZaB4Nhz9ZGslgrr8K0LOVUUyWhDFdGs5sWQSzErxLw5Tef6I0nKH8QPpz/BjM82coz08ded9MRaQCjfFiTXAfe90LkCPZ/6QAhYBBqVQLwQpshvP9GSkIUIAwKqCT40dfuieDOQKAXkoaKgFfqgz158n0VwNjAgCPpHpJ91agKgAhVZTcl3M/XprFGiuJzmQv+gUwkoVW0lQCIhm9Hy89Bg96MnxVw7hdNZ01gC02KHcuiuWE9ItcXgd/FyUjlX9HzdGuqkEsUuQb53ZwK1aGzUQI4EH1YWkIO3D5pBPVR2QYzF7NDGRFmKtd1TlCB+0Te2jZhe2oDOXERjpttz2XZLeAAgEBAEviQrZy3t9MVQPRvhacVWIcQ97a5WTBfvdt7Hffwn4PC/Y4G7PbSY4JR7ytOOSxjSNe216vKLNUG2uOeZlxWpAkYCuxEXZcCLXhTMA2Tvlt5aTPFk77WXLc04zzATac9bfijJ8l5wJsOOJmwil53seck17GnPU140LAFs55G3PGw4CzXsac8zbiUogAgZE68cHSxDBVU2wxAcacDzAiJtCUM546nHGXZe16nHfTIs5bn3g/Q5IDTbnkY6D29WbK3t0gQ7XO8ZKfrlILpYebkh5hSlKIAekRJqpTLkfWL8q95BB9UsNkf4CW8v5PFdO3cFm0LqsejSnbKwZv+tQdNlaunDdFsXJOpnNN6IjdRne8DZ2x23h0cRu98VvpPG9Ex3kDumKMFSD0vT4jKZYMJ2+lO9aYkRRrxtPsGEm2oj9+G8NJNgzEW9J3yZKBBBs6L5jzKHYr988Y8/CCuQp2jcdMaDigS4X0AnZtpGGflsr0GyS7j3qb63s3cGPvOpoPbuDu4Y08OKHL/ZO6PDxtwMOzxtw/bcidY3rcPapPq9BNh3W5uleqCF3qojZweacW9VFa1EVqURuxiZrIjZSHvE1ZyJ8oD/0zlWFvUx78JypC5PE7VAmIRG6gOlL6EjrcOGRMwx4BMF1q9upTvc+IkkjpdRioOQlRT0nPIz9Yh6IwfUoiDCgIkepAT53CUF0KRXUVpktBmDZ5IVqURupRtceEMvmMCE3vpGK3Hg1HLBQddE12FhzaQv3hbWr5jvR+6g6ZKTmssrg+vY07562VVba4pd6Ps1MzE7dOmdOiPJI0fkniiipOq3JundlK09lttF10VAFaMjvJ4hrPSXnvwr3Y7Ty46EBn4g46L9nTnWBPT6ID/SnOdCc60pXoyKMkJ1UJSPB/UxGI22p7nD1tAghx9pohufPS0Lah/ZIT7fFOPEh25X6iCw+SRIPuyINEZ7ozPOnJ8qLvdbYrFEhXiqvKeuX6KM2dR2ludKZItur5+xnMkaaocOQSBP1U8BOaoy1B+gfeqlKQoCg8eHe6L73Z/iqwCx0iQbMrVQBCo6/XaO/FcVMCqIBCAP25/kqNM1UaoYL8G7pmuiSMicJg5sojWajcyVxFJNNlYcyozD6AKZXNS3Xgp44E8dFCqRr8FQBo1ECaQC+Bf0yqgpIwpgQQCgIZEbop20eBx3hJCIM5Pozk+tGf4clAphejeQHqd9MrcwJSEaV5qMqoP1vAR8BOuH9POlM91J9NHstVjjKOSxfjOLGV9lDBvztNPstH9W/uxTlp+gKp3sqOojvNV1UIHa/7MtLgb4nZoWYKpLoSQYHK/M9qJsSbzol6zJ2b55y5Ge2ippKFihM5qcwUyIRxw0lRCTmqxrAGBGwpPSCGcbbk77Mke/c2RQfl7NlOapilsoIWd9DE0K3qJIVvIynSioQwjTtorL850b4mnBFbfG9d3trtbMpeN1N2Ohmwy1kM13TUwNcBj20ccN/GIc9tHPDYojL8UwFWnPKz5Jhk/u4mHPMwUUuKNWcLxzxMOexqzIUgG875Waimbny4PYmRjlwKs1ePY4PluS1cCrNRK86SIm1JDLMhOcJGLT/I2G1PQtg24sO3khC5jbgQM2IDjYmRxesBRpz01OWEuw6Hd6xXFcBZd22OOa7jgreeZq9uqAWJQbLH15S0QDPSQyxICTAhK2Ir6aFmChSyIswo2CPrD7eRu2urOulhJmRGmJIeZkBWlAkZ4bLc3YTMMEOywkR5ZKDWPJbuNaF4lyHVas+uObVHLKg7YkrVfmkyG3D1qKnqDVwXX/5TInM0UY3N5tOmPLxoTZvIIM+b8ijBmq5LlvRINZBko659ck2wYjDVjqFUOwaSrBhI2sZg0lYmM6yZSrNiOMGEsSRzhi+aMJpgRn+sMd0XDOk8b8CDcwY8OGtA83Etmk9spvHwBq4f3MSNwzpcP6ilHl/bv54ru/7E9b3v0rDzT1zf/Ta3D2xSp/WoFnePbOLe0U3cP6lN+4nNCjRaj+nQckibpv1aXN21gZqwt1UjujJsA6XB71Dg998UB/+Z8oh1lEWsp3qXNhWRok4ypCxUi/LwTVREaCnZa0WkHuWRelTKAnsZnAvXnPJIzSmN0KP89SBdSaS+krlKU7woQpuKPQZq53FO4AayAjaQ7LOe7BCZh9AnJ0iHnGAdckMNyAnRpyDCkNxQXTWMV7bLgKr9xtQeNFF7DaTfI1y/BPjbZzWUkFQAKtiLl5KqAGxU8/auGOhFW3M3VuNlpLF6cFSGb/JYmr4P4+15lOBI1yV7ui7ZKT8lAYJuqQISHOhKdFB0kACFuLFKb0DooHuxMjNgy70YO/W97sUIMNhxT5RDsQ4qcEvQF5qo83VwV0E+1ZWBLG/G8gPoz/CiJ9Vd0Uq9ae70pgsFpKkK3rxHAmBflgQ9yf496JZsWL7Ok76Apln8QLjtNNG9u9CV7qVoJBXscwN4lOpBZ7KryqQHsgUA/NRnCaBI83VMlDuvOXoJ1hL4ZysjFX8/USKN3QAVsGdLw5kRTr/Aj8niQHUmioQeCmAkz4fhHF8VvCXICwhMCADk+CkAGcn1ZzDLRwV9Ffilv5Ct+XpUKohcbwZzvBjO9aY/052hnP/9vO4UN7rTPFSVJJWANMzlz62hf6QBrAn+8mdVtFqapxosk4rgfrJQaTJVrJGUyt/JmxkDeSyVgACmAElfpjSfvbmfoFENyXmY5EVrnAstsVIteqiGsYb2kZkBZ25Fe6gF9rdjPGm56MEtWYoU48TNs/aafdliNqhMB12plpWscg7bULRnC4V7t1Kwz1Kzu3u3DXk7ZWe3Dbk7rUgPNyc90oLMndIgtiJVYq3sCA4wI9bXkBgffWL99HnrQrgNZ4O2cVb2RfqZc9LPguPeFhz2MOWAixFHPETCacABV331+JCbEXsctTnibsRJGegKlNLCgsMuOhxz01fTvmf9zDkrWn+hb0KsOS+b7IXqCdjGeakcfM3VYmMpTVJ22pISaU32Xnu10CBnvwPZBxzIk8ULR10oOOpMvjwWb+5DjmphwsVAEy4FGqs/gPD8F331SAiQ5q+ogwxUNp8YZKRmAOL9DUkMMCZJFrsH6JMabKQAID3MmNyd5ooCyokyJzvKgpydZqSFGpC325yi/Zbk7TRXy9wLd4mkVIK/OVUHt1FxYCtVsvT88DZqjohWdytVB8yp3G9K7WFzag6bqY1Y9UdMuSIun0dNVBZ5/YQ5jactuHbcjKvHzVQjUq7XRPUiBnBnZV2jLHyxoDXGkvYYjcVCd7wlvVIZpNowlmbNeMoWxlPMGEs2ZSp9KyNJpowlWzCZYcloyhaGkswZS9vKcJI5Q4lmDCaYMRBvzEiiGT0XdBiIM6AnWod7h/9E++E/03rgj9za9X9o3vc/3NzzXzTt/W+a9v4PN3f/gaY9f6bl4EZuHdjI7UPaNO7fxI29m7ixR5ubB3S5vmcTDbvXq17B9X3SY3iXy7vXU79zI9Vh66kMWUdxwNsUB71LSehGRfEUiloqeCM5AevUtShcsntt1QsoDd1MebjMPuhRFKxNQfBmSiJ0VO+gcpeAhNzfTJ6ij3TICxbFlC75wUIvGVAYaU5OqDFpAfqkBeiSFWJAZpCu2t6WGyaNerHrNlGrOkWuWydLbg6LAMCM2oPydyL2Etu4F+uomsTiS3Tngkz32mv6AGe2qynkG6dlRkGTyT+4tJ0HsTY8jLPlYZxcbei8aMuj+O10xTto+gEXBRjseBBjQ9sFa7Wj4cHF7UoVJDMMbTHbaY225X6sI63R22mPc6Aj3kkFr0fJropmeiQBPdmF7mQXBjO9GMryVlluT6obXcku9KS60p/lQW+GBH8nHqW50JnqQm+WKFhceZDkTKeARZoHnUIfKZWOH92S+abLIJSmoSynO0PUMB5KWdMj2XS2jwKdoRw/hiTrzhXaJlDx9KMS/F8rdORr4ehlcEv4+wkFAsFMFEnAD2K80I+pYgnifsyWhTBR6M94vj/TxcFMFkmlEMFUsSiBAhgTikh6AwVBDImaKNNbAxD5ASr4S4AfzfVT9wayPFTwf3MGszzpT3enP91D/Y56pXLK0NBmyh4iw4/7ifI7cVUN9I4kTcUkVY78HqSHovoHr8FC7neluKsei+qzCG0kAJ3gQmeKh8ZzSBruyVJxaSaQRVoqEtK7MlEsCqFL7goE2uI9lUT0zkUf7l7059YFb5rE++m07NLexnXxx1I9oe3q35sohprOy6T6DrV1T3aOlB/YQvVRWyoPy94Aa0r2y3yAPYU7rSnctU2trS3Ys0UlujIglhVuS3LgNuJ9TbgoVLm3LmfdN/PWrdyDNGYfoCn3ENcy9nA75xCNaXupjvan4pwXNTHe1FzwoPS0K7nH3MjcL6vLzEiKkKxcm7gQQ2KCjTjmvpFjrtKY3UhsgDHnfIWqsSAmcCsXAoXn38JpGQbzs1B7KWW5cWLEdrIPuJF30IHsfTZk7bYjfZcdGbJkWZzwjjpTdMyF/MPOFBxxVSCQvVu24ViSL80Q8cU47ETlMSdloVp+eDsF+7ZStH8bxYdsyNqzjbz9VuTu3kJWpDH5u83IiTSmcI8FeVEyG6BPTqj4/GiREaxPaqC2OukheuRFmanMP1d2AIeZUrjLgtIDVpTs30rlwW0U7TJWlsTyWICgdK8pVQe3UC/rHMWMTK4nZBm7KTdkM9c5G2V3cOv8diVDFOli3SELZRctQaf+6BYuy9ato6bUHDKk5qARV46acvmgIdeOGNBwcDNNxwy4e1pM38TKwZTOWDMFDN0XzelP2KKGtUaStzGRaslkhhVjyebMZWxlItGQhUwLlrO3sJhpymrOFhbSjRi/pMVcsj7zyfpMXdzMVIIho/EG9JzbRMeJd2g/+jadpzZy5+CfaD38Do27/5vrO/8vN3b+F3XB/4d6OSH/h6uR/831Xf9D4/53uLbvHRoPaMCgfuc7mh7FXm1qd26i+vWcQnn4OkpC3iHf/48UBWnmFcpC3qY8bD0VYVrk+7xDnt96igK1yPffRFGINiVhugoQioN1KJOtbIHalIbqk++/mYJAAQo9CkJFQmtCVrCB6ukU7NxCToRsbjOhZJcFBZEmlO2xoHr/Vqr2Wij7DlnbWS4b3iINKRYaKkyG9YzVljKZKZC/M3EobYmWI7uYrbl2wkbtMG45Z89dtZfBko7Xwf/RJTu6E7bTedGGBzL3cMGa9hip/Kxoj7aiTaifGBsexNnxUKqCGFu6EnZowECqARkii9uh5geksdwt9E6aO91JzvSluNGb6kZfmjsjOd6M5AgIeDCY6UFX4g56Up0ZzHJnUIGAKz1pznSlONGXKTLGHXQJGGQKV+2upm17Mz1V41S4dVHO9Ahn/lpN8yjNg/4cX0U1iZKnP8ub7mRXlYUPZfkwkuPHmGTpos8XmkZx8gIA/kyWiF5fLBtC1VUAYLI0WPN1STDzFeGM5vkyni/ZvSb4TxQGMlUczFxFhKZK+H8AoC/dg7F8f5XVj+T6MikTwrm+DGd7MyBViVQ46W4MZkkFIEDlyVC2F72p7gow5f2KBsr00lQuksGLgkoUQMkCljIXIJWVVE6ae9JYF3B4lCFSUVFUuSoAkPtylYZ7R6Jk+HJ1VZ8lvQKZD+hIEisJkQaLjFcGyIQOEqDxUQBwJ06G/0TS68ttcV09507jOXeun3ak8bS92plxJ1ZsRQQA7Lhxxp7rZxyU7LjumA3Vh2Rf9xa180L2YxTvs1LxL3+nJSW7bckLN6d4jyU5UcJ2WJC7U4bDtpHga0SSvyHxPjqcdX6XU07reau98hStFae4U36SlrKTPKqPobv2DP31p5i+eYFnHUkstpxj+sYpZm9fYrzhNKM1Bxgoi2S4ejf91QdoL9xNU3oYV8Q0KlE8wn0oPeVC9oHtpO2T/ZjbFcVzzs+Ys0HmxIRtI1H4+QjZbO9Ixl7pXFuSGGlLyi5ZquxI+h5bcg7YUnTYkex9jqTutCNtlw2ZO63IEfvTw07kyNq0fbbk77em+KANJQetKT9iqzY5yQan+vNuXJHySUybYl2VK6P8EsUQTDk0ijGYdN6PWtGorIAtqTy8lbKD5mrtY8UBS3JDDVVAEeDI2WlC7m4jKg5ZUHHAggrx9z+4hZI9AibalOwxpnyfGZePWlF7cIvao3v9jDXXTllx5YQVV45ZqeAh3jbXT1pzTdlAb1HWxw2yREWA4aQZDSekKtimnr8mu3MPmyi56LUjxjQe20LDYVkOb6yWsojapeGQHrdOmiqZpVgztJ8zoeO8CfdPG9B5zoi+GGNFFU2kbGEyxYLpNAsmU4yZSjZiNsWI+TRj5lONmU0yZiregMkEXUYvaTGTosdMii4LafrMp+oyeXETI9Hv0nf6z3SeeJfOE+tpP/Jn7h15h3tH1tFy+F2u7/kjjfv/TH3Uf3F59x+4uudPXN71R6pC/g8Nu96mPvKP1Ef8D9d2r6M2/H+oCf0DVyL+zOWwP1Eb+idqIjZQEvgORQHvUBy8gYKADRQEblKBv0hOkC6FgToU+G2mMEDu6ZEXqEtusC65IfrkhuiRE6KrgD03zIicUCMKIkwpiRSPJkPNwJ4s64k0pli+3mVEgSjDIo0pCDckK0ibsp2m1B2you6QrKyUWQAJ+Fu5KTbXJ2WRjS2NJ21pPiMB24q2GCseSPCPt6M/2YGeBLvXrqoWtIr19jlZxLON9jhb1V+QhT2dF+3pjnegJ96evqQdPLxop0BApKKt521Uf0BzttMjGX+aG33JLvRKbyHZie5kR0bzPBmWgJ/mQp/cS3JgIMOVvjRnRnO9GMx0ozNxOz2pO+hNd2Y4x5OhLHdGcr0Yy/NmstCPySJ/ZkqCVUDuz3BXAVTOkARYCfzZks2605fhxWiuv8q6h8WvJ9eP6eIgpgqFkw9VICA0z1RJEHMVYSxWRzJfGc58RZgCBKkIhO9frI5itjxU0T/jhf7q9dOlwYoWenNfKCF5Tuid2bIwFfCFIhrM9mA031e9dqzQj4FMT/XzSAUkR6oEAYNBqVSyhf7xp1c4/1Q3HqW7qz7A0GvVkQTyhxK4k9zoVn0SUVO5qT+zSEgly5fXSBUglVCnAK+AYLq8Tpq+O5TySqi2BwnOvzeGZeZAZgk0AODBvUvutMZLQ1gee6mdEbdlT0SMJ43n3Wi8IHslNDYQ109LX0CkoiIRdeD6Cdm8J8HfXu3avnzcRq1JrTtip+gg2XxXsm+bOrL8qHivFSXiLipmcbtt1CKZtDAL0iO2kBpqRnKgEWlBRiSJGaWnFjFum3jrQdVJ7lWfobnyHM1VF2itieVW8QlaK08y0HiR0aZYxm+eZeTqcaaazjPfEsNaWzyzt86xdCeO93pzeNaZxXxLAnPNiSzfS2eiMYap2zGMN51jslmuFxi5ep6OiiO0lh2mKXcXDQmelJ3cQXyENdGh1lwIs+VC2HbOB9sRF2ZHym5rsvZtI/eAJem7ZTmyOWl7LEmK3Eaq/OEO2JMhLnj7rcnes4WiQ1bk7DQla5cZ+QetKDtmT/F+CejWyuNdZFYS8DUbmzQd96Y4V27HuiiZlgzWtCZ60JLgzr00b1pE4pXoSbNMasY50XTRkdsJTtxJFN9wGQByUDbHogyRYaKag+Zq3WPDa0viG7IRSzZWHbOjVi0p2apMzGR69dopS66KzfNpK0UTybzB5cNb1ZJ0tStY/HHO2nH1uLhbihOmDVePW6j1iTfFtfK4ZhBKgtHV45rF8bdkAfwJC27LEpkjxtw6ZkqLyB1FAXPY5Hed/J3T4uFvxJ1Txsq2oeO8Ge1njOmOtWAwxoSxi3KMGE8wYiLRgJG4TUwn6zOTpM18qh4zCZuZTdRmPnEzaxlGTMVtYiJ2E3OJ+kxf0mckejODZzbRf2oTA6c2MXReh85T62k79mfaj79L8wGhmf6bxj1/oCHy/3I5TCqI/+FqlADDH6mL+BPV4X9U8wnSYC4O+KPqNZSHbqQ0eANFAeuoCNtMacgm1TOQpTuFEYYURhlTtNOM4ihziiNMyA2RbN6Y3FAjckIMVFAviTIiL1SHwjBdKgQQdhqRJ35NwTrkS9M50ojCKFMKIkyokv9Ue8yVD4sMgV0+qtlfLH+vssT+xik7jWHd2a2K6hHO/+FFqQBs6EuyV1d1Emy5d85CqYNk/4JUAXIextkxkOLEYOoOhtKd6E60536MFQMZHq/nBJzoTXWhP9WFoXRXxrI9FQj0p7iqe12J9gxlu9KT7EBvoqN6jQDBQJpQQU4q+I/keCpAkDOe76OCvhx5PFXkz3ieNxP5PkwWBqgjWbMKrgW+jIgqJ9tXBVgJqAOZ3qoSkUA7kOHJVFEw0xLE8wUIQjQcvzR9S0MUAMiZEYqnyJ+JoiDmpflbEqruCzBIoJfALwFenpP3z5Vr3idAMFWiqQjkPQIEQvGMyp+hwE+BgQKELC9F/8jP2JfhpgEu6W0IWElfINuHXqGAcnwVkMkZzhelk6yK9FQNXQnocl/oIQnw4iOkhsiS3FTjWygwqQKkMpCKSV6j6a+4qKtmzkAsIlw05nOqCayxjpDBvgevJbYCAO0J3mom4H6C7CL2oCVWJKIeqgHcIjYf552VDciNMzvUhLpKTo+J7bkj18Sq/IQDdYdsuHLEjlqZDH49ISxgoCaFJQneZ0PxPlu1RyBbhsXCzMmKEn8gE/J3WpEWaEyCx2YS3LW46L6Bt3qvnKXrSjT36mJpromlpe4it6qiuVl2lvtXLtF1/RJDNy8ycUsDBNPNF5i7m8CYfH3rIrN3kpiR4H83iemWJKbvpjB0I5aZO/HMtyUwdz+BxYfJLD9IZ+ZeCjMPslnsyOVefiS1F9xJ3efIiUAbjgfacCp4OycDbJXSqCElgrv5u2jKCKHuojdVF9woP+tMVbQ71dEeVJ5zpeK0EyXHrKk4ZknVCSsqjm2j/KglpccsKTm4hUrJ1PcZafbuHjGj/pgFNUctqD66lZrjljSc207DeTtuRIvplyONYjcc48zNOBea4kTq50SrDOKI94fYx6Z6K1CQ9XSycq4vU2xrRbIWxmB+KF0iFcvwUVOP/Tka3XVXikYadkcmPePsab5gxS3Zx3tedupu5dpJCfxbVPCXbP/aCVl+YkXjGVtuSbPxtOjCxbDMTrN/V1UQ27lxwoam07JRy5lbZ+xpOi12CPbKf7/xuGzoEjmjjTJZu3ZMuGxrVW3IYJNUENePmXP9mEgmDRRgNB0zoeWYEU2HtGk+qsfdEwbcPryZliNatJ7QUc3gB6f16I42oue8EQMX9BmJMaT3zGZG4wwYizVkJEaX4Qva9J1ez8RFPcZjtBmN2cRovBbjybqMJ+vRF7OBR2fXMRinx8MzG7h37B3ajq2n9eg62k9sov3EBpr2/4+qJhoi/4u6iP/myq63lWT18s511Ee9q05l6J+VkV5JlJ6GwokyojBcmscmVOwypWqvOXmh2hRKQ3mPPG9M6S4TSveaUbLTkOJQXVUNiKNraaSoigxfA4kJhTvNKd5trlZLim1E1cGtCsRrD29T051yrp+UmQE72mPF38iSR5dsVebfE2+rvI96E6QHYEvXRSu6Lok8dOvrfQzmdMTa0HXJlr4kB8Zz3JjIdWcg1ZG+FAf605wZynRnMMONkUx3piXoSdaeIcHfmeEMDwZF6ZPkQH+GE0NZroxkujGc4cKo0EECFjlejGR5qEAvZ6LQl4lCH2bLApgu9meiQOgXH3UVQJgo8GM8XwK9SEm9XgdYybT9Gc33YzBbFDTu9KRJD8JVVQtj+Rouf+Q13y4c/1SxZP/hvwOAVAEqkxeapyRYgYME94WqCAUCAgBz5eFKISTcv3wt75HnNdVAsEbtUxiovpbPlApAPm8gW2geb/qFtpLALb+vPB/1847k+vwOAN2pboruksb4G8prQCqDTMnmNQFd0xyWRrl8jq+aHn6Y7K6a5TLFPCCTzZmyStJTIyeV6kHNXMiksdBBmonjvnShgNw0KqDXrqGydlIAoD3Riw4xxkuUGQ0/2pUvkQCFB3el+StN4WhnZTAoxoOy9U6M4jQb9VxoPL2DG6ccaDhmwzXZjLdfVG7m1B7cpvEJOmRFpdhJH7KlRM0MSF9AwMCarDDZVGhGdogJ6X4GJLhtJs51A+ed3+atR/Vn6L8eR1dDDO31F2iri+ZubTRtl2PpuHqJ7ptJ9N9MVCAw2XKRsdsXmL6bwPDNGAZuXGC8OZGpu+lMtKQyfieZsTtJjDUnMdWcwsydZKbbkpgUIHiQycz9HKYfFDJxN4fmzAiqzroTH2VHzE4XzoQ6KgA4E+LA6WAb2itOs/Qgg7m2ZEYa45hpTWH6biITty4y3hTHmDqxdFYc5kHxHlrzwmnJCaUlO5RbWeE0JHpzM9mLpmQPbsvwR6psOnKg9pwdVaesqTxlTcVJS+olsMbKlqftXDsv1r9O1AnHe3Y718Rq+JydWlEo9r5tYt51yY078heX4KW4PTUqnujGw3Qv7kupmeNNb54vQ0UBjBVLaRukmmSSBU2XiY45goWaSGYqwpkqD1cca1e6hoO8d3EH9xOcaBWZYJyD2qIl27VunrOm4eQWrp+2VpODLdEiSdQEfXl8/YQVt5Unjp2yRhZ75VtnbNVSGfHUaTxpqXb3Xj4o+4a3cOecrXLdlMnYO6KNl+Xxsk7ytAU3Zc3jSQuuHzXl2hETLu/X5+YRc64dMOHKPkOaZBJaltfv06HxsD6Xd2/i5iEdbuzbRNNBLdpO6tF2QptH0UY8PKtH5zldHkXr0HV+M90XdOm/aEBvrC6Pzm+mN0aHvhgdOs+spyd6M32xOgzG6dIfp0139GY6Tq3nwamN3D+hRcvhdTTu/iPXd/2Bxt1/4vquP6tZBJHBVkVpUR62SSmOqgUQxChP5gnCdcgJ20xOmDZFEQbkheurvc3ioireS0IB5UmzOUyHsp3GlEuDWLyjdppSJr2eQ7JVzIbqw2Ij7UTDCTsV+KWSEyWHqHUeJTvQEWulKJ+BZAf6E+yUjbaY5Q2mCMVjS1+yVAeWmr7ABUuV+Q+lOTOd781UnjvjOS5M5Eogd2IoYwej2UL32DOa6cJohjPj2W6MZrkylOGiQGAw3Y2+VGcGMpyZyPdiWK55nswU+jGa5c6kBPUcb8ZzvRjN8VRBfyzfk6liH6ZLJGMPYDzfW9FEQgNJpfAGEPoz3RjLF2mlp6JnRvOEU3fXNFlzhFZ6DRBSRcjz+b6/nzdZvWT9byggFfxLg19XAwHqKs9JQH9TAUiQX63bqyqAN+Ag1/HCAAUMwv/L58h75T3yfaTRK01loYGkKhFAktfLfakShAqSyqA/01NJS4ekUZzjo8CgT2iiXE1VIKDwBhg0VYAEei8NpaMoIAGBIKUCEvWPmMzJ8xqrCekbyESxu3osQCQ000PlCyV9AbHikGEwoYBk1kLmDHxpl9gR56woIvGSkoFCMZG7LTsGpBKIdqdWjAyPy6IiMSGUnQTu1B+z5vJRS66pzXeWVB8wU73GmkNbqdxvrijr/N2Wmm1ie63IjTAhP8JE9b4yA3VJ99cmw0+HJI+NJIn7sa82bz28fI7O2lN0VR9j6Pp5Bq5dYLgpns7LZ+m/EUv/9ViGmhIYbEqg93o0w00xjN+KZfj6OcabLzFxN4Wp9mzGWzMYvZPCWEsyM61pjN1MZupOMpP3EpjuSGW8NYWxe1mMtBUwca+Q5pydlJ92JjFKMn47YqKciNvpwvkwR04FWdFcdIzlR3nMP8xSnzvZns3swzwm7mcxci+LiYdFDD/IZ6gtj56WTIbbchm6l8PA3Sz672TR1ZRM/900RtozGbqTxODteB5djaa7IZr71SfoqDpOR/lRHpQcoLdiPx25sqYugIe5EbRnBvMoN5RHOeJv7kR3ljtdqfIX5khnujttKWLIZcedOFvuXrLjnpT/qTvoSHWiNcGO9oTtvx9RY3Snu9OX5cUjab5JVlUczIiUtzU7GS0LZagkiAn5j1AmPidBzFZGMF8dpR6LFe5wgUwmavjI3iyZ/hR+UsNDtkTbcCfaRk2z3j4rVJAMPMm6R7FW3sqt01vVVYabbiuaSGyTZSJ2G7dObuWuLISX52St42kzbp2WlZSavQL1Bwyp22fI1UPmNByyoOGgBXUHTKk/aEqd2GYcNaZ6n57yVpIdx6L3Fw+fhgPGNMgQ1n7NuX7IhBuHNFO5MsXbeFCXmwe1uHtMh44z+nSd06fj9GYendeh76IBA/FG3D+1gbbjAgCbuH9iE3cOv0vT3j9x7/AG7hxcT9vRTdzYqQGDm/vXc33Pem4d0uPqXm0qQtepQTJxaxWrbtmxkCX7FgK1yZGZg52GVOzUpyBcj5xQHTVXUCqS0wh9incaKwlpuTSKZTuTWPAes+faaSe1/vH6KQEB4WbFitqKznhbDdVz0Zq+BFuGk7YzlGTHYJIdfUm29CVKX0AoIWsGUhwVPSR9gvFsdyZz3JnIdmI0056hdDsG02wZyrBnOt+D4TR7xrN2MJrhyFSuK5O5bkzleSrwkMpgQoJ8nifTBd7MFfkxmePBVJ4XE7keTBV4M57jxWSeDzNF/kwVCFXirkBgssiHqWJf5iuEvvFWVJBUAQIGY7nSWPZktlQom2BmSgUoRH3jRn+60EhSPfgzmO2pAEGAQK4S2OWeXCU4L1ZLNh/IWIGPuidAIUeCvpw3YCBBXSqAhcooFejfZPkCEHKV18g9Cehv3i/vUd+nUKqZIMbyfBnJ1sg/pVIRpZBk/2+UQgIEoqSSKWTh9+VIwNfMSght86Yy0FhICAhIZi9BXaSh/+8iGXEaFcpHgEAeCxBI4G+7uEMpxd5MfHe9bgy3KI8nR9rELDDZRx2hmhXdHOdK4yk7ZS8ipn/3EsTa20NtGZO+wE1RBZ2RqsCDK7KOVCaETztQdXgr1Ye3qP0WNUe2KgVi0W6hLo2UeVx+1BZ18sJNlCRaVbURhmr4MtV3A4ne60kP1CHBcwMJnlq81VZ7lnulBxi9elLx++M3L9DbcJaBa+eZuhXHZFMMYzfj6Llynkf15xi6EcPwjWjGGqOZuRvP7P00ZtozGG1OYeRWEpMCAM3JTDQlMnkngdG7cYy1XWL8XjKjbZkM3s1m5E42d/N2U37GmbhQC+X/cybYhtPBthzy2sLJwG3cKz/NfEcOU+0ZjN3NZPReNqP3Mhi4lUDv7USG2nLoa8un934hve1FPLqbR1tjKl0t2XQ2Z9PRkkXnvVy67ubS25ZH990celrzGWgvof9eEf2tRfTdyaf3dhaDzemM3U1l4l46Y3ekkkllujWZ0VvyZz3FxM2TzDWfY+r6CWav7mf5WhRLl8NZrg9lsSaIxdpgZsp9mC6TrMmT8Tw3hrN2MF7oTl+OAz3ZjvRkC0A40J5kT3uyE/dTBUg8lIlWV3aQkuI9ynCjT0rwIgEJf8aK/BgXvXSpUE0BjKhMKFANvIwWiTui5j/RQKYoQ5xVQ3AgbQc9SdvpT3Hkgdgzy+KWWCtaordw94L422zhzvltNJ2WTN+ElrMyBCVbxWTBvEzWivWCBVf3G1K3W486sWnYY0yt+CHtNaZSJnMlsB+yoHqfKeU75WsT6g9ZUH/InLqDYq8hVzNqJUOR+yKzPKoZ1qrYpUftHiNqRdMfJf5Guupc3qXHTaGmDunQeESXawdlKG2Tml1oOqxN08HNNB7Qolme37uJazvf5eaet2k+sI7ru96mcd96Wo7ocmP/ZuWJVL1Tjwzf9VxyX0eCt8aTKTNINrptICtwA2WRmxVFJNJQGSgTECgKF1DQAEP5XnPK91ooX/b6I7ZcPmanSvBrJ6Uvs41bZy3V71Eonp54G3ouyhCfDYNJtgwmWTOUbEt/ojX9ibZ0x1vRm2BNb6KNqgr6k7YzlunCcJoDI+n2jGVtZzDVksFUK8ayHZjIdmQsfTujaXZM5TkxlevMZI6AgAejr+mewQwnRrOlN+DKdJ6XqhaG052YeA0EYzkeTOZ7M13oy3ShjzpjeRKsvRkv8HpdCfgyI+BR4M1kvhdDmRLkfRUoSPAfzfdQr5sUCqnAl8lCDVjIYwEKaSor4BBFT4G/ep88N10SqF4nX0u1Ie+TSmOhIpzZcpkMFjpIKgXNv1+hjxQdVBH2exNZrgImchWgERAYl/8X+UJnaRrXAkYCBHIVOWh/hofqCQgAjOTIzyrA5Ksawf2ZEri9lS+RBH2R1MqwWLdIZ0XmKh5CUhFkeSmKpyfdRwV6pe/P9v9d998n8s8UURz5KmB5mOBMR4KLunYlaAb+RL4rFJI42IoJofg6CVMgA2FvDP6k0SvDYOIyK0vpZQZArKFlh8DNc65cFatyqQKOyBHXWhdqDttStncLFao63arUQMXS84wypXi3iFG2kR9hSlGUOSU7zSmKNCY7aLOahZHqNzVgs9pSGO+nRYzHBqJd1msAoL/hLLO3zzNx4zSd1Ud5WH+GrrpTjF49w+zN80w2nuNR9VEeVZ1g+NoFRm/GMnY7jvHmOCZuX2CiOYbZuwlM3Y5nrPEik02JzLakMCmqoTtxjNyJYbItleE7qfQ0pTLSkklzdhSl0gSOtOJMqB1HfLdxItCaY/6WnA62or3yHMvdBczcz2C0JY2JtlxGW9MYbo5n4HY8/S2p9Etgb8tj8GEpva35dLfm87Alk0et+dxvzuZBawFdbSXcv51DV2shHXcK6GotovNOEY9ai+i+W0B3Sy7dd7KY6Cljtr+K4ft5THWXMNlZyFxvKSuD5awNlPJiuJxnvYU87Uzi4/4EPu27xF96LvLRw3P8pfsCn3TJ9Rx/7T7Pxw9O8X7rUT65f4IP7h3mRfNeXjbv41nTHtZu7Ga+YRdz9XvpzpWNSRofdukt3Etw5kGqu6KTHqS48DDVWVUV9y5tV6ZhD5Nd6JLmU7p4vu+gK82F/hwPHsTb0p1iz1CmM70p9nQn2tKbaMejeBku267oB5lS7ojbpjz5O+I0lIWYsIlnkZy208bck7WOZ0yU7fPto0bKSfSmGNbt0VFmdLV7NlOzS4uaPdrU7Nbningp7TOlfp8JNXuMlFle7X5poBpRuUdAQqNuaji+jTqZjzhgRuVeY6r3m2nAY7eR+lquZTuNqN5rRs2hLVQdMFO9m+LIzZRF6VAWIXsQNlMeKdLPTaoBXBG6meoILWplYnmPNlcP6HPtoD6X9+lw9ZDsXNAl1ftt4lz/TKLXehXs88O0SfZdR36YeDHpkBssVYEs4dFSi3iKxa4iwoBS6RFE6Su1UM0BmSy2VstlpPF79dhWms+J8sdG+T/JMh2he/oTbRiS4J9ozUCCJSPJNgwmWjKSup3BZFsGkmzoS7CiP8mOgeTtjKQ7qmG/4XRbRjPtGEzdxnj2dqbzdjCWYcdkpj1jaTbM5TsxmePARI4TCyU+zBb4qKbxSKYzPYm2ijYaTJVGsB1jWW7qDKUJOLipoD9X4qcqAqkWRqTfUOitegFCHU0VejOV781MkS8jimJyZqrQlwGlGHLTAEWp3+89gzc00RsAkCMAMJ7nqxrCEuQl4Evgl8dvGs9ThZrPECCYKhJaJ0RdJZAL3TQtSiCRjhbLNYgJeX2hNKP9fuf85SrcvpzhbC/VfB7IkKrGj6kiGQb73/kAaVKLBPRNQ3hQaJwsqVZ8lJqpO02jGhKJrcwJKOomzV0BQJ80emWjmKh/lCxUw/v3ibWGzEokuqg+iLy+K9GZh2L2F++svl9vqivdKS4KGFQFEG3PXbGMFgC4JH5CYgmt0fY3x7jTHOupNtCJrUhTtKvaSCcW0WIhffmINfWHLKnet5WaA1ZcOWJLzYFt1BzYStkeM8r2mFMsqsRwY8r3W5MZbEh2iKHqXeWGG5IesJnsEH2S/TapvePpIUZclJkpP9m9osUZdz1OO+vyVve1GEZuxjLTHMvItTM8qj+tmsIPak8zdPUco1dPMVx/hN7Kg/RXHaWv5jiDr6mgseZYJm+fY/b2GRZazikAmWyKY/LWJaZvX2KmJY7x29GM3r7A5J0kRpqTGb2byXRbNjfTgyg54UjiLnuOBlhx0G8bh/0tOR5gy5kQW+6UnGC5O4+lR7lMt2XRfzOBweYkhlqSGLqTzHBrOiP3cxhqz2GwLZueljR672bTey+PrtY82pqzaWvOoautiEf3iuhuK6brXiHd7SX03JdTSN+DfHruZfKoJZ3xzhIWh2qYelTE9KNClgarWOyv5PFIHU9Hang+VMGrwVI+HCngn3PF/HuumM/nS/hyoYj/TOfwbzkzOXw2k8PXS8V8vVDMl9O5fDWZxRfjKXw2msjnY4n8fSCG9x6eZa35BD2FYdy86MWNGB+a433VTlVZ/nHrojvD5btYunaIyeooBouCGZRlGSVhDBcH0V8YoHoND9JduZ+6g7ZEO1rjrGiLs+RenCWtsbKQfQttsdtojzanM0Z2+RrTFSsbvkx4cNaUHrGtkDWQJ/XpPGvAg5M6dJzXp+2MNvdOadMZbUT7KT1lGdF6XJf2UzJlbErrSSNajhvSfNSYmweN1PKaq3v1aNinx7UDUi3oUr9fQxvV7TOm4aAZVw/LYyOqJetXNtiGlO82oHSXcPL6lAuldHwbJXtNKNu/jdL9lhTvMadkjzlFO43JE9pGVD5RxuSF6JMZoEuOSHNlL7P8Q5d9ClH6FEfpURCupbah5QRtUGs0493fJc13E3mymyFUi2SvtymJlCpEHFs3qvfLjobyXfoUhOqQG6StrCpq9ptRtU+Gw7ZQf0hjFNhwZKsylBOZppgAylpM2ZY2lLqdvnhLRlJsGUu1YzB+G6Mp1gwlWTKUbPM6m9/OcIot/QIEiTYMp9ozkGyjAGAk3YaRDBvGs7YznmnLdLYjkxn2jGfYMZ5uw3SuIzMFrswWeKjKYSJHGsRODKc70CsT5AIwKfaMZ7uqKqA3cTvjuZoKQPUGinw1IFAg6hjR1HuqryXrl+fnSwMYznRRACDvk+tIjvvvrxWq6E3D+I2K6PfHr78WIFCBv0hAQJP5jxdo7r95z2iup0Z6+hooBBAkmEsWPyf9sbIQdU+ARUBDlEBSBQgQCMU0muvDhFTBMhOQpfla3j+R78dornwPfybyAxiRvlrCDvrUzISb6luIikkyfQEImQt4Ix2VOQE1QS0AIMN10jhOc2coX0MHySS28ltSMxj/O1cgsxg9Ka60xdjSGe+ohvM0RoBOr11hhZ7ViDJkX7WyFj9trVxfZV2pyDkly792WnZByG5hzUY6kZBfOWKpkiE59Qfl390Wrsrc0EELVVXLIGNhhKybfT3oGGZMltjiq6sRaWJnE2KgFmRd8tUnxtuAC96GHHfWY5/dZqKsNhJqsY4Qs3W8JQ3gwRsxTN6OZ7YlnuFrZ+mpP0VX3WmkQdxZfYyBuqMM1R5kqOYQY1fPMHrjAmO34pi+E8f0rTMs3D7N0q0TzN08yeT1k4xdO8Fk0ylmW84z1XyW+bZLTEq/4E4ik+3pzD3I4F5+KPVx7iTutuN4gA0HfbdywHsL58KdOBtiy+2iI4r/X+zOZaI9k77mZPrupPLoVgpdNxMYFbrmXiqLj3J5MljMXGc24x05DLTl0P+wmIdtBXTcyeHhnRwV7HsfFNHbUUJnWxE9D8vp7iihqz2PR+3ZDN7Ppb85lbXBMl6MVvB0sIgXo+Ws9ZfydKiClyPlfDRRxj9mSvjndC6fzWTxxWwOX0xl8c18Hl/NZvPlbA5fzhfw/VoFPz+t5dfnl/n1xWW+Xavg27Uyvlkt4cdnlerxT8/qePYwmdtpITRcDKb6rD+3ksO5ftGXsqP2arH3v8aK+flpHd+vlPLDSgU/rdby3WI5X87m88VULv8YTuPj3ku8enCWJ3eOsXBtLwsNu5m/sovJ2kiGyoIYLAmgO1PcKrfRfnEL7bEWtMnu3vMm3D1jyN0zYkGtQ8txLe6e2ETrGW3azurSfk6XB2d06Tqvz6Nz+vSeN6TrlK5S/3SfM6FTwOCEnjptx/RoObiJtmPiKaRP8xF9bh3W5/YRIxoPiLGdgQIJ5Q2014DaXbrKFqJSJn93i92DqHHk6Klp6vK9WyiKNCE/XJ/cUB2l3RdaJj9CI9HMizAlN9yMrBBjsoL1yZJBvkAdUgJ1yAk3Ujub0/21yPTXJitAl2SvTWT4byYveCMFYXJ/PcUR2sqRVR6n+WygOHyjmjQuCpdpYh1lQSEA8MYltnKvCZcPb+H68W3cVLsOtqldB7LgRjyfJMgLXTOWYsdEqi3jydZMyNfyONWOsTRbFcxH02zV64Ykc0+xZyxdgrxcbRlLt2FSACBjO7O5LizkuSngmMiwYyrHgel8ZwUAE9kuTOW6MZ7lzHSeKyMZjgoApJE8LcE6202duRJ/Ffhni/3UkSA/VybDVZ6K1lkoC1T3FsuDFBjIawUQ5AgIjOd7qtf2pDgpGWlvqhM9KTsYzvZgJNtNvUc+Y6kimMn/p0KYKw9UZ6ZU03iWI4F/It9X9RYks39TIQgIaCoDTYWg6KPiAGZKAtVrxwt9lfZfo0ryVvMHw2IHITMHRYFKtjoqze4c6V94qZmGEelF5PownuPNqMhEs7zoT3dTQCFHTU/LRHCSs3osR6oAGbCTqwCADLkNZIu/j5tSB3VniBWGi+onyHSxZPri8fTmdFzariw/BAzE4kPoINkE13LWTh1Zb3r3vD13RFBy1lqJM0Qq3nBc5N02XDlqScMxjXy8TtyJJfnYY0LdAQtq95kpU8TK3frK26pkp4GifiTzTwnQIyXYmJQwcy4FGZIUtoVoHwNOe2hzzHkTRxy1OGivTZTleqKsNhFisZ4A8w34mqzD23Q97ibreGv4xkX6r8UwJgDQfJHFW+eYbzrD2DVRB8XS0xDN6I1olpqjFQe+cu8Sy22JzN+9xOK9S0zfPMtM4ylmrh9lrvEI8zePMN14iJnbx5m/c5a5u9HMtMQy35qsVDzT7amsPMqmNTeImgsuJETJHIA9JwKsOBlorSSh0gNoKTvBjDSA76fT35rBoztp9Lbn0HU3h0fN6aofsNSVycv+HD4ZK+DVQA5PhgoZvp9F7/18utqLeHivgEftRfR1FNN7v5hOoXzuFTHYUc7A/SIG2vIYuZ/Ns+FKnnTn8PFoIX+dLOCvE3l8PF7Ah6MlvBos5tOJcv4zX843C0V8u5DPN/O5fDOby3ezOXw/m81PSwX8uFLEN0uF/PSsih+fVfPT8xp+fF7Ht09r+fHlFX77+CY/vmzg28f1/PJ+Ey96smlKD+VqQhBXE8O4m7OHhot+VJ525VZqEN8s1/Pr+9f4+VUdP76o5ef3Gvj1owZ++aCG396v5ednFXy/VsS3y/n8sFbIt4t5fLdUyPdLxXy1UMgX84X8fSyLT0Yy+aA/jWed8Tx/GM/avWimrx1lpHoX/SWhPMr1UZXEPelNyInfTkeiHQ9k/2+sLISXgTIdHpzW4eFpUezo0n5ci/ajWrQf0+be0c20HNzAvSObuXNYi3vHdbl1cJMGDA7rKqvqZnE2PaSr3E3FrrphrxZXdm/mqvj279Wlbo+sxtSlbq8+tXsMKZOhupBNFIduoHKnrgrOheE6asFPdoge6UF6pPhqkR2kS06QHnkRZmSIxUeIKck+uiT76JAdbEBWkB4Jnu+S7reBwtCNlETqkOUv/L8OdXvFimI9ucF6lEZuomyn3utJYFEF6SqriBr5D3hwixoIk4ntq6KAOm7GnbNW3FIupDKNbaE4/+EkK0aTbRhJtGQq3ZZpyd5TNUAwlGSlQGDiNa8/nu7IcMp2RlLtmMh0UOAgADCd46BeN5nhyHSWkwKH2XwJ7M5M5O5gLMuRsUwnBQLTeW7MFbgxmeuigv9MoSczBV7MFvoyX+ynAvp0obcCAjmzxRJcfZkoksaspicgwVueW5SALc1hoXwKpWrwYEIayYVC+QinLtm+JpufUI1lDbAIgAgILFaEMlcmFI5w86LWEWsIf0U3SR9hJNuDsWz5bH/migNUX2Iq35cZUQgV+DGR660ezwotJI8VQIjPj49SI4m0c1QBRCCTYganjOD8mZSMP0+Ay4dRaairasdPVT4aQPNWnz/+urmtaXbLY9/fA79k7j0pQuEIIAhAyMCb32tpqewNdtVYcKQ4KylsX5qr8n56EGdLd6IDvckyxGdLV/xr6+84e+XrdOe8La3RAgo7uH3aRu29bjqxVbnRCgg0nrDmyhHNsOeVIxbqiENA5V6hTw0p26WvlkQJPVoYrkvV/i2K/88MNSIzzJwEPyPOeehz3EWXg0467HXQYo/9ZiIsNxBps5mQrRsI3apFpI0+wVt1CNiijf+WzYRY6eNpvB4vAQGz9bw13XSBqduxTDRdYPrWBRaazrB0+wwzTWeYuB2j5JZC58w1xzJ3J4aVB4k87kzl+aMMltsusdp2kUWhgJpOMHfjMAs3j6iz2HySpTvnWGqLY6UjkZXOTJa7c5ntzGGhM4v7BWE0JniRGGVJdLg9x30tOe5vxbFAa06GWHOj8DDjbekMtaXRdy+dntYMHjan0nMvm967GYy3Z/K0P58Ph/P5eCCd93uTefIoiSd9uSz1FjJ0L5PeNuH+c+lsK6SrrZiHdwvoEwroXgG99woYeVDEZKdk+xV8NJbPJ6NZ/GUsk39NZfPvmUL+OVXM38aL+Nd0CV8vlPH9Ygk/LBbw80oB389l8+1MNt/N5fDdfAHfLBTw09MKfn1Vw0+vqvn2aTk/vVcPHzfy20eN/PL+DX55v5FfP2iCj1t4byCXWxlhXE8I4kZSEB3FB6i54EXZKTdupAbxz/lyvn9Zww+vavnh1RV+eNXAjx828NPHdfz2iYBILd89LuO71ZLXQJDF9ys5fLdawNerxXy9Vs4/Zwv5aKKY98ZKeTFWzIvJCl5MVfPp8lX+sXKZv02X8reJEv4xXcLHI1n8ZSidTx4l8v6DGN67f56XrSd40XyYx9d287ghirlq2dsq/ylkx60tzWdlY5cBt47qqHPziA63juty49Ambh3ZzI1DWtw4vJmm/Zu5dVCbGwc2cWXXu1zbs5HLuzZybZ+ucgyt26VD/V4dtcTl6n59rh8wpipSS5nKXZaFOQcNqFPVg6FaqlO6y4jyPaLk0aMyyoiqXRYUipV0mAG5YjUt28wCNpEdqE2K30YyAzcpnl/ApCBko5ofEAfVQrUzWYsKcSzdb0hxpJ5yIBU30vKdhspRVKoA8QiSRrYsA2o6KZPYhjQdN+We9ABizBhKtmJU+TSJCsiS6aztTKbbMJ5mzVSmA5NZDir7H0qxYSRNaB5HRtLsGE21ZSrbkfkCV6ay7ZnN28FUtgMzQgFlytdOzBW4MKP6AI6My2dl72Aiy5GJ7B3M5ElV4MZiqQ8zhR6KGtKAgA/zpRLYg1iQzL/En3k5KijLEJcEYwEBLxbKNOAgvQK5TuZ7/g4WYxJIi2VgTDJsT5Vli9R0rthfE/jLgzSfXRbIQnkw8/L9KoKYKxUg0DSZR/PcVX9hSmSjBXK8mS6SvoSfAhOZWZgUnj9XegUCLJqfV36e6WI/BQKqMigNYqEynLmyUObLQpkRKWiGG9MiQZXeR447s0W+zBX7sVAayGyRH8uVoSyIekhsJqRRneujlFFSIYxJhSBzBDJTkbyD/gw3JXkVNZHMQIwXBDAgthnJLvRLzyDJSclvhzPdld3HwxgrzaY7Mf2L387DWBsFJjK5ffuMRnmnsR+34toRMxqkAj5krOTVjcfM1M6JK2+syk9s4/JhCyr3m1Cx35zSfeZkiAtxiKFa8C5bEOP8jDjlosMJV31Oe5ix316bPdt12O9sRJi1FuF2OoTa6BCwbfPvJ8zGgBBrfYIt9Qiy1Cdwmy5+ZpsI3LIZ/y0b8bNYx1vLLad43BbD0p0LzDZHM9dygdX2OJbbLrB2/xKzty8w23KJubuJLLTJsNdF5u7Gs9KRxFpHAo/bY1lp0QDA7I1jzDWeVBnm8t0zLN89z2pbHE8epTDflcrSQCHzfSUs9xbwsCScpkRP0vbacibcjmP+1hz13capcHtORThws/gYUw+yGGrNoP+enGx6mtMZuJdJX2saI20ZPBks4b2hQj4eyuXjwXQ+6k/lnxOF/H28kA9HC5jrktdm0K0qAuH/85VyqK+9gL4HxTxqzWGgPY+Jh1ms9GTz/mgB7w1k8tFgOv+cyOGzqXx1/XqxlO9XK/hxpZLvlwr4biGDH1fy+GFJk3V/t1LC96vl/Py8hl9e1fHTyyp+ek8TvL97VsMPL6/y0/s3+PWjm/zycSN82sxHI0XcSg+lMTGYWykhPMjbRfVZVwqO7OBGWih/ny3ixw9q+f6lAMBVfn51ne9f1PHT+3X8/GEN37+o4pvVKn58WsP3j0v5aimTb5Yy+OFJAV+tFvH14zL+s1zKXyaL+GC8iL8s1rA6Usz0QBGr05W8v1DJPxer+Gy+in/PV/DZchlfrVbw5VIpXy+X8c1KGT88qeTnZ1X8+qyKn59U8dVyBf+aL+N5XxZTrQm87M3mk54kPumI5tOOCzy9dZS5+l1MV4XSnyM6aJHC2qjl73fOb6HlrCiNjLl61IjLh43VUpiKCB3Kd+opp8/6fUbU7NKmZo8BxeHaVOzSp2q/AZV7hDbaTHnQJmUUV3vAhCqpGvZs5uo+E6oUZWPE1QNGVOzaRHHUBrL93yHd+x1S/daREbSJ0ihdanbrUBD8Z6p2aXF5l6zs3EhO8CZKIjerpT+lO/UUDVQaITbTBkrNVLXXSAV/WTF59ahsCttK43FTbh6TSWpzuuPMGUzaxoD4MKVZMpyyjclMO0ZSrRjP0GT9M9k7VDavAr+ofiTrz7JXoCDgsFjkrkBgvsBZ0UAzOQ7M5zuxXOzGSok7k5nb1euEHhLAmMl1YjTNRj0WAJgpdGdaXT1ZKhfqx4uliiAVyCW7X5bAXOzHUnkAc6U+6iyW+zNb4s18mS8LZUIF/W8VINfJAi9F5UimP/NaRaRopNdAslIVqgBANZpV0H1dDZQHslgWwLwAStGbJrSGWhJwkapgXECgJID58pDf+wdCLQldNFcqGbwHE3nSxJafL4ApNcQmthBCDQlFJD9HgPq5RP4qCqgxAb9CHxZLA9WRSkjUUDMFfupMSK9BegjSQBYlVZozY1meDKSKdYZo+D1V8JfAL0oimSkQemkoXaw2XOlJdKQ3yZG+RHv6ErbzMHqrOt3i/hpjxd2zGnvxu+etaDknK0rFAsSKG8dMuSaeXodk86AJjSe3qSVT9YeM1b/jq8dkAZWsfdxKWpAeif66XPDU4ajjek666XPUxZADTobsttdjt70B+53MOOxhyR4nc8Js9Qmy1CLQchPh23U1+9jtDAnZbkiwjSzyEgDQIdzOkKBtegRZGeBrvgm/LVp4b9mEh8UG3np89xSP755lsfkMc01nWG69wFLzaR63neNpewwLzeeYux3DXPNF5kT103Se6ZZYlu4nsdQWz0rbRZ51JLDYfI7ZW2dZuhvHfMt5VtrOs3LvAo/vX2LtQQIr3Rks9uQz21XISnchnSUR3EjwIHmvDadCbDjks5Wjvls5HebAuZ1ONJefZvJBNsPtufS259HTVkDP3Tz67+XR35pN390MBlpSmH2YxVpvDk+60/loJJe/juXy97FsPpsp4pOJQtYGChnrzKO/XfoD2aphLFdREPXczVSVgswVjLZmsdCVz2p3Nu8N5fD5cgVfLEqjt4DvVsv5erGYHyXIrxbzzVw6X89n8pPw+msV/Pq8lt9eXubXV1f45f0r/PxeHT+8FOqnll8+uMrPHzTy84eN/PKxAMAN+PQOn4yVqAqgIc6Pq7G+3E0P4XK0K6UnnGlMC+NfcxX8/MEVvnlWzfcv6vnpVQM/vbrCt09r+OZpGd88KeXbx1X8a76Yv03n8MVKMV8sF6rK45vH5Xy9WsqXy8V8uVTC54sl/Ge5jL8ulPNsvJDlwSxejOXyz5kyvp6v5GvpLayU8vlKKV+ulfPVWilfrpaoz/juSQVfrZXz7+Vy/rJYxYvpChaHS5kZruLFbAP/WrrMV4uVfL9SyVeLpXy9WMYPjyv4ca2Un5YK+WGxiM8WS/nXSin/ms/nk+F0HnfGM3r9JKVHLCkI19WogQ6YKyVQWYSuasbmBOuRG6pHevBmssJ1KAjTp0x2P4vHT7guJbv01T7l2t36XDtiTu0+A67u1aEi/G0Kg98m1+9d8gLeIcP/T2QGvqtUQVf261MU+meqoqQS0SI/4B1yQ6QC0KNmrwyDiQpIj9JwDShJ4Jfsv2qfsbLruHZ8i9o73HTSnObTFnRc2EJPnAX9lywYS7VhNFUqAaF7rF9fbZjNcWKp0F0F6zEBgFQbFcjH0u0YTrFmOseJuXxnFgpdFAU0mmbNXN4OBQBvrnL/TX/gDQBMZNqrs1TmzUyBBgCmCzyYK9EEeAnSEtgFCBaF6y/zY67Em4VyP03QL/djpTqYlaoQFaQl6EvAlSC9XBnMbImfeq/mOU2FIFXEG1XRYlmgep18n+XKEBalAigNUF+/eZ8cAQQBEQEAAYvJQgn+ovLR2FEoO4kC4fjdVe9B5ho01NWb/oXQRd6azL3Al9myIGZLA5kvCWK5IkQF+jGRr+a6Mp7nqt4rgCM0mFRCMmw3I1VEjlRIHoxnezCZ68lIhrOaxO5L3qHURNIslj7AeH4gozn+TOQG0p/irhm6SxO1jx3tF7bxMNaa9nNb6Ii25O5JE+5HW9EhO6BjbZQs+M55K1UByCKh5vMaA0ixbKk/YkHlPhOqD5pTts+CzAhzkoJMOeuqRay3IRc8xaLZhFMuupxw0eeokwHHXUw54mzCfkd99jkasNvekL07TNnrZE6Ugykh1gZE2JsQamdEgLUuQTZ6RNgbE+VoQqCVDmHbZaOjMQE2hvhZG+NtaYyzmQ5O5jrYG2/CwXQzb600HWGp6RgrzadYuHmcteZTrDaf4L2OaJabjrDQdJzF2+eYvHqCmcbTLN6JYeb2BZbvJ7JwL16BwHJ7grqutiexdC+J2TsxLLWdZ7kthtX2izwRCuhhBk/6SljpKWG5q0ABwLV4d+J3WXIqxJpjflacCtRUAieC7bglKqD+Ekbu56nM/dH9YgY6ylTGPtCWyWx3Hos9eUy0JTPRmsBSZxofjOTzt7E8/j2Rw+eTuXy5WMbj3kymO7MZ7ZD3ZdN/L4veO5l0t2TRfSeTwbYcNUw21FbA0N0sFroL+Gi6hr8t1PCP+XI+Wyznq+UyfnxSzg+rwrFL5p/PT2vF/PqyFt5rUE3dn15c4Zf3rr0O1A388v5VFfx//eg6v3zUxI8fNPKDcPofCQC08PFoMTfTQqiL9eF6vD93M0Kpv+BO+UkXbiYH8flcBb+9f0X1En54Vs03T6r5z2oNH02U8slELt88LuObtTI+Hk3h49FUPl8s5N+zeXyzUsrXS4V8s5CvqU6WCvh8OpuvF4pUVv+vhWI+ncrjH7OS6VfzzXwZ3y2WqCrmy6UiBXpfrZTx9eMqPpnM59VYLq+mS1kbLWJ+sJiFkSqmR6qZHq9laqiSuf5yno9U8J+Vq3z9uI4vV8v57rmAVi1fLFXyyWQpT6fLeblcyV+e1vDxYhULw4VMduWSf8qZtBBdCqIMyYk0ICNUn4xQPeqi3Rm8EsP98hM0FeyjJjmQmkv+lJxypeCUM1lHrck5YkmeNGmPidW2Ps2nN3Lv+Dqu7XmbwsA/keX7DnmBG8nx/zOFweuojNKhdpcWJaF/5soBfW7s1VbeQtmB6yiN0qJ2nyyrEU8gbYpDN6t+gWT/Ms8gV/Feun58K9ePyfyE7HkwpfW0icr+R1JeZ/sZtgwnb2MwwUKpdyYy7RSlMy3a/kwJ+m8CvwYEBACE/5fgL/SPBHmhgqQSkMA/K+qfHAd1lfvSEJbPEZCYyd3BbL4TS6VeLJR4M1skwdNdVQHzpT4sSMAvlcDtw3JFIKtVQcyX+rJcFagAYLHCnyd14axWhykQkMAtwVOC95vqYbZYwMSXqUJPlZHLZ8pnyNfy/uWqIHVPAyJSGUgVEPC6P6ABIDnyWFE6EtiFHhJqJ8/z9fyBZPmBzEigLxBKKoDFikCWq4IVpTMuQTtH09h9QxctlIWwJH5B0psQ+kca37kuTOS7MVXooaqXmQJvBQAyOzGR486Y0FAihU2XzN+VgZQd9CW98VByZTjTQ/ksDWd50ZMgsxrOPFL7HbbzKGE7rRL0Y6xoU/ust9IlFiDRW9Wuao0FuC0PY7fTft6WRpmcP7KF2gMWlO0yJz/chJxw2TxoTlKAMTFe+pxxlwVYZpx0NeKshwUnXIw47WbCOU8LTrmZcczJmOPO5hx1NmW/gz5RtpvZ42DIbkdTIrcbE+FgRoC1AQG2srvdBD8bQ/xtDAjdbqJ2tXtv1cZzqzbeVga4btHDwUyXHVsM2aK/EWtTHcx117NFbwNvrTYdZfX2cdZun1TSxJetZ3jZeooPHpzh2Z3jrN4+ymrzKdbunFdntlGj9FlovchSexKLbYmsPEjh8cM0Vh+ksXI/jbnWSyy2RbPYGs1CS7SqAFa7snjSU8xiZ5HyAnpYFE7DRVdVAZyPtOd0kD3nQhw4G76DE0HW3C46zGJXDuMPRNqZo5q4Ss0j2fqDTFb781nuzmC5M4UloaO6kvnrZBGfTRfx+VQu38zk8cVsIX+bKWOhN4+JrkLV9B1sL6CnVQbEcui+m8vggyLNQFlbHsMdBcz1ljHXU8xyv0YJ9M+FWr5Zq+X71TK+nsvkm/lsvl8u4ofH5fwg9Mj7V/nppTRnG/n+1TV+fv8Gv33YpDj/3yT4f3yDnz+6yc8f3+KXj5v4+aNGfvu0hY9GirmdGUFDfBBX4ny4luBP+RlXygQAUgL5x0QRPz+v55cX9Xz3tIb3RnNY7sthsa+Mp0MlfPH4Mt++vMznjyU7L+XTiTz+Np6vehf/mcnVBP/FAgUA3y4W8e18IT8slyhw+Hq1nP8sCLBV8M1SifrzfL9SxHeLr+Wri+V8vlzD44EcZrqzmeotYHawnNmhKuZH61meuMzq1BWWRmuZ7Svh8VApn69e4bsnlxUIfDJXxrPxYlaHCnk+WcXKWBUrk5V8sNLAy4XLDHcX0/eggNSjTiRJ0A/TIy1Un+RQQ2ICtSm76Mf8QBVLow3MjV9hZqSGhZFaJjoLGXuYz/CDTLpuxdJ94yyP20/x/t0g/nrXmU8u29F+4m0qo/5ESZQW+SHaqhIoCXqXqohNVIa/Q1HgH6jfrcWNPVqUhawnL3g9ZVGbqNuvq6qEErWcRhrP2koaqhlyM6N2v7FaL3njqCk3ZL/DcRO10H4wYQujydsYE8onzVptehtLs1JgIEF7MluCvkhB5YjaR5RA0vB1VFepFKaz7VkqclUAIKAhgDCfv0MF/ykBBbmfYauoJQEWqTDks+W+9AdWKoXe8WWp3I81CcqlMuDlpbL85coAFfyXK6QakKAtfL0MZUmQ9lMAIEFXgrMcyfwVHVQsj19TROW+zBR7qcpC3ivBX76Wq6ba0HyW0DdLlQI0mq/lcxZK/ZnMc1eAIhTNG1pKaKOZIm+WyoNUJSHBX7L+5Ur5OkhRVAsl/oxnuTGR46VpFsuQpPD+0phW/kguShYrcxBzxZqfTT5zSuStImMVaWvqDgZTZeZC6DcnhsVzKWE7o5mujGW6qcE6qQrGsiXbd2Yg1UlNbndetFTXh7FbuSfyZ9n1HWtFl+x1iLHlwQU72mPsuSFuvse3cOWwBVW7hdY0pyTSSJkRZgYZkBZoxEUvfS75mhDrY0qsrwUxPmbEeJtywduEaC8zzrqbcMpNAr4BJ9xMOOpsxHFXMw46GrLH3oB9Tibs2WFCxHZDIh3NiHDaQoCdMX62RnhZG+JpbYTzFh08rAzxtDTEfZsezhabcTTbxA4LHezN9bAx1cHaRAcbcz0sjDZhqrcOc911vPW45RTLt44xe+0AyzeP8ElnHJ8+jOGjB2f5tOsCH3RE86L9LM/unVdnofE4s02nmWg8w0LrJdY6Ull7kKoAYLY5TvULVu4nqeC/dDeap/cTedqVoqiVpa585jsLmGvP4GFhKDcuuZO025LTYbbERrlyIdKJs+EOxO124mH1CVY7U5nvzGSgNYVhyeDbC1QAH7ybzsKjHF4MFfC8N52PR3L4TOnyi/mPBP65fL5ZKOSb+SL+NVfGWn8eYx05ak5g4H4h3ffy6W0vYOBBCf0dJUo2OthVTN/9fIYfCmVUxHhHHjOdubwYLlEqo3+MZ/PlTLZGAbRYxA9Pq5Q658f3rvDT+9f44f3rfP/+Db57dZ1fPrzFbx/c5JcPr/PThwICt/j549v8JADwyU34WyvvDeRzPTmIxuRQLsd6c/WSP3Ux3pSdduNqcgB/nSzjx1c3+Wy5nr8t1fHBXA3vLVxnqruK6Z4KlocrWB0r4clkMUuDeSz25vF0oIgPRgr5cDidr5YkqBfzzXIRPz6u4NuFYn5eLeP7lUK+f1zJN2s1fCW0zUoh36zm8fWyNLKlwinhW6G/lqv5eKZcBfEnEzW8mLvK2kQdyyOVLA+X8Wyimo8WL/O3lVq+eFzJ98+rlOrp66c3WButYHqwgqmBUp5N17E2WsPySDWvFhtZHKtnerSB2ZEr5J3zIWOXBVlRhiSH6pAWakicnzaFF7yZGapncfIW89O3mJtpZH7yGosTDSyNX2ZxvJrV6Vqez9Xxz8UceHqB3+Yi+LrdlY4T/82NA+9w/Zgx2f4byPZ5l4ow2UWwkfpdGygO+C+qIt6mae8mqsLWURq+iardWlzer0N5lDaFodoUhWykIkpbNY2r9xlStVca0cbKjvvmMTO1qL7xiBEPzpvTf9GU8RRLxgUEFBBoVn2OployLYNdufaak2PPzOtMXq6TWXYqgL+hjAQE3gT7hQInFgudFAjIY7nKZwmwCC0kr5UKQQBiPHO7qgIEABZKvZmXoF3iw2ploOoHSOAXQJgrluzbh7XaEFZrgl9XAhqKRQDgDV3zhrJZkAAsQCGvKfFmLNeFyQL33wFAgEHOUmWAopLe0EoLFdIfCNJUIqr6CFDAtFAi6iTf1xWEBysV/wtMs0VC2XizXCFA5s9KpQCHLwviXSTUULZmwE2uMuQmWfxQ+g6GUu2ZynFVVhnjIo/N82BGgn+2K6MyLJcuzXOx23BjJG2HujeUuJ3BRJnWtqM3wUatcJVJ7u4EWzovWXM/ZisdFy25f3EbnZeE3tlCZ5w192R16ElzboiZpAwv7jSiOEqzeyIjWDz2dUkKMCQtxExtI0wOMlF7yeN8DLjkZ8xFscJ31yPG14SEIAtifY0476mnVjSecNHjuJsBR1z0Oe4lu9bNOOS5hSgHQ8LtjQhzNCXQxpBgexM8LXXxsjHEbZserpb62JloYWe6GQdzHbYLtWOhzw4rI+y36uGwVQcnK0P1taWRFlbGWtiYamNlooWt6WasTbR4a/XOWZ4oaeAhJi7v50nrWT7oiOXTR5f4pCuOTx5d5FXHeV51XODZvTNK7z9z4wSTjbIfIJonHSmstifw5EEyy60XmW+RBnI8zzsTeb8nnff7snnZn81ydxYT9zOYeZjP3P0M+sqjuJ8ZSNpea85FOnA6ZDsxu1w4H+nA+TBrhq+e4V+zxXw6WchqXwazD9MYvpdG3910RtuzmX+Ux/SDFJ72ZSrp5qejGfxzMpsvFkv4bKGEz+cK+GYun89nC3k1lMdSr4BHFn2tOQzeL2S4o4jx7nLG+6oZ7CxTFYZMFA88KGC0s5DxrjwW+4pY7s3hw/FC/jKSzRfTQquU8OtLoXxq+elVPT9/cFUF+e8FAD64oQnyH95UFcGvn9zkt7/c4pdPbvPLJ838+uktfvu0Cf52l2fdmTQk+tEQ70/DRR+ak4JoiPag/JQTdUl+vJqs5G9PbzM/UM6U0GZj1TyducpUdwWTj6qY6K5gvKeYsd5iBrqKGOupZLqnjKdj5TwfTOfLxSJ+XCvi6+V8vn9SwbdqnqCYnx4X8+Pjcr5drVLc/rfPSvl6LZ+vBACWi/l6qYhvV6QKKOSL5VL+Pl/CXxYq+GCmkvenK3g6UsD7M6X8+3E1X793hR8+uMr3L6r56UUFv7ys5tuXV3g5V83EYCmTQ5XMDlawMlrF0mQ9C7PXmRxvYH6mibXZmxTFeJMSZkB2hAFZEXpkBuuQ5LuZqoRgVicbWZ29w8L0bWanrjMzdoX50cvMDlYxN1TO0ngVCyOlvDeZwq8fpcHH8XzVHcRo3EY6jmyk6YC2on/Sfd+mLFzsITZxdY8AwP/Hld3ruLl7HWWBf6QsfCN1e7W5dlCX8ohNlIbJlLMeZbIHea8eV0S9ofYxGNFw2IimE2bcPmFGy0kzumK3MZK0lZHErQoEFADISbP+PcBPZNkylWvPXIEEbHvm8hxVQJ/NdVDBXY4Ed/lanpfHy8Wu6v5SkQsrxW7qPfL8VJbt7++Tz5jKslP00nyRGwslHiyWCRD4sFDqw2pVIKvVAgLSjPVU9xbLJCBrAuxadQir1cEqCKv+gPD8RRoJqWTe0jB+XBOieU7Ao8RHBXS5v1QRoD5DHsvzErTXqoVmErpHsnqpRjSAtFYVyJIK5gJM0qT21fycZV4sl3mzJtVLiSer5T48rvJnVUBAgKXUh+USL5aLvZjNd2c8y0lZZwynOTKSsUN9Paqa6Y7M5bsxluHARJZUTS5Mig2LSGllHiLPg2mxyxBQSHVQO7Zl53b/pa0MygrWeGseXbShI0Ym5O24H2uvpJo3jlso1ZfYn1TsNKQ0ypD8MD01YyISZNk2lxKgT0qQkfLalzW08b6GJAeYkRpkrvaTx3jqEu2hTayPPnH+RsQHmnHR35hzXrqc9jbklI8Jx7xMOOxhzH43Y3Y6GxDhaoifnTY+dvp42ejjZWuE8zYdXK10cd6my3ZTLVwkqG/Vx2GrLg7b9Ni+VRtnG0Pst+iyfasBNhY6OAg4bNVmu7xniw4OW/Rx2mrIdjNtHCx0cFSVwWbeWmuPU41aaeAutJxnseU8T+9f4r2H8XzYFc/L+xd4r1OmVy/wtPUUy0IX3T3Pyt0YnrTH86IzlVePUnnekchq60VWRBp6P55PhnL4eDCXD4fyedKTwWynBO50xtoymWpNZqA8kvYUH7L32xG905GzkTu4sNOJcxF2XNxlx2TjGb6eL+Cz6Vz+MZPHXybzedaXwbOhXFZ6s5h+kMr0/WQWO1P4aEQmcQv4aqGYr5bK+GKhlO9Wyvl6Lo/vViv491I1iz3ZjD3MZbyzkJEH+Ux0FTPeVcxoTwVDXZUMd1Yz1FFOf7sAQAkjD/OY6S3g/dlaPltr4F9zJXy3VgnvXeG3D6/y64cN/PbxdX7+6Bo/fnCNnz6+wQ8fXefXT5sU1fPrJ0L5NPLLp038+pdmfv5I7slzjfDxbZ48SudmejDXkoK4esmHluQg6s+6UHBkOzVJ/iwOFLAyUcPsYA1DHcUMdRQw0VPMbH8F073VjHdXMd5XydhANQO9VYz01TLRU8HqaAV/ma/gmycydFbC90+L+VbOk1K+fyKS0UJ+flzKz5K1Pynj28dFfP+4WA2cfb1cxDerhfwgKqLFPL5SIFDG3+dK+Mt8GX9bqOCfK1V88+IyP7yq5uf3RZVUr1Emvazil5eV/PSqli9fNvDBYh3Lo1XM9pezNFrB3GQt07PXmZ1vYmH+Jk9nr1ES7UpiwAbyI/XIFwfP0M1kBG7mcnoEq7M3WZ5rZmbiOjPT15iZFDqonunhSib6ihjrK2B6sJAXk0l8/SoJ/pbOdyNRTCVsoPvo27Qe2UxhyDuk+79LSaQ2l/ds4vredVSE/F9uHthIy4EN1Con0U3U7trArWMGVEdqURamRVXkJqUYqt+vz2XZ73zEhOtC+0jz95TsUzDh3hlRAG1jPM2K8VTZwraNyXQrpjNsmEi3YirTmgnZ45xtx0yuPQsFO5jN2a6OZPezb+7l2qszlydc/+t7efYsFjmzUurGsxofloqdWSnRgIIAwGKhswIHAYapbKkAJKMWLb0ri6VePKmVYCx0kARmf1Yr/XhcHcDj6kBWKgNUpr1Y5vsaDAKYKxZ5pyeLIgktkn6Ct8rAJRDPF3mxWOLDUwGDEh/Vb1itlMAvAV5ARQK6AIuv+j7q+1b7sVLhw/P6YM29cl+eVgWwUubDark3jyu9WS7zYKXcg7UyD9ZK3Xlc7sVqmSdPK315LKfcm8UiN9UbEVpsNN1WyWBFSjuZ7aTmI2bzXZkvdGGx0FWppd70SqRJPpvnzEyuC1PZzqpKmMhyZjLbhYEkO4aT7RmMt6NbNXQtaT1lSaP4Ve03pWqnEUVhemT6bqQ4UpYFGZLqvUE5amaHGJEWqE+Knx7JvnqkB5qQ5GtIWrA5GaFbSA0wJdnPmEve+lz0MSDO24hobyOOOm3mrI8pxzwMOOKmzwE3Q8J36BHioEe4kzEBdnqEOJngZaODj70+XvYGuNkZYL91M47bdHGw1MPF1hhXOxOcrA1xtjXEdbsxLnaGuNgZ4LrdCDd7Ixy26bDDWg8HSx1sLTbiaC1fy/t1cbYyxnGrIU6WRqpS2LFVDzdrQ96SYa65O3HM3r3EQnsS860JPO5I52lHqgrwLx/G87Izjmf3z/K8/axqEK/dOcOz+3G87EzkVWcy73Wl8LIzmbX2eF71ZvHsUTpPOpN58jCV9wfyed6fw9SDVGXhMHk/m8m7ifQVh9KZ6U/JcWcu7nUmeqczp8PtOb/TkegIKyaun+Tb+Vz+M5rMvyZT+NdkJv8Ykyw/h79P5vNX0a5PFvHhWB6fjufy9WIRX0wLTZOjhqG+WxZpZgVfLZXz/kguc53pTD/KZ7anhMmHeUx25qq+wORgDX0dpfTfL2X4QTlD90sZbC9irLNUgcXiYCkfL9Tz4VQhX6xV8ssHDfzy0TV+/egGP314jV8lyMv5pJGfRfP/F8nyb8NfJeO/yS+fNvLzJ038LKDw8U1++6QJPmlWv6PGtCCuJwVSH+PB9Us+1J5zp/KcFw3pIbw/Vc7zyTJFp8z3lzHakcNYVw7zg2XMDFQxOVDHeH814/21jPbXMdJbxVR/NTO9xTweKebj+Qo+niniPzKg9qyUb19W8p/VYj6bz+W75UJ+e1LKT0+K+PFJET+sFKn+wHfLxXy/WsSPq8X8uFbG94+r+GKlmr/OV/LBVCmvxgr5x3wl3zyp43sZeHtRzc+v6vlFaLAXNfz2Xi2/vVfHrx9e5etXN3h/uopnY9V8snydlZl6ZmYamF9oYmmhkfcXr1MT50JOuBZlu2USeDP5IVrkhmlzLSeSpdlrLC/cYn6mkZnpBiYna5karWJ+opaZ0QpmRsuZnyjh1WwKX726xG+fxPDTTCTPC/UZvbCBeyc2kh8qjqBaVERt5sruDdzcv44rO/+HG3vfpWX/u9RHvE3tzo1c2beRxoPaVEespyJio/IXqt65kaqdWjQcMODqYSOuHTbk5jET7p62oPW0GXdPGtGfYMl42lbGUiyYyrBkNtuGhbztTGdaM5tlw0SGJXO525nPt2exwIHFfAdWiiTo2zGdZcNMtgx9WTGbJ7SPIwsFkt07sFDoyHyhI6vlAgDePKn05EmFB8slriwXu6gKQc5qqRvzBTtYKfXgcZWPAoLlMi9WKyUY+/K42o/lcm+e1ATwpNqf5TIfHtcEslYlIOCregcLpV4slknAFwmlpo8gjyUDX5OgXuGrrppmswcLxR7qswVoVip9X4ONgIkAg1BP3jyvC1DnVUMwj6t9eFLly/Mafx5X+LBc6spSiQCaVDdOPC5xYa3YhZXCHTwuE9mrK6slbgoU5vMdFWAOJlowqvoqQpE5MJfvwkqJJwsFGuWUos2kkS6eSRmaqWvNhLUjPZes6L4kWb41Dy5spfW0ObeOmNJ00Ixre42p22lITZQRJSE6lEYYkR+sT/7rZUKlYqgWYfLl3SIAAP/0SURBVEp+uDHZoYbkhJmQFWpCTpgZyb76pPhqOP6MEHMywrdxKdCcWH8zov1MOeauz1F3Aw66GxLhoEWYgzaRzgaEOOgSZK+Hr70BXrb6BDqZ4+9gSpCzBcGuW/BzNMZ3hzGuNjp42BngYqPPDku93wO+BHRnW32cbfXwcDDCXT7HwRjvHca42+njarUZF0stnKw24WS5CUdLLRy2amNrtpntFnpYm2zGfqsBDlv1sTXV4q1R8fW5foHZtnSm2zKYbstk/HYSs81JTNyIZrZJNn+d49l9aQIf58X9czxrO8d7nZd4rzOej7qTedWZyHtdqXwwkM/T7ixWu9J51pfNk+5MXvTmsvwwjbG7CQzeTmCsNZ3JlgSGysJ5mOlLyfEdXNrjxIVIZ87vdOFUuAPnwy0ZvXqCr6Yy+M9IPP8Yvsg/hhP4fCKLf41k8J/JXD6bzOOfE7l8Nlugpl6/E757Po+vZzL4cTmXbxfz+Xa1nC8WS/l0soAnAznMP8phqU+koUUs9+Sy1F/KqHD/KusvY+h+EYNtxQy2FTF8v4SRByWMdRazPFzOk7FiPpgu4j+Pa1QG/PXzy/BJE7991MQvH96AT26qDP+3vzTzmwT/v9xWAPCrAMNHQgU184s0gEUF9Mltnj9Kpyk1iOvxskbTj2aRgcb5UH7WixvpYfxtpkLRKd++vMo/V+p4MVrEh/M1fLh4mYXhUsZ6ShjvqWSyv16dsb5qJgaqmOivYKq/nJn+UmZ681juSeMvc0X840kNT0ZyeNqfxmezefz0pICfn2quP66+BoG1En6Q4P+4jJ+eVvL3qQI+GC/k5US5+r2t9BfycrSEv85W8t5oFn+bLeTHF/Xw/g34sJFfBRg/vsp3r+rU7+mztat8NFPPX5Zu8Hiylvnpy4oGWpy7zsu5Bq4melAhRnMHRNKpTW7wJqXLb8qL4PHSDdYWm1maucni3DVmpwUAKpgbrWJhopqFySqmhvL4YD6Vnz5J5bdPo/lxOoiXxbrMp2jTEa1DTtB68gJlVkBP2U83H1rHlaj/S/PhjTw4uoma0P+mIuIdru7bRONBmUzWVbsFLu/ZTN3uTdTt3qwM5m4cM+bGEUOaRflzxoz7Z825f9aMwUTJ9K2YytjGXI4t87nbVZAXAJjLsWMmy4aVIsffz0KenXrtYp4ds9kCElasFu9gqdCB+UJ7VsuceVLpyuNKd9YqPHha7cXjSg+WS11YKZP7HqyVu7Fc7MxqqYCAs6oW5oucWC334GmlD0sl7jyp9uNpbSCPq/1VJi4AsFLmrUBgpVKTma9VCdXipZ6X161W+KsMf1ky+lJvVgRIyjxZLHJV12UBl3JPlsoEALzVda3Kh6e1UmF4qUD/tNaPJzW+vH81hBd1/rysD+BptQ8rZe4sFrnwpNKbtXIXFgrsWMy3Yy7bkuV8O5bybFnItWGlwJ6lfAeW8h1ZLtzBSpETC7lSNUlQl2b5dqWQmssX8PNiIc+F6SwZnBMFlfRVdjCSsp2umC20nDBQpoa3jhiq3RXyd1mzazO1O3Wp3W1M/V5zqqOMqYw0ojhYj/IIE0ojTCgMM6QkypQiAQPZGR5kSGGkOWlBhqQGGpMWYkpamDlJISZcCjAkxk+faF89TvkasMfLiAg3IyLdjAhy1CZwhw5BznoEOesT4mZCkKsR/k76BLmaEO5lSZDbFgKdzAhyNifI2ZRwjy0EOxsR5GJMoLMxAU5GmorAThdvBwM87fVxsdbC1UYbd1ttvB0N8HEwwtfBEK/t+rhba+NhrYPPdn287XVxttyAk5UWbjZ6uFjpq36Ak6UhO7bp42ZjrEDgrcHL0Qw0xDDekkb3tUsMN6czeDOVzqqzdJQdo6/6CCP1h1hpOcXL+2f5oPOCAoGXD6L5qDuRT/rS+WQgk1c9Gax2ZjDWEs9sRxrPRwp42p+nLKOlsphpT2XyXjqjt5MZuR7NSGUEPQVBlJ7awaXdAgIexO315NxOF2J2bmfs2im+nsnmy4lkPhtP5N+jSfx7PJO/jWbyxUwe/x5P5yt5fiaLr+fz+WaplG+XypRWXyoAaWh+vVjId8tFfL1Uwl8m8vloXKqGMj6dLObvM2U87slmqiOT4Qd5jHYWMfKggOEHBQzdL2C4o5jxR+WMdZUx2VPGRFcB8z2Figv/dLaUv86X893La3y+XMU3T+rVsNeP71/np48a+fWvzfzyVw0QiAro14+bVE9AJoJ/fr+B75/V8/hhEjeSA2hMDOBGgi8tGYFcjvWg9IRMAofx96kyfpWZgleaXsP3zy/z3csrfP3sMv9cqebVZAmPJRgO1jE9UMv0kFQElUwNVTMzWM1Mf6WqHJZ7C1nqzefJZCVLI+Ws9OXzl6kCvlvL48en2fzyUuwrivnlmWj+S/nxRSU/Py/np6cySZzLBxN5fDhbxcpIOQtD5axN1LI8Wqr6Af9eq1fg8uWLWj5/cZl/P7/Mv57W8vFcIR/NFfNiupS5wUKWRytYnqhief4KS9IIXmri6XwDlxNcqd69iYYDOlTvl0EsY3JCNnMzL5y1xWuszDexPHODhal65mdqmRmvYGa4grmxagUCiyMFvJpM4IcPsvj1oxR+nNrJBxUmLKfp0hUtqx/XUxKhzbUD2tw6JH5FG7m2879oObye+4fXcyXqz9REvsuNQ9rcOqzDlb0SIDZz46A+tTs3cGWfNg37dLh+WJ/GIwa0nDJREkCRf0oDeCDRkpksCfY2CgAk+Evgksxegv9stq0K+suFct+BhfztKvDPZFkxnWnJUoE9i/nb1XW5yJEXtV7qPKl052m1t8r+5QgASNa8WOzEQrETi0UyWyCDYs6KTloocmGhyJm1CgnU7iwWu7FWKRm8j6oOVso8WSn15MnrDP1JjR/P6vx5WhugeHgBgcUST1bKJfP3Ute1Cm/1eWvlnjyu9GJJqo9SN1YrPFiV+1XeKug/rw9QQLBW5cWzWh9eXfbnea3QOPI+Dx5XePC43J3VElfWytx5WePJ0/IdrBTasSJAkGvFbIYFqwUCBDbM59iwlG/PfI4tCzm2zGRas5Bnz5SaqhYVlC0zOU7KLG8kyZqHZ2XvtTEPzohRoSnNAtYH9JQleG3kZhr2mXB5j4kK+lcObKV+nwXlO/WpkKnyKAPKouQqU+WmlEYaUyrBP1wqATEWNCQz2IAU8dkJNlLB/pSXLkfddTjkoc8eVz12uUrgNyFox2ZC3fQIctElwsuUUDdDQtQxJsjZiF1+24jw3EKouxlh7uYq2Ie6SfA3JdhFjjGhbiZEepsT4m5EoIsRga7GBLsYEexsQJCTrrr62Gnhay/AYkDADgP87PUJcjIiwFHUP5tVNeFla4innT4edkL9aOOx3QAPoYusdFUvwcPGAC87IzxsjXmru/oEvfVn6b0STc/VGDrrz9NRdYaO8uM8qjzGvYJd9NceYbD+EIstp3ncfp6XHbE8fxDLWnssz7vTeNGbydNemabNpe9WAl2NlxhtF3/9ZEaaYplpTWS6NZWx2wkMXYtm/MYpRspl6YofhUftid/jTNxuN6KjXLi4z5O4XfZMNZ7lh4VCZbUgwf/vQ4n8YySNz6Zy+XImXwV+daaz+GImly9nC5SE8YfVSr6ZL+bLuQK+nM/n28UCvprL419TufxnroS/jufxXl8a/5wu49VQPi9HS5npzGGsLZ2ZTk3jd7Izn9GOAhX8Jx5VMCkN184iproKWOgvYHW4iLURGaqq4PFgPv9cucy/V2v4bLWcb2QaWA19NYE0gBVd1Mg3T+v59vllPl+r4TPpSbTFcy3Zn9upITQlBNCU7MfVOA+qz7grGeg/Jwv59b1afnmvhh9fVPHTyxp+fVXPD08r+fFpOT8+r+az1SusDVUwJVbWI7XqzAxVM92naRwvDFYw11PEXF8J8xI4BytYGy3nw8kivpZs/0k+Pz7N58e1fH57WcGPz8r4+UUV/1oo4LPlUr58VscHM2WsDJdq+Py+IuaHSpkfKWFttJQPZqtYHc5hbSyX1fF8lkbyWBsv5Pl0iTpLY4UsjpeyMFrO8ow0ga8yO3uNxeUmXixcoy7OhbKoDVw+oEvNAQPlEJofrsWtvAieC220cI2V2avMT9ayNFPL8mQ1C9L8nahmaaKGp1PlfDiTwnfvZcNfi/hh7hB/qTPjaZY2g7F6lIS/S1GYLIrR5c6Bjdw/psX1nf9F8/4/0354A1cj36Y24m2V/SsA2K1F/a7NXN8vewo2Uh0pIKDDjcP63DyqR/MJA+6fM+eB7FKONmMgcZsK9kL7SMCfz5XMXgK/Dcsqk3VgMW+7CmbLBQ6sFDqynG/PTKb4BW39X3AocmCpyIHHla4qQ35WLSDgyVMJqjXeigqS4D9f6MBi8Q5Wy1xYLXFWZyHfnrlcewUEcqRfID2C1TIPlXGvlnooialk8UtCH5W6sljixrNaoWS8WSt7/Zpi+d6eavr4sYBAiRur5VKJuLFSJtm7m/rZlkudVFB/Vu3Ly7pAXtUG8awmgGc1/jyr9uZlnR/Pqj15Uu7GaqkTz8pceVHpzjMBgaIdvKh042WVK88rXHhR6cqrKjdWC+14Xu7MY/k95ForYJjPsmIu04aJFGv6Y0zpOmtI51lj2k8Z0n7ahObDejTu1eLqLmn463LzgD7X9+rTsFuXK7LHIkqXGwe3cHmv2JWbUbPbhNq9FlTvMaNytzHlu4wolcHDPWaU7tmitmdlR5iTFWlBQqAhcT46RPvocNRjM0e8dNjvqsVeVy32eeiy31M4/M1EuOiz09OUCC8TQtz0CXc3JMrLiEhPIyI9jInyMGa3txlhLgZEuBsT4W5KpKcAgLECh1BXYyI8BAzMCHIyIMTVgDAPIwUAfk76BDibKHAIczMixFmfoB16BDrq4W+vTfAOA/wFCJwM8Nuug7+DPh5W2njb6uNho4eXnR5etjp42wndpI+PUEZWOrhaaqmrh5W8zpi3Jm6cZfzaGXqrj9BXd4xH1YfpKNvHg9K9dNccof/yabqqT9Jz+SyjTRcYu3mGmVtnGbt2nLHGM4w3xzIuxnCPpDGbQXfjJdovR9PTdIn+mxeYuntJ7ROeuH2J6ZZLTDTJZPEpZmvD6cryoeioIwn73Ijb487F3R5ckGZwhDXTN07z7+EUvppJ529Dl/j3eCqfTWTy5XQOX87k8sVMNp9PS/YvAb6A7yVgzebz+XSO0r1/NZevznevqwG5/5/pPD4ZzuTj0Xw1ULXSm6vkk89HyvhwrIKPJ6v4YKKC6Y4MJjryGbkvvYByxjvLGekoYLqnkOm+QhaGK5nurWB+sJJnk/U8Gang+XA+n84W8u+Vcv45X8HXTy7DX5rUINj3Io98XMu/lyr561w5/1qqZaEtkZtpwTQlBXE7MYjW9DDqot0oPrKd6/Hu/G00QzVVv3taxvfPKzVg8LKan55V8tPjIn58WsJ3T+r41/JlVgfLmB2oZGqgiqnBKiZ7S5ntL2W2p4jprjwW+ouZk597sJCV4UIeD2XzwZhMD0tjWNxLK/j1RTW/iffQs1r+sVLN4+Fc1kYLWBgsZnagjLn+UpYGSlgaLmJhRKyzC5nrz2N2II/5oTxWJ0tZHi9mZaKEJzOVrE1XsDZZweJoCSuT1SxO1jEzcZn5uas8XrvF85nLXI/3oHTXJmoO6lJ3WABgEwUR62nJj+Tp3BVWF66wJH2DyTqWJmtZkepjqob58SqWJqpZHS/hxXg833+QqwGAxaP8tcGYv5Ubqf3ERcF/ojj0XW7u06L90EbaDm+gMeq/eHBkAw+PbuZy6B9oiHqHhl3v0LhvIw17NlO/S4trezdSHfGu2izWsF9P7UW4Lstojulx97gB988Ycf+sEX3x5kxl2qjgLxWAUDqS4S/l2ansVYL9fLYdc1m2LObaa4J/hiXzUh28po4k+38T/J9WubNS6sTzGi9e1PjwQiqA1zSQVACr5S4sFjuwUrqDxyVCj9gqUFmTx/n2LEgFUuSk+PXVUnfVKH5c7slioXDmUhnIZ0gm787TKh+eVfmpQP9UsvwyV1aLnXla7sGzMneWCxx5Uu7Ksyp3nla48rzGnccVzryocueJCurevFfjz/v1QTyv9uW9ugCeVXmpXsXzKk9V0QjoPSlx5lmFC6tFDrxX5c7LSjdeVbvz6VV/Pqjz4lWVJ2tFO1gWvj/DhplUKwYuGNJ1Wpt7h7VoPqDFnUM63D6wmas713F113oa92vTuE+XK1GbuLZHh4ZdOtSGb1TX62InEqFDTZS+yvrLo8RKRHZUmCkzwZJdJsozPzPMkPQwQ5JCDDnnvZmTcvz0OR1ixrEAEw54G3DA15hdPkbsDTAnysuQKE9R6egQJcdFm51uekS56bLHx5i9Aabs8jZSZ6enAbs9Ddjva8I+b2N2exoS4apPlKeAgBE7fUyJEJDwNCHCw5TdvluJcDch1EWfEFd9TfXgbqKoH38HI4KdDPF30MXHTjJ8XbysNhLo8BoMHHTx3a6Nt5023tt11PHdroe3jZa672OzGf/tuvhIg9lWFy9bPXaYb8TeZD2OFjIJ3HiGqcuH6SmJ4kFBKA+KI+ipkeB/gEd1x+ioPUFH7Tlaq87SVnOGjroz9DacY/DKaWUdvfQglZHbsUzeS2bhYSYLbSnKJnrpQSLz7bE86UxU3kKzt84p5dDTjnhEejpTHc5wURiVpz2I36vJ/qMjnIiOcORCpBXjDcf4e18cn08m8u+xS/x7LJ7PJ9P4frGAz6cy+Xoum6/ncvh6Pk9VABL0xa1T6f+lcliSwaYCvp7LVZTQF3MF/HOqgL9Pl/JyuJD57hymu/MZ6ypgeaCYT6Yq+GSqnI+mynk5VsZcdwHD96UKqGCks4yxR+UMPSxguq+E1dFaVgareDVVz8vxKmVJvdafz6uJUt6bKOHDqTK+fnqNXz+4wc/v1fP140o+Xynn30sVfDpbwt/nK1m4l8DtjFCakgK5Fe9PS0oI9dGeVJ12oTktgL+NZfHj8wq+FeXO8wp+fFnJzyK1fF7JV4+L+O55Od+slfL1SgUfyzzAcDlTfeWqDzDZX8HCUBlLfXm8GilmrTuTtb5MVgcyWezPZG04n7Uh6YXk8vF0Of9Zq+OLx7X8c7GCT+cr+XipnoXBAqZ7c5ntL2a6r5iFgRLen6tnZaRYgcCynJEiZgdymRnIYXG0UIGA5lrO2lQFT2aqWBorY2W8nLVpyeLrWZq/wsriVZ5OVHE93pXa/dpcPW5E/RFD5eOTF/Y2t7NDeTbXwJOV6yzOXmN14SaL0j+QOYTZK6zOyTxAtQK0D2ZS+enjIvhbMT8uH+fv1035pFSPqURDCoL+QF7Q/9ByZDOdxzfTdvhdbu/9A49ObqTrmBY3ov7EjT3r1ErJpgMbqYvaQHXEOm4c1KJu5zpVAVzeq82VvZu4eViH20d0uXfCiLZTBjyMNmEgwZzRFAumsyyZz7ZhMdeO1ddZvgT4lQJHVgocWMrbru4JKMxlWbOcZ89ctrWif95UAY/LXHhc4cqzGk3wfFruystaL3VvvmA7SyU7VJ9gLt+O5eIdrEnvoMCe1WInnpS5s1am6Q08fd0wlh7BG9WQBHkBAGkgC5BogEEUOO6q6bxS7MBSoR3LRdt5WuHC4xJH1oodeFrmxLNyZ15JRi9VQKmz6lk8r3Ln/Tov3quXSsWZ59WurJXIn8GR1RIn/v9M/fVXnVuzrgu//8PZe5+1l7wyZ4Tgg4HF3d1dISQBghMCwd3dXeLubgRIILi7Q4i72/W16sy1vvNDb89gwATCbK2q1123tMnvkLJYNZP2tCW0pS6iJXk+7ekLqY+Vv8UMKkInU+Jnzs0Dxlx21OesrS5n9uhyxkaPU9YTOGWty0kbfY7Ia1sjju/RU8X/6O4JHLXRVYaCQus9ZWtI0S4dDtsYU2ijIV8Ee5Jfvc+SuK2GRGw0IGyjMSGbtQRsMsFrjQEH1hritFqffcvGY7dSD5sVeuxZbcjedVr2bDBj52oNu9aYYLXWFOu1pmxfZsi2ZQbsWC43fj12LtHDeqkBu6VJrDJh7zozrNdo2bVKw64VxlitMGbnMkPVQPas1LJrqTHblxiydYkxu1aasWmhPlsWG2K1yoLNi4zZsdycXSss2LZUy6ZFhmxfrmXjIkPWzjVQN/z1841ZO8+INbMNWDfHkNUz9dgwz5h1cw1ZOUuXVbP0WD59Aosm/6mmhDWz9NXXrZqhx7KpE1g6ZYKilS6erMeSaUIHnaDO/Em6/K26yIUHUugTdnAqchPn4nZwMcWak3HbOZ+6h/MZ+7mQ48rpTFcVEn8+9xBX8r25U3SIitM+tF4Ppe1GKA1XAmm7FkTnZV96rnrTdMGdqrMutF3zYeBOEF1XvWk47kDzWVfqTztTlbOdsuRtpDkvwnvXQjx3LlYNwGvHArx2TKO8aD8fK4J5V+7Nx0o/vtYG8bEyWC153z0O4015EO8rw/5H6aow/+o43lVG86FmVAH7uSbmL/vmWN5VxfGhPo2Xtem03Y9WDeDhtShKb8QpWGe4Ionh8nhab4fQVRavePgV12Mpu57Eg+spPLiZxv3rSTy6nUD9fcHA0xiqSmG4Mon+xwkKKukqT6KzPI5njal87crmZ7cYw2XytT1DNYG3jWm8qE3lZW0Gded9ORW+iZMB6zjpu4YTQgP1WE6ux0rOhG/iRUUsv3qz+d6Vzqe2ZL52pvK9M4lfnSl87krnc1cGX1sS+dWSzJf6ZJ5VpdFYnETFXWEJJdNYmkrXw0Re16XxpiaZp4+FMRVDy/1oWsvk89IwYqi5H09DcQKNxYk0lSbR/DCFqnvxVNyJ5+HNWMpvxlJxI4KG+3F0lKdSfzeG2jtR1N+Ppf5BHJV3I6kpjqG6OFpNAHVliTSUS8FPV6deftbDRNUQmgTGqcymsTaPrsosjvouosjOkONOJhTtF7dEI1J2jOdykhVdNUW01hfSWn+C1sbTtDWdoq3uOPXV+dRW5FBbmq72GgPVYXztj1UN4HujIyNFpgyl6FHup0/y1r8Tt/G/OG03lsv2Y7hg90+O7fzfXNz3X1zbP5ajOyRk/h8c3f0Hx23+oMBqvKKLFliPJXvHGJWCJhDQMTsDzjhpOKvgBxPOO0o4jpESfMktVwp7dcQUqiKmqIVmXczoUlMKndxuayJnUBMxjbqo6TTGzqRBCnrMDGr/+tramOk0JUlhXaSO3JibEqQJSMGdQ0PiHFrSFqglcX2iiMNm0ZyyQE0MrVJg/7p5S1GXwi/sGWEV1cbNVU2hKXEhzUmLFEQkX6MYOMK+kd1C7Eyak2fSmjKTpoTpNCbIVDFdwTOtUvSTF1AfP4sW+Z2S59GSvpDOnGV05y2nI3spbZly419Ea/JcOtMWKmy/OXE2rUlzqYmaSkWYJWWBZtzxMuLGAbET1+Pi/vGcsxvHqb1jOL13PCf3TuC4jS5n92s4bqPPGTsTzthrObFXYJ4JHLHS5ZiNIUdtDDi+T8NpRwvl+yTOsbk79cjdaaiChpKttERs0lPK8qANhniv1cdtlT5OK/RxWWuC41ot9iuN1dNlozmumy3Ys9KQ3SsM2LfWDLv15livNMRmtTHWK42wXW+G9SpD9q41Yd96LTarjNi7xhjbNcbYr9GMTgorDNXXWq80xmqlMXvXmrJ7lQbbdWbsWW2CzUoN+9aYYbNG3jfFSs5qU3YuN2aXTAzLTNi2zJRtS7TsXmPJ9mUaNi3SZ+sSQzYt0GfzQoGGjNkwz4jNCzVslH3AHAOlFdgwX6MawJo5Bqyda8SSqWNZM1OHldPHs3a2PqtmyTFk8RQ9ls00ZtFfO4AFk0d1BbPMx/G3q5kOXMlw5HT8Ho7HWHEqdjdn4qy5lLybm5n7qDjtSc0FH+4fdUfSw64WCcYfyJUCL6ovBdN3L5wnD0IYuONH/w0RjnnQf/Ug7Ze8KDvqRM0FL7pvBTF8J5ieSwcYvOVD321fagp38ChjC0kOsziwZaZqAMIE8rZahL/NbBrPHuR3Ywwfyn34VhvIj/pgfjRG8rk2gq8N0er5uTaST3XRfKwdLfwi0hLY52t9Au+rIvkmLp21CQoe+tGczrvqBF6KuOxhHD1l8fRVptF4L4busnieVyfwvGr0OfAohuHqdBruxlF+TaaEeEpvJFJyPYFHtxKpvBlDa3E0g48TedWYznBVAi33QmkriaWvMoG3ral8aUviV0/GKIbfnqaM4WQKeF2fxvumHJou+3M8ZC3nwzdzIXQT50I2k++5knSnJZwO3cjr2mQYKuD3YB4/+nP53p3Oj+5UfnWn8rU7g69dmfzqTOV3WwI/muN5WxdPT1k0vVXpNJUkKmiroySRF8rLKIUPTWm8qk2mrzyB1pJ4ah8kUVWSQlVJGpV3E6m8I9BOkoJ3qu7GU3Uvice3Eyi7EkL97RD6q5JpeRBN471I2krF4iGZarn5F8dQdS9KFf/a0gRqHyWpBlCvCn4GTRVptAgcVJ5KQ3k6dRUZtNTk01+bx6ngZRTZGXDB05ITLmYU2RmTYa3Dnex9DDUdp6flOJ3NJ2lrPElrwzGaqgtoqMyhqiyF2pIUuqoyeNoUxdfBOHieyLdGB4YLTBhJ06c2zJiUzf9B0pb/4qz9WG45j+Py/n9ywup/cW3/P7jm8CcnrP7OUat/cGz3vzi9T4Llx5K57Q8Kd48l32oceVa6ihl01NaAs84mXHTRcsXVnHMOhlx0NqQkaBLNUpAjp1ETOZWKUEtqo6fRGDeLprhZ1ETIFDCLxrjZNMXPUcW/NlIw7ulq4VkTNUXdtOW/kUbw37i4PJsSZtGSNJcWuYXLexkL6ciSpez8USw+ca5qAJ3Zy1UTkNOQNJ+m5IXUxs2hNlZu46N7Arm1yy5CaJbNyYsV/VJBRfKzY6bSmjqLluRptKZMpz1tDp3pC+jMWERHuuD1i+jKWkRPziJ6cxYzULCSzqwldOesoEtYP7IQFlpq7DzKAiy5f0jDvUPGXHEayzXn8Zzd+3cu2v2hpq+ze/7JZQc9LjsacGr3WC7Y6XF2ny5nbPU4Y2vIuf1GnNtvrM4Ze2NO7DPguLCwrA0ptJGUOa1y0BTb5IRdWqJ2mBAixX6TEQdWj+fAGl1cVozHeZUebmuNcV2nwXGtBsf1WuzWaLBZboDTRgtcN1rgskGL80YtDmuNcVxvyv51JrhsNMNxnQaXTaa4bzbDfZMZdmsNcN6sxXmrGS5bzUZfb9TgsM4I101mOG4wwXathr1rNdhtMGXfOi22G0zZu0bL3jUm6uzfZImNNINVJthvnITdpknq9Y6lhuxaoWXHcjN2rjBj6xIjBSftWGakGoT1cg0bZLm8wJBNC43VLmHdXH02zDNUjUCgIVkKr51rqKYEaQTSAFZMG8fKGbqjS+LZGlbMNlFL4GUzNSydbqQagTSB2ZY6/O1YsgvHklw4kezKkZh9nEnYx51sB4XB1xx1oO+aNwOiBr5ySGUBPDobyPXDXlwt9ODuUVeaL3vwqtSXNw8OMXzTha6L9rSdc6b+jCfFR9xVdnDFyYMM3Q1j8MYhlaL1ujKChiPbqSnYRrbHPNw3T+PgjoV4Wy3Fb/dS/PfMpeGMB4goqSaEb7XB/KgP50dTND9b4vnREsvXhih+NMfxvno0jetDldz6E/kqitf6eD7VxSuxk7z3vTmNn63pfBWTs9oE3tUk8Kk5lRdVcbysERfNFIWHiwPm+8Yk3tQl8745i4GKJBpuR1IhWQb3k2gqzeDxDVkApzFQlc7g42R6y6IVtDPyOJH2W+Hq+ak1me/tSXzvSOZHlzSDFD61pPClXWyc8/jcUUDzFT9OR6znQsQmLoVt4kr0doq8V5FzYBmnwzfwujoJhg/ze6gAhkVglgfSDLrS+SkirM40fnam8Ls3je/tCXxri+edKH/bxMgulbZ70TTdjqW/PJm3Ql1tSeOdOIY2JfOiKZv2h2lKUVt5P42a4hTqHkgTiKa5NJG20gQa7sZSdT2CuutBPKuJ53ldAk33gmgrieR5QxY9VenUF8dSdz+GupI46koTqSlJoOlxGvWPkmkoT6OxIp2Wqiz1bKqUJW469Y8zqa/KpasqhwvRaznhquHyIUvOeVhy2E5Sj8ZSUrSf9wMXedZ7lraaApqqcml4nEljeTqNFSm0PEpkuDGPkaYsnjWG820gGp6LwM2RV8fMeZ6mS32wLHL/TuaOf3LJcTx33cZx3ekPzuz5P9xzH8Ndl/Ec3fZvFG3/d87ajuHMnj85Zj2evO2yNJbAmj/J2j6GQhs9Cm0kMW00EvOikwnnHQy57GqsBGBV4ZNVMX8cNpGGOLlFz6Y+ejoNcvuPm0WLQCmJc9XHsuRsSZijFp21kVNoip/115mpbt0CvXSkzacxTqaHKTTETaM5aTZtafNoShLsf45qADIJyK5AGoFARPUC2fz1vjQG2SkI5CIwUnvqQtVEmmSKUO8JHLNAUVHV+0mjN//WlBm0psxSP783axldGYvozVpKT6bg9Svpy1lMV/oC+rKWKly/KmIGZf6Tue1hwlVXA667GXHNxZCL+3U5vWeMOlcc9LnmoM9Vex2uO+py29WI604GXJU0OTt9rjpquOyoUX/TC06mnHcw5YyjKWedLDhmqyHb2kDZcCRs0yVi03iCN04gaJsh3psNcFqjg8smI1y3anHeZIL9OgP2rzXAYZ2hKu5yDmw1x2m9Ec4bjHDbaMKBTSa4bTTCfZMxHls0eO0yx2unHEu8rCaq1x5btLhtMsRzqwmeW7V47jLHfbupOo4bDXHdYsKBraa4bNTgvMEYp/XG7F9vjMMmE5w2m+MoTWO9iTr71pqwZ7UxduvNRhvCWtNRyGiNKXtXm2ItO4Zlxurmb7XaHKtVZuxebcbuVSZqiti2WJcdSwzZstBINQmBi9bPE3hn9GxdomXjQoGIDNmwYLQByG5AoKLFk8exdJoey2cZs3yWhpVztGxYOJHlsiCeqs/CiRNYME2fv+XFHSA/1o2ieBeOxttzK9+dkkInyvL2KpfQvksHeXEngH6Bdc570njZn0cnD1J13o/y0wdouODKm0cBvC/14lNFAC/LAui64UvDxQDuHTnIvaNelB07SNtlP54XB/FChF2lAfScs6GhYAv5nvM4uH0GHjsW4L1rMf57luG1axY1J9z5Kdz0ukh+1EfypSqM7/VR/GxN4GdrPN+bYvhUF8HnulHfH1kAf6lP5FNNvDI3k+Wv2Dh/qk/iS0Oy8sORJiCKV/HyUXYIDQl8bU7mg2gIWlL5IPbOLakq1Uv8ct7WpzFYEUfXgyg6S+Loq0ilrzyVZ3XZvGpK53VjGsMVUbxrSuBzW7rSHLyuiuFTUzTfOxP42hrP17YEPrcm8aUtjc9tGSoV7EfPUZWlcDpsLRcjN3I5fCOXo7coMVjOgSWcjdzEm7pU1QB+DRbya+gwv4eL+D0opnM5/OwUC+okfnal8qsvg28yFXSl8K0zWVE5PzSn8LQykba7kfQ8jOdtS/aoNXW7ZBak8LZRmECJ1N6JHb3t3xnF9NsfxvOkOpnnNUl0P4ik7W4oTytieFcXy8jjMDpLQ3jRmMHLhky6ypNpLIlXRxpAfVki9Q+TVAOofTgKA7VUZlBXlkxtRRq1qnhnUv84g4qHGbRWZHEpdgMnXY257GXOaTczCm0NSLceQ/kxZ971neN132l6a/NorxIvonR6qtJ40Z7P574jfO07xhex4OiO5+dQNL+fRfGtwZZXx0x5kT6BpmBdcrb+J1lb/s4tV13uOP3JbZcxnN/7f7jv/if3nMdyatd/cGr3Pzm370/OyYJ41xgKdo7hxD6Bgcao5DJJMTu535CzToZccDbmursZV+TpoeFh8CQqRQMQNkkV9P8u7JWhljTETKc5bqYq/v9d+DsFX4+fpb6uLmoaNRGT1VTQkiBTwjSaE2bQmjSLhtgpVEeYUx1hSX3sVFqSZ9OWOp/mpLk0JM5WBV9u/105K1QDkOWwfNyRLVDQAlXs5fbelSn4+wJaU+cr5o0sX+V7yIQh+L5MGI2C+yfPpTtzES1Jc+hKXUJH8hK1ZG6Im0V1lMBbM7jvbcpNdynyBlx2FBhnApcddbnooMMVxwlcEJhtvw7XnA245mTAlf36XFRF3kjd+C/a63PdRcM1Z0OuuRhxzc2Es/sNOeWopcjWhKw9RmTtMyPeSmxB9AjerIfPRl0ObdTFa8MEPDfqcnCTPj47TfDcZsyBLcZ4bDXBa7sZB1VBNsJ9szFum43w2z0Rf2sLfLdrCLQyIdTGjFAbU0KsTQizMSVsnwX+1lr8d5sSYGOO725zfKzN8ZDvu80Yr+0m+FiZ4rPLlEM7tXjtNOXgDi0eO0zwkOdWE9w3GuOqmosxrlu0OG4cbQSuW81x3mLG/g1adi/XZd8qI+zXmWK9wkA1AvsNFtgIRLTWnF3LDEd3BWtMsV5lyt71ExX0s3mRPjuXyyLZAOtlRmxeoMf2xcbsWGbKpoVGqhHIBKAWxwuNWTtXXx2ZAlbO1GeN6ANEbDZHo0RlohFYOcuYNSIcmziOJRPHs3yKLgsnjuNv+TGOHI53piDKlqOx+7ic7si1tL2U5TtQc8KVlvNetF44ROtFHxrOelFz3IX6ky5UFNlRVmhHwzl3RoqDeFcu2HwELypiGCiJpud+NPXXwik95cu9Ildqznjy9H4QT+96M3TTnbbDm6jPXkum81QObp2Kt/ViDlktxmf3Enx3L6D6xEG+iMCrJppv9bF8rorie73c/uMVC+ZrYywfJZClQWwLZBIYPeJnI9TPrw2JfKxP4lNDsjpfmtL41jJa2D/UJ/JeGkRTigo9eVOfwJv6RJ4LjNSUokJQvjQn801iHTtGQ11GKmIZLIvkTW0yb6vj+dKayreuUUXs57YURZ+kW2iaKXxsieNzRzJfO5L50prIx2axZEjlY3MaXzty+dl37K8GsIaLEeu5Gbudy5EbOOy9hCy3BZwOX8fbhjR+DRTyY+gwP4ePjorKhkRTUMjv7nR+dSbyoytFRUR+7c3im9oXZPGlNY3PLSm8rU9Q/vtDFZEMlUfwTv52ygIigW8tsjOIo7cigab7MdTcjqbhXiw9D6N4URnFu6ooXj8eDbn/WB/Hq8pQRipCeC3eQV35PKtNoVOgnpJ46kvjaXyYQK3c/stTaHiYTM2DeOrLkhTsIzuAWgUHZdL4MJWa0iSqHmXS8iidS3EbVEbxxYOmnHEzp8jemNRdf1B+dD8f+8/wtucYfVUZdFUk86wlh099R/jcV8SPvsO8b8rkjTT07nh+DETy+2kkXxvteFak4X22Ps1B4ync/nfyt/2dm07juO82ljuuf3Jhz//insu/KD0wgVM7/y/Hd/wnVx3Gc8F2LEd2CsvkD07slWXjWIqsxnNk9wTF/rngYsRFJ8lI1nLV1ZgrboaqAQjcI4W8OlwawUQeBmipCp1Ifcw06mMFT5+hpoKmeJkE5tAUN5PaKJkaJtMQO42muOk0xE5Vxf///5RdwkR1mhNn0pI4i/rYadTETFXL2paU+bQL9p45Cgk1J//3maf2Bk1J0gAW0q0awHy6MhfTk7V4FKfP+G8a5kLaZPGcMJf6aPmdplMeOJEyv0nc9zLjuouBiv+86mrIeXsdzttJwTfknL0OFwTGcdLjsoseV1z1ueFuxGUnXS45TuCqmwFXDxhz2mECx211OGFvwAkHE47ZmVC4T0P6HmPirQyI2qlL0KY/Cdo8joBN4/BZ/yd+csvfZUDgLkP8dxoSsMsU/x1avDbq47fDBP9dWnx3avDebkCAlXxsgvc2AwKtTQjebUroHjPC9poTsseMiH0WquBH25mT4DSJiL1aIveaELlPS4SNlvA9ZoTuNsNvh0Z93wArcwKsLfHZYcah7Vr85ePd5gTYWOCtmoAJLpv1cNtiiNtmQ9w2GOKxWYurTAIbNexfb8D+9YY4rjfGbo0hTgIvbdCyf70ptqs1o0fgoXVa9q0xxXaduZoGrFcYqdu+1XIjdi2XBbKGnctFUKbHruVGbF+sx7bFemxdqM+m+XpqGvhvSGitTALzDNVz/TzZAxiwarYBS6dNYOl0XZZOn8CCSWNYMUufZVN1FHtopQjIJo1j9TRdlk8ex9/OJNpwJnEv5xL3cTrWmstJ+7gUb0Vxlr2CgWpPelB71lO5fz4ocKAs24a6IlvuJqzndtIWHuTuQfyE+u6EMFwaQ+/9GOov+NN0JZD6qyGUn/Pn/mF3FTkp1hFDt3wYuX2Q9qINVKetIs99Noe2z8Bz5wJ8bZbhY7MMv32LqTzhyZcaYfLEKf/9LzWxfKmT4p/Ez3bJwx11unxXG8s7Yf/UJamnmJl9rI3lk8BADaMN4ENDsvLxEYqjpF59bsniQ1OGwtnlY8H9hx5F8awyjrciJmvPUulev3tz+dmToywPBMIRG2Wxgf5UNxr/+KM9g0/NKaro/urK5peItjqz+NGby6/+AsXf/9oq4qp0PrWk8q4hme9dhfzqO077jSDORa3nYuR6Lodv4HLEegoOLiDbfSHnojfxvjEDnhzj55Pj/BwRYdkJfsnHg0f42Z/Njx5pQKl8783ge18OP+XndefytSObb+3pfGkRX59IXlaH80oW4o0yOSXzoyVRvRYIbKgihubbwTTfj6S9JEYFy3ysi+RTdTgfqoL5KpNXQwxvasV6I5Jhobk2ZzBcK8roeBpKE2h6lERLRYoq+HIECmqUSeBRCg0yFciEUBpH68MEtTtoLImhqiSZ5tI0rsZv4oKnGTd8J3LGzUI5eGbb6lJ/1p2vg2d52ZrLQHkyvQ/jeNeZx/uOXAYex/KiJpnuuyEMifNrcxQ/B2PhWQxfGh14WmDMh2wDmgP+pGDrf1C44x/cdhlPyYGxFB8Yw8U9/4tKX30eextyfMv/w4kd/85F2z+4ZCv2EGM5ZjWWc/bjObLzXxy1Hs8xG51REZmDHpec9LnibKiK4nV3Q0r8zdVNvl7w/IjJVIVP4nGoJdURk9TNuiZ6ino2xs8aPbLsjZtFXfQUaiItVcFvip9OY9xUdfOX0yxL2Ngp1EZZUhdtSW2UfK/pVEVYUhkxUd3u5RbfIQVdlq+yHI4XQdnoQrlRdgfJc2lLmadgHDl9OcvoyVpClxT+lPlq5yAspVI/C2646XNHaJdOutyQf5eLAef2juPCnnHccDDguqMB1xz0uOqkzzVXQ5UHfdFJj0suBlw5oOHaQVPOu2s56mDICRcNhfYG5NoZkGFnQKKVDuGb/yRimw6RO/SJtJLCboDHVl28dhhyaLsBh7bpE2ilIcjKmPA9pkT8dUKtjAjYoU/QLmOCrUzU5/136hO2V0u4FPF9WiLtzAjboyHWwZIoed9GQ8QeEyL3agmzke+nJdrOgpj9E4lznESs40TiHCYRY2tBuLU0BEsCdphwaLMRPtu1+Gw3w3enBd7btQTKFGFlhtd2I/ytTfHeaYL7Zn3VANy3GHFwq1Y1ADc5W0xHp4D1hjitl52DNAVTHNbLZGDO/nWm2Mk+YLUG6+UG2K83Z88qWQ6bqAnBbo0xe1caYr1UX934BfbZvligH122LtJl0/xxbF4wgfWzx7Fhrq7SG6yZrcvqWRNYI4rj2XqsmT1B7QaEFrp40p8smTyGhRP/yZIpf7J6tu4oLXT6BPVcNV2X1dN1WTdTT4RgNlxN282VZGvORm/jaqIVJdn7eVzgSEW+PdXHnKg+7kJx7l7u5eyjOHMPtxM2cS9hI3eSNlOcac2DXHvKjh6g+nwAVWcDqToTQO25IOouh/PwXDDFJ/y5me9B5elD9N4MoO+aGz0nttNUsJUMl5kc3DIDr10LCdi7Ct89K/G2WcDj4x6j1sS1MXypi1F2Bd+bk/nRmqa48ALVfG5K5q14AAmOX5Oowti/ye29KVHBO58bk9RE8KUljS8SndiWzfumdL525CllrTxf14nZWQJ9ZTH0l0arLN53jRn87BFbg0J+9ondc4667f/szlG366/ioyMTQLMoZtP40pzKl3aBdzL42Z8PQ0dBFMA9OXyR9K7mFBWy8qo6kbf1Ehd5hNZrAZyNXMf5iHVci9yknFGLvBaRf3ApF2O38aEpSwnJfgwf5/vIKX6MnODXyHF+Dh/jx/Bhvg8V8E0V/lx+DeQpC4YfPXkqiex7ZwbfWuP51BjJO5mSWlP53iGTQSKfmhPVx7LzeFoeTW9xCIOPIlUa2OemBD7VRfKxVthVQXysCeRjfQzPquPpLouirTiczocx9FQn0/k4jWbh/FekjDaBx+mK/qkmgUdJNJcnq+Jfey+CxuIQ+h5F8rwqgZHqROqEiVSSyJWYtZzz0HDDx5ILHpMpsteSbaunokQ/95zkTUsuTytSVKzl87pUBsrj6CiOoPtBFF13IugqFjuKUH4OJcEz2fvsZyhPw5tMPbrCdcnf/G/kbP53brmMpdRjHCUHx3DF9n9TfmgcZQfGcW7X/8v5PX/nou0/uWz3L07v/oNTe8ZzZu+fyizu8M4xHNutw8l9oiIezzVXA665abjuLqIkfR74mSnBkqhYpQk0J8z+H0ilNWUedTHTVCEWbF8tdGUS+KsB1EZNVMVdmkB9jEwEljQnSCMxpz5mEk3x8r48RUQ2hbqYKdTHTKdeTQDzaMtYRHfucnW7l58hP0smjvZUoW7OU0tkKf6q8MtCN3UBA7nL6UiZz30vI64763HNWZ8rDrrc8TDhmpMeN1wM1HtXHfW44ajPXVcjbjoZcMPVgEuOulx2M+KCqzEX3LWccDamwFafnD26pOzVI2KnDhE7dQnfoU+ElTGhO40J2WlMwHYDgq2M8d02gSBrQ8JtTQjdpyHIxojQPRpCdhuR4DBRFfB4O0tibLTEyJLX1pyIvQZE2hoSs9+EWAct0fYmJLpakuI2lSSXScQ7WBBja0asnSkxtibE25uRsN+cqD0awnePNoDIfWYkukxVDSDBZSrxzlNIcJqqGkvgLhMCdmk5tFWDz04zfHaaq+O9Q4uvFP9txvjtNCHA2gyfXQI3jUJEHts0HNxiwsEtprhvMWX/WkO1UPbYZo7LBhOc1puopbL9ao0q/o4bzHFYb8H+tebsXiaF3pA9KwzYvXQ8e5aPZ++ycexePAb71UbslVv/Al2slmnYOHf8X7f/CWxeMJ5N83XYMFeH9fP01BSwbq4IwCao58oZ41g1U4dVM8ezasY4Ns7XZ/mUP1g9fQzrZuuoJiGL4aVTJyjTuQWW40YhoFPxVpxO3M2FFBtORW/hVuYeKoocqT6yn6rDEgbjTO1xRx5k23A7w5pryTu4EreFGwmbVSO4nbiJO+nW3C905f4RT6X4rTwbTMWZEB6dCeXBqVCKz0Ry90Qoj84G0HBFHERd6TixnbqiHaS7z8Nr22wlBPPZvRxvm+X47lvE/XzHURxfAtjroxTkI4IludGL1bEU3W9tmXxuSud9bSpfWzKhO5df3Tn8EG/6lmQ+1IvXfQKfGpNVAf7cmsHX9my+SbZuRzY/u3J435DI85pEumV6KY1jQHDwx0l8bM8btXEQCGaoiO+9gt3n8aMnd7QhtGepLF6xTBBY6WtHFh/aJJwljg+yR1D++NIYUlU+r8QyvqxOUklcX9oL6bwZwqW4zVyK3MDVKNkDrOeI11Jy3JcoGuiXtnx+PznB9ycn+PH0ND+enuTns+N8Hz7Cr2dn+PXsrJoOfo9I3oA4cmbwuzeb3705fG9L5UtLEl/bEvnVO+raKVOJWhBXxfOiJo7XtXF8aIjjfW00n+pj+SX2Dy3xfG6MUQrhr40hfG0M43llGN0Po2m6H63EYa2lMXRWpqrCL0cKfdPDFFofZ9BZm02zYP8VKTQINCSagOIInogg768A++GH4bSWRNNdlsCN+HVc8TbjdsBkzrmPBmkXOBhRd8qVzx3HeN+cy2BJHL3FAmPF01+eQFtxFJ0P4ul5kETTzVBGKiP5PZIFL1P50ujG08OWvM7SpSNch6M7/4uinf9QC+DyQzqUeo7lmv3/odxrDA8PjOO89b9x3uY/uGz7Dy7Z/oOzNv/ipPUfXLAX1bAex/+aAE7Z6XDBcQJ3vcy46a7hxgFj7nhpqQiZRE3EVFXUBdqRBiDwihTg9tT56nSkCd4+eiMX3F0Kc03UJFXU1ZI3YSatsoj9q+DXhpvTmjCNliTRFIx+XpqAahZxM6iLnU5HxuhitzdvpWoAMjl0pM6lP2eJOl3p8+lIncdA3nJ6s5co+KdHnpmLVAMo9jbmqpMu110Muelmwg0XY4XtX3HS5dYBY+56mnLVzYhLbhrOuBhRuFeHQjtDsgS+2aFPwm4t0dYmRFpridhtQpiVESE7DQjdZUTMXlPi7cyJtzMj3s6UZAczEu1MSbA1IdHOhCR7DamOWpL3y2tj0pxMSXM0Jd3FjGx3C7Jdzcl0MVEnxcGI1P1GpDtrSXPSkuZiRoqTGRluk0hzmUiigxR8M5IczEl2tCDBTkOCnfwcU+L2aYn968TbmxO/35xU10mkuExWU0GQlTQfU4IF5rE2I2iPpYJ8fHeZ4r3DmIDdZurmH2E7iQArUw5tN1JTgLe1GYd2CUxkjrssljebYbfaAPctljivM8JxrewFtOxdqY/VIh1slhlgs9yQfas07F2pYa/g/7LkXToB25UT8LGaiK+VBZ5btITazmH/SmOsF+ljvdRYTQJbFwr+r6f2AVsWTGDLIn02LjBQRxX/eXqq6Iv30JpZOmycq8umuTpsnj+BjXPGsWb6Hyyb/E/1NQIDLZw8gRnaMcwwHcsM8/H87VjcLk4l7ORiqhU3MqwpzbfncZEDlYW21B6zp6rIltrjTpTm7uN+1m6uJ27lesJmbiZs5kr0Wq7GrONqwhZKi5yoPutD/eVA5f1TeS5Ymco9PB3CowuR1NyIoepKCFUXvGm9dICeM3toOmxDput8AnfNJ2jvSnyslhC4bxWh+5dSXODAp4Z43teE8bYqhPf1kXxqTuJldTwjj6J4I/mzEmpSl87Hhiy+S8HuzIbebD63xCnmzcfmdN78BfE8eRzDG2kE4o3fmqo4+oLLiyWyxCu+kgJdk8j7pgxeVCfxtjmDn4NH+d5fyM+hw/wYLOK3YPCDRfwYKuKXWEFL8Ht7quL5f+vM4ZV4DpVH8aYuie/totpNUT757+rjeFoRoXD3l/VpfGzNpfN6EGfDVnMzdiv3EndwJWIjhz2XkO26gPORW/jcmgcjx/g+WMhPgX5GTvB9+Di/Rk7y+9k5eHkBnp/i91NpABIUn833blEcp/GuOY3nAoV1iF1EHC/rYtS/W4Lfn1XG8rI6lg8N0kTj+NwczbfmWH63J/KjWZTT4XyTv1/LKKtooDyKjrI4GsTWuyye1rI4mkvjaHmUSvvjTLqrs+iszqStKoPWyjSaK1JoLReFbgw9ZZE8q4zmS7NMHsmMVMbSfDeEqpthytb7TvI6rvqYcjdwMhc9J3HMyZxCByNaznrwsaVIOY/2l0TTJw3gYSwDD+PoLYmhqziGzuJYWu+G8qQ6kp9Pc+BlBt+aXHh+zII3OQa0hY7nuCx59/7BA6/xquiXevzBDfv/TU3AeGoDjDhv9f9ywebfuWz3n9xyGcdFuzGcsvkXFxzGc8Z23Og0YKvLeYdRbPvuITPueply66CGO14aqsIm0xI/k7bE2bQnzaElboZiyrQkzaI9dS7dGQtHKZXpgrXPpDFuOi3xM2iInkJdpCX1UZNoiZ9Ge9JMulJn0xgzifpIS1rj5eumURc5kZb46TTFTKExejJNcdNoTR5lCgmU05e7gv7c5er792QvZrBAGsJCerIW0p21kL7cJQzkL6UzfS7dWQsYyFtCT8Z87nsacN1Jl9vuRtxwN+a8mxmnXM04vN+YQjsDCqTo7tEjzkqH2F3jiZL8ZCsDYm00RO02JtbWlESBVOzNSXCcSIK9OWlOE0l1NCfNUUumswk5zibkuppS4G5JtrOWTEcNea5m5LhoKTg4kcNek8lxNyP3gDlZ8nWelhR5WXIqYCpFXmYcPmRGgZuWAlctRR4WZLmYkuViRo77RHI9JpHtNokMF0vSXSzJcLUkw8mM1P0mpDqakeo0kbh9psTuMyXJwZIkRwuSnMxJcjQlzW0ySc6TibAxJUCmFBsLdfzUHsB09MhuwFqLz05jfHcY4LfDkABrLQHWMg2YqP2Ap9z+Zem73gintYa4bzTFebUBzmv1cVgznv0rx7F/+QQ8tkzEfpUhtsvH4bh2AvtX6WG3ygibZRPw3DmRCMd5BO6dju0KXTy2TsRujSk7RTC21ASrZVp2LDHCarkx9qJJEDHaYn02zxemjy7r5xuwcZE+a+eMZcPscexYZMQWaQ5zdFg/WyCfsSyfNp4lk8eyYrqOspBYNk1EYDrMmTSBmUIDvZhkzdU0K25l7qIkdw8Pc/dSVbifskwrHmRuoyTbiocFdjwqdKCswJ77Gbu5mbRFNYCbCZu4FruB6wmbKMvbo4Ll26940XnDn85bIdSe9aLuQgAN18JouxNG9WUfqs4dovXCAbpO76a+YAfpTjPx2zmLgL3L1CI4yG4VYfZLeHjcnfcSXygsn4Z4XlZF0y96g9IIhh9GMVIRrYq2FLR3DWl8as7gd08+P7uyRj3tOzN525zDs7oMBkWo9TCa57XJKmRdlr4i0PqhoJIUZbnwqytV+eeLx46Yr33tzOGb3PgHC9SRJvB9oJBfT47ya0TsnfP5NZDP5850vnVnqcxeyQwYfhStaKQyXajm0CpqXeHpSyFO4F1bFp/a8+i6EcjlqPXcS9rBzZjN3IrfwXGf5eQeWMC5qI18kB2AMH+e5PPrSSG/R47z6+lpeHGW389Gz89hmU7y+NaTqX6XHz2FynPoSWUCPWURPBELjNZU3gn231+g/l2yi/jSnMI3NSUk8Lk5lm9S/NsT+dWezHcxhWtL5Wl1PF0Po2krjaW5JFYV/daHwhSKpeNhHG0PU+muyqG7OpvO6gzaKtPoqE6n/XESLSURDJZH8q4mhi+1kXypl/9X8TQXRyjaqKiMu0pjuZe6jpsBljwImcblQ5M442HJcRczGo4786GpUGkxnjyW/UwsQ+Vx9JdGMVQWTdf9cLqFaFAWyUhdFD+e5fD7WSrfGh15edKC11n69EQacNrmPzhm/R8qJKbGbzzlB8dw0/5/UR88gdpAQ87v+j9csf0vbrr8i3sHdblk9ycX94/jsrOOEimdtBnPRQcDhfnfPGjMfR9z7h4y5a6XCfe9TagJn0Rr/Axa4qbRlTKXzuTZdKfOpTN1Lj2q+M+jO3Mh3RkLaEmcSVvSLJpip9EYPYm6CAvaE2fQnjidzuRZ9KTPUx83xkxWn2+TXUDURJpiJtGeMI0G2RlEWdKSMF3d8Lv/gnf++3bfn7ecHrn9ZwlvfwG9uYt5cnQVQ4eX0pcjzWI+/bnz6cmYy10PPa456HDbVZ+rboakWesQs1OHuN2GxFobqFt0vL2WODszomyMibCWm72GqD0GJDmakOasIeegJQVek8g9YEHBwUlku5iQ627CUS8zjnlpOe6l5dhBKeDGFLprOOppxmFPU3LdjDnsZUmBhxl5HqbkeZhRcFA+Z84RT3NOeFty0seSU96WHD9ozmE3E456mpPnJg3AlAxnrZoUcj0mkuVmToaLGVmuZmQ5a8l1syDbbTIZrlNJENzfzoL4/ZbE77cgwcGcREdzkpykIUwi2taCsL3CDjJXt/xAKy0hNmbq+O3U4LvLhGDZEViZ4LdddhRmBOw0wne7nvrYe4uWgxsN8N5uxIHN+nhv0xBiZa52FUG7DfHfNoGQHVoCdkzEc7MJwdZaEpyn4r3VBNcN5uxarMvu5XrsW6mP03otu5cK7GPAzmUapRbes8aSXctM2LXMGOsVsiswZu8KA3Yu1GXzXD0lClu/wJAtSw3YumgCuxYbsGuJEVsWGak9wYrpY1k6dbwSgC2dYcAKwf3FSG76eOZb/sG8SeOZJQ3gTupu7qbtpLzAhofZVpRlWnMveRs34zZwP30rD/P3qAbwsMiJsiOu3Mm25WLcZq4lbuFOyjauRK3ldtJGHmbvoKpgF+1n9jN4/QDDd7wYuO1J9zVvOq4F0nU7SInCas550njOiZYTm6g/tolEl0n47J6Dl81iPHcvJmD/agL2LuL+ETde1ybxvjaRF49jGHgQwWBJNJ23Ahgui+BNXTzvm4TDLw1AqJajkYRf/wpoFwXs85o0hh8nMlyRyIeWPD6356kdwJvaBH51ZPNbcP3WFH60JvG7a7RYyw7hd28eDEigez7f+3L5KRj7sEwC0giEk3+Yr705fOnOVLDPW2kcnaP7haGH4byqjeObCLX6c/nRk8WPboGdxB45hY+9+fwaPsVgSSRXY9ZzM24T16I3cC1mA0e8F5B3cB7nozfwvjFNCcF+DObwYyif3yPH+P38JLw4Dc/OqPOjP58vXRLAnspX8QnqzFU4u7CVXtQm8kE8+p8c5veTI/x+cozffUXQV8BvCXFpF/2ALMhjVCiM7AbeNKfTUx5La0kEjffCaSyOoqE4Ri18ReQmBbyvMp7h2lRFGW0qjaf9cRrtlRnq2fU4me7yGAYrxGcojne14bytDOZZmR/9paG0CIRUlqiiLLtLRhvArYCJagK4dGgiRx2Nybc3oPGEE+8a8xisSGGoPIHhCrHqiONZVTKDD6PoehBBd2k0fQ+jeVobxa9nufx6nsrXRkden57I+3wj2kPGc8rq37lg9yelXuOoDZhAre8EHrj+OzUBY3nsrcOVPf/Bbac/KfPR44GXHtccR6eAS47jOG79T87sE5qjIRcddbniqqdu/cXSBLy03PU0oirUkubY6bQlzKA7dR696QtoT5xFT9p8+jIW0pe9mJ6/GkBn2ry/lrwz6UybS2uSNI6p9GXMpz9zAV2pc+jOmKdgoPoYS5piLamLNKM9aQr9WXPpSJapYDLN8VNoSZzBYP5yhgpWqJt+T9Yi9Vqeo7d/KfgLGcxfrIr/08PL6M8Tfv8shnIWUhFoxjWHCdxw0eO8kz4J28cRZ2VAhoMFqfvNSHHQKNglXWAXKfhye/eYSLa7GQVeFhzzncQJ/8kc8bLguPdETvtP5rSfJWf8LTgXZMEpHw1n/bWc9TPjlLcZxw5qOHHIhBM+ppz0s+TwQVMOe5qR725MvpsxBe4acp0MOHbQjBNeZpzzm8QZH0tOekoD0KgmcMTDnMMeluS5m5PlbEqeu6WaJHLdLchzsyDfQ15bqgaQ6jRJFfkkh0nE21moSSDZwZIUZ3l/InH7LYjcZ0rIbg0Bu4wJ22dOuJw9pgRbG+O3Qx+/nXLzN8Jvq5bAbWb4bDbCd4ueOrKU9t9uyKEtOgRaGai9RsQ+EyJ3GxNnZ0Kq+0RSnCwIlwliswa/bVpCdmuJ2meJ22pd9iwRPyFddZvfvVQfu9UmaklsvUIUyKP+Q2I9sWWxLtuX6LFjkS57Vhixc5GuWhJvmW/IJskWmKfLhnnj2LFMXzWJbYtFGDaOlTPHsXz6WFbO0mfRNH0WThXsX9TBeqyfa8g8i38xx2Is88QKoiLTmqpcayqyt/MoaxslqVu5Hb+ReylbVVMoP7yPR4X2igV0r8CRG5l7OB+3hfMxG7gcs57LUWu4FrOKB8kbaD6ym+bDu+g8bcPzO468vOfK0HV3hm/50n/bh64bPjScd6fh9D6ajq2l7uh6UtyncGD7dA7ZLMF333L89i3Dx2oOpcc9eC/K2cfR6jx9GMnzRzG8qIhWNsWvaqL50pbMJ7lhNyUqjr0seoXp871DbroZfG7L5kt7jlr0Cv3yR1e+YvJIfoAwiH51pPCjOZafbfF8b5Og9wS+t4/CQ796xe+/cJRxIxh7bxY/+nL43pfHz8EixfL53pvNO4GQ2tP52ZfPq7oEBXm8bUhUhV+Wszw9AiOSB3CYbwIhPTsNby8zUpXI1bgNXApfqc7FiFUc9V1IpusszkSu/2sJLNRPSRsrUMtfOZ97cvkmNMi2LF7UxvG8JpJ3jfGqCb6piefJw0je1KfwtSsH5OcNHx6FkiTIpid/NMayS/5OKXxujudjUzxvaqN5XRdP96NY6u5FUi0RnDeDeXwjiKpbIQr7bymOoLMsilctmXzoyKW/OonWR/F0VafT8TiNzopk+irieVkTx6emOL42R/O6KoAXFf68rQmntySU9pJoWkriaCpNYKAikQdp67nuY8b94Kmc9zDjuLMJhfsNqDu2n5c1mfSJr1JZHEMViQw/TqKvLJbekkh6yqKUo2nPg3BGqqP4+SyXn89S+Nro8P9pADqcsf4PLtmP4dEhHRqD9agP0OWhx9+pDRhDXaA+V/b8X+46/0nZoQncOzCeW846XLYfp5gxQn08tUdHTQBXhBLpqsctTw23PIy572VCiY+W2ojJqgE0x077qwnMpT1xpoJwOlNmjxb11Hm0J82mK02WwbIgnk2/ElXNpV2EV8kz6U2fR0/aXNqSR3cBjbETaYwxozHGgo7kqfSkz6IrdQatyVNpjJ9Eb84ChgqX0ZsjXP/56vsN5C6mI11onnNoS51JX/Z8hgoWq1v/UMECRgoWMpg9m8GcBZT6GHHVcQK3Dxhz3smQhF26xFgZkrTPhDR7E3JcTTnmZcEp34kcP2TOKZ+JFLobc/ighlO+5pz2NeNikCXnAiw452/BeT8LzvpqOednynl/Uy4GWnAx0JILAZacldv8ITPOeJty2kfLMU8jjnpIQ5DGYMLJQ2Yc9TChwMWAE55azvtbcsrThBMeGk4dNOW4uylHXDUcPWBKkYsJhW5mqhEc9ZxMnosZeS7mZDloyD9gSf6ByeQdmEaKw0SSHSaR7DCRFCn8juYk79cqiEr2B3H7TYmyNSH8ryW0/3ZdQqwM1MST6GBO1F5jwqwN8N7wB4GbxpNsZ0mux0xi9xgRZWVApusUkh3M1Z5BJqOMA5OJ3mtE8E6N0hxEO0wibI8p7qvG4bRSD8fVumqB7LFJD7uVOuxaMkFZTljLnmDZBHYvm8CuJTpsX6KL9SqN8hXaukyfTQsnsEPwfxGELZzA7hUaRQfdJu6gc4QVNBar5fJ9NGxZqM+GBcL311HisJUzdVgyfQJLZxmzZLoBiyaPVeIxaQILJ49lwZQJzJk4nr815u+lId+a6pxt1BftpirPmodZVpRk7hptAEX7KC+0pzTfgeI8ey4nbuNs9Ea1DL4av5lLMeu4HreOe8kbeZC6gfbTDjy7dZAPJQd4c8+ZV3cP8OKuJwM3Xei9IXGTrnSe20/Xya3UFWwgxWkKnttn4G29CL89SwnYswSfnbN4cNhFFfs3VTEqqlDiCd9Ux/O6UnJuk/jYmMinpvhRLnxXmlLGytL1R6ewfVKUYlYM1ISCKUdu4cLKEdHXm+ooVZR+tsXxpTGc762xyhNfRFJiuCbLVPHh+T0gdM4sPnemqCXr5840vnRlKviHoSIF0TAigS8FfOnM4WdvIW8bUnjfnKpiEn8NFqjPy8TAU7m9n+X3i3Pw6iJPyuPU3+5S2Apux2/gfNgKjvstJe/gQk6GbuBNbTYMnlLF9m1bLm9bc3nZkMHzuhQlQnvRkMzz+jjeNifysS2Z901JfGxOVU1P0sp+D0kmcSHf+vLV3kIa1NdOaYjpajH9VZnJxfK2PoYnj0IZLAujqzRc3eD7qxLpe5xA64NwGu8G01ESydO6dN535POqJYuh6iRaHkQoG+i+mnQ6yxMZqEzgVW0CP8RSukWcWAP4KipdaQTVYXTcDaCjNJL2sjhaxYbjYTRl6eu4HzyZYmkAB8w4st+AfHu90QZQncVgRRp9ZfEMPkpiSKaBiiR6S6T4x9L5IIp2oR5XRvBzJAeei9LbQUFA73IN6InQ5Zz1f3B+zz+o9NNTwrBa33Hcd/rfNAaPpzHEiKt7/y93nf5Jmdd4it3HccX2X8oz6M5BY+VVc3avDuftdbnirM9ND0NuyTlgxD1PYx76m9IaP4vu1Dmq+MtpiplMa9wUBds0y+v4aXSnzFHQkDSEtmTZDcyhN2sBfdkLFezTHDdFwT0dSSIaE/HYFJriJtKWOInmOAta4uX1FLozhNUzi8702fTnLWT48Ar685fQnT2fwfwl9OcuUjf+7qy5dGXOYUC+pnAxT4pkCpjNSOEinhUtoD9zJo/8RJCly003Y+VvFG+lT9xeE5LttOS6mKkb+RkfU64EW6iCfs5XyxlvDRcCTDnvp+GCvwmXArRcDTbnUoAZ5w5puORvpl5fDpKGYKYK+YWAyVzwn8I5b0tOecn3kGPCBT8LTnlp1MfHPYw4fsCIk54azvqYcd7XglMexpzx1HLaw4TTHqYcdTWiyNmYw67y30zmtM9UjnhYcsRjIoVuFhS4mpPnYkmOy2QynCzJcZtO6v6JJNhqSLbXqCkm1dGINCdj0mSx7GRMnK0+8bZGRNnoE2GtR6K9hmz3ieS4WZKw14Bst4mkOZoTtm0sibaG5B2crL5X3B5jUhzMyXCdQsg2Pfw36xFlY0rgDkM81hvitc2Mg9uMcVuvh+taUSwb4bxRNASG2K8Zg82KsexcOh6rlTrYrJ6A1fJxWC8br94TsdiOpQZYrdSwY4UR25YYsXWBDjsWjmePGMwtMWLjPD21A9gq4rCFE9izUsPOpWL8Np6Ni0xYv9CItfP0WD1Hj9XzNCpERrIBlin6pwjA/mTFTD3mTRzH/MkT+FvncQc6jtvTULSL2sJdVBftofqwvbKBqDpqS3HmTkqz9nAv1Zpr8Vu4nrSda0k7uZSwg8uJO7gQu4nL8Vu4HLuBG0mblUCs58pBnlxz5vVtV75KYEdlIC8fuPLkrhuDN70YuORC95Et1GVuJMVuOj47ZuNrvVjtAfwEBrJZyO18Z9pu+St/nuFHUQrW6L0fxsDdMF6WR/NezN/qovnZmQTdKfzsEGVsCj86k/nSEsePziQ+NkXxoT5S3XJ/dGWMmqt1ZIxCPYJ5dwuvP5ofHYL9i3VDCr+6M0Fu+j3i65/NrwEJfs/gR382v8SbR6Cg/lylyv3SlcWrung+tGbwWWilXfm8bcrkhdo1ZPOpM5cfg0f41lvEt76jfOk/Ds/Pw6vLPHkUPzo9Ra6iJGUrV6PWcdhrETkHFnIiZCNDJSm8qc/neW0GI9VpjFSn87wmndcNo2lbooJVO4DhQj6L35Ciq+ap0PnvKqNYICv5uXl8Vbm9stPI5lt3Jm8aovnZk66ygl9UR/CqRhpBIu+bE/naOapZ+C4it45M3jVn8KIumeHqJIZqkukoE0ZQOPX3xCAuQtFCe8tkwR3Jd9kltIoIL5TvDWF8bQhXlh0f6oQCGs2TmiTaS6NofRBFx+0A7ict55afKSXBUznrqqXQVpd8e32aTjrzujaHgfJUhstTGHyYzFBFqmJo9SnsP4b2exF03A3jeW0sv5/nwatMvjU78fq0JW9z9ekO0+HCbmH4/FPBPY1BOjQGTOCBy/+hOXQc9QF6XN/7b9x1/AdlnkIR1eGK7T+4un8s1111OWc7hksOelywn8ANdyn8BtzzMuaWmwE33fR4HCTL2pmj+H3aHNoTZBKYTHvCVJpjJtIUbane65ZJIEUawCw6U8UeeTqdabPpy5xPV/IsmmOlYUxWDUOWva3xU2mOm6ign/YkWTJPpCVhMq0p0+hMm6WK/HDRMoaKltObu4ie7AX058keQJ6L6MtbqM5w0VKeHFmqmsBg/nxGDi9mOH82zwoXUBms5YbzBG64GXHcXl/x9GP3mZBkq1EL19M+5lz003A5wIiLfsac9zHicoCWG6EWXA4w5qK/IZf9jbgWaML1QDOuyK3fx4QrAWZcDbHgcpAll4Imc9bPchTOkSnCU8s5b2kgWs77mXLaS8MpT2OOHzBQr8/5mHLmkAnnfcw4c1AKv4ZjLgac8TSlyEmPwy7GFLkYccxDJgczjnpacviAOdkOxuQ6mZDnbEGu80RS7UxIdzQnz30KGU5a0vcbkumgz2Evc454W5LrasTpgKkk75tAnrCOXMxJtDXguN8sBSEl7tUnVZqB2yRSHCwI2KpD+G494uyNSXScSKiVBu9N4wnaacjB9ROU95DnBgMCdpnhtsEY9y1muG3V4rRWD7f1xrhtMsN1ixleVpbsXfEv9q0az95V+uxbI26iE5Ra2Ga5HruX6bN7mQG7Vxj/xfwxUMIvq6WGWMlkIFj/An02zNVj7cxxbJuvw14RkS3RZ/2ssaOK4HlyJCBGnw0SGDPPWOULL56mqyiga2eMZ+XUMWohPNfiTxbIBNBxyoXWU/a0nLSjssCKxwWyCLahvGAvVYf3UZK5neKU7dxJELx/I3dSbbiZupdrabacFxFZzDbl3ngxcTtXU3dxv8CBiiMOdJ134s1dT76UB/KtOoQf9YF8qw/jdVkwvecd6SraTEPmFlJtp+O7axY+1gvx2jWfgL1L8duzmBuFHjTeDqfpdjiNtyJouhNF94NYBQOJvcPrSpkOIvhYH8snRWeM4kd7Er+7pQkkKKXsz3YJiY9QBV/l1Qp80y1Q0F+vewQuSuZnt9ycE1VwusA/P/tylAGb+O/8Egy+N1NRLX8OShB8Lr/7c1Qhfd8imoEU3rdk8rQ6UdlGDD1OZKgigZHHSTypSlLF+mV9Bi/qs3jVms/n/pMwcoEnpbFci17H3di1PEjYwJ2EzaoB5Hks4nT4FgaKk3hdl8PTajGbS+NZbRYv67N405zN597D/H55ll/PTvBtWMLo8/nWX6iYSl97C/jWX6TO96Eifg7l8112Ef25/OzP44dAWWJS15vOt64UvstUIxkDHRI4k8bvzmToyYTeLOjL41dvPsOPo2kvCaO9LIqWkigaHwgdNJH2soTRaMiKUL40S6iM0Emj+d4czq9WcWINVRDb18YYXtVGKz+hvkcRNN8KoPuOPw+SlnE/2IKHYdO4fNCMI/b6FPx/GsBQeRrDcvt/mKTS3HqLo+kVW47iSHpKY+m4F85ITQy/X+TDi3S+N+7n1Qkz3mTpMBClx+W9/8VV+39R6Tue5hAdGgLG8cjj32kJlY8NuGX/79x3/Sfl3joUHxjLjf1/cGnfP7nqOE7RJMXyQM4tDyPueBpS4mvK7QOGFAv+H2JJY7QU6en0pM5SBV8Kf0usTAGjpzNpOr1ps9XpzxyFeaQZdKfMUp+Xrx99TqItfhqtcVNHn/FTVBOQm39r4lS60mcrSGcgb7Eq9nIEAhrIX8Jg4TI1DUhDGDm6imcn1jB8ZBkjh5fz7NgKnhxeoiCg4aKFvDiykOeFC3joq8915/HKv+ekoxFRu/QVuydlvwmn/KaoAn7R14CLvnpc8jHgsp+G60FmXPI15nqQlsv+hlzy1edWkJbr/lrOe+lzwceAi/5GXA0142bkZK6FT+Zi0EROquIu04F8TxOuBFlwKcicC/6mnPIy5IyPMRf8zThzSKsawcmDRpw8aMxpLy1nvbQUOepwxFWfo25GHDug4ZSPJUcOaCl0N6HQXZ5mpNvrketkzFHPiQoekqKfsd+Qkz5TKHAzVovlqxFzORs0jaOHzDkbMI10e30FG6U7mBC2bQy5B6aQ5TqRZHstmS6TidljQtA2ffy2meCz3RCfbXr4bjUgYKcJvtuN8Nk6qk722apVi13fnSa4bTLGeaMxDhvEj8gAt3WGuG00xWmDKS5iGbHBAMc1hkofsFtu+ov1sFqky475OtitNmXfSg3WS/TYOn8824XyOV+HnUv0lYmdlegHVpiyca4eyyf9FzsXTcB2lRGb5/zJ+jk6bFwkS+HR9DDxCNq2zEx9vFJsIWaK/89Y1k7XYYMwgaaMZckUHZZO0+VvrWc9aD7jQvMZR2qO2VJzbD/l+ftU8a8+vIeq/F3cil7JrZh1XIvZwt10W66n2HIxxY4L6Y6cT7HjcpotVzL2cS3LjitZdpQccebJ7QBe3/PnbVkIz0v9eVMRwIfaaIbuB9F+1oGOI5upz9lIyv5JeG6ZgrfVfAL3LiZw7xJ8bRZyPsOR5vuxtD5IoLk4nq7yNGVCJsXqS6tk/cbytDSE4QfBDN4LYuBuIE/LQnhbHcmPrmR+diTyU+wYBNrpSAHB5Huy+NkjdMnRBe23rjS+90jQuxTEDGW5LO8Lo+ar3KrFZqEnnd9DeQrv/zmQr6Cg76LA7cnka1eWolw+qRyFNAYr4nlancJIZSpD5cmqGYhtwtumHN405fK6pYCPvSf5NXiW3tuhXIlYTXHcOspTN3Mndh2FB+eS77mIE8HrGC5N5FNbAS8bM3jVnM2LhkzetebwpadAUUJ/Pj+jNAK/np2El2f49VSEYkf5+eSo0grIvuHHsEwAMsUIU0h+/7zRqaZPphvRBwhElsrXDjGYk6V4Jr+l+EvD6M7ic3s6L+oT6C+PZqAqUVldN96PoKUkhvaSBDoeRNNfFsrb2kh+d8Xxsz2SX53RfG+PGc0cbo7lV3Oc8m16/jiEJxWhvGlMUP9N/z0fHqUupTjYjLLQyVzx1HJKxnwHI5pPuigIaOBhMoOlcfTJzymJoedehKKEdt+PoEOmj+JIRmpj+SUTwIs0fjTY8vqYCa/TxtAfOYFLe/6DK/v/yWOfMbRF6NIcrMND93+jN9aQ9khjLu/+f7jr9F9U+k3goed4rtv/kxuOY7h70ECxgc7bjldc+VvuhtzzEujHkGIvYx75mVEfPpnWWCnYcmufTIsUf7n1x0+iJcaC1tiJtMdPpks1iJl0JE6lI2k6nUkz6EicTrvc9CMt6EqcTm/qLNVEBjLn0Z08i66UmXSmzqQ3ay69WfPo/QvmGSxYqgp/X+4inhxewWDeEkaOrmTk6AqeHl/JsxOrGTk2+nxyeCkjR2RSWMjTI0t4cngBL44t5NWRhWrncdNFRyl/j9npEydMHysj0hxMOO5lxiU/E64Habgdbs6NIFNuhlhwLdCMy37Go7f+IBNuhZpz3V/DNV8NFw4ZcjVQy80wC26EW3IjfBLXwyZxLWwylwIsuOAr39Oci75a1QAuyBTgY8JFP1Mu/vVaYKTzvlpOHDTkpKcxZ71NOeOl5aibAcfcDTl1yJRT3qac8JL9hCkXQ2ZwIWQmua7G5LmacNzHjGtRszkfPI3T/lMoPGDCrdjFnPKZxM2YxZzxm6Zgo3R7Awrl6aAhxkaX2H3GRO42ItzKgMT9lkTv1RKyy4ignSb4bdMQtMuS4N0WyjLCb7uxagDem/Xw22agGoFYVaiGsN2Qg1s0ShjmuMEQt/UGauErNFHXDSYc2GhMnOMcXFbrsm/pOPbKWT4em+Xj2bHgD5w3mOK83oS9yyfgtsVcTQVbFoxh68JxSj28Z7WpEodtmqerbv97VhhitVSXbQt0WD9XLKH12CzmcAvEIkJXJZCtm2vE8lmj1hArp41l7YxxrBOr6Jl6LJ2iwxKBgOpPHaDxzAHqTznRfM6NtguetJ47QP1xexpP7KP5uA0VmRspTljL7cQtXE3YwfkEa86l7udsuiOXs125kefGncMe3Mh35WKWAzfznak/50XP9UC6bwTRcTtEYcDNNwJouOxPywU32k/KzmEDGa6TObRlKoG7FxFmu5QI++WE2C7hSq4rfY/T6KvMUCKkjrIkhmvSeN2QzMvaBF5UxTBYEkTPbV/6bgcwcDeY/juBPC0N/2tvEMfnpjh+dqTwuyedn91pfBeISBX8dPX80Z3M1/Z4NQH86s3kl0A/0hz65KacrYr9p45k9ZSPf/fL1CD+QMkKTvrYls5IZTydxaGKZjr0OJ5ntan/k/r1vC6ND205vG3M4m1TLh+7jvKu6yhfu48pGui1yNWUJqynJns7d+PWcsx7AQUH56l84KEycfbM4Z0wm/qKVDzjl558fgwUwPOTfBcR2HOhhZ4e1Qk8OcpvJRQr5MeTw/wcOcLPEdEvCDSUqRbYAl396MlR/04GctR+Q6YZYRvJ5CN7BKG0vmlMYqRKEs6i6SsXBXAonWWRdD2KGYVwisPpKA5n8GEkr0Vp3CIwWgy/uuTE8a0zjq+tMcq071ereBBF8aUpmg+NMbypieDF43DeVoRQlbGUkmAtjyNlAtBw0smAky5amk868uyxwD6JDD2Kpu9BKEMPI+m+G0TfvWC67wXTUyK/12gDUBDQM1no7+fDSTPepo+lL3wcV/aJz88/qfIbT2PQWNrCdKnx+TvtEePpitZwy/7fKHH/g7pAPcq9xnPb6V9c2/8HN1zHc1WZnOkpY7Nb7vpKPHX3oD5l3iaUeBlTHz5llJoZoaU5xkI9myJNaY0xoyXalKZIrWoEnclT6U6ZRnO0hWoWMhW0J0yhI2Eq7XGT6UmZyWDWPPoz59KfMXq60+co9s5AnuD6i+jOnKsgnr68RQrrHypYqt4byFnIk8KlPDm8jNdn1/PsxCqenljBq1NreHlyJSNHFivo5/nRxTw/tojXJxYzkj+HqgAjbjiO5YaLPsdsdUmwMSZmj4bEffqKtSMwz9VAQ26GarkVZqZu/RcFBvIz5nqwVjWAGwIjBZpwI8CUG0Fm3Aix4EqglmvBZtyNnKKayNUAc26FTeGij5YL3houqWKvUQ3g3CFjLvubcdnfVL1/2V/LGU9DLgeYcdrTkNNexgoiOuFhxEV/S66GTuWwuwEXAydzxn8SZ/yncC16PkcPCQvImPMhU7gaNZOj3qZcCJtJkZcpR7zktj+dogPmareRvl9DuoNWYfopDqI81hJnb67sI6JtzYm1tyRirxmBu4QdpCXQyhzfHVp8thkTZGVK0G4z9b6XMqjTJWS3OUHWpvhsNSBwpwa/rYaKGuq7zQTfLQaECltoqzCJNIRamZLhNhuP1X9iv+Q/8dyqh+d2AxzWj8d2zTgFEQXsnYrrJmNcNmlwWK9h++LxbF0k+wF9pQXYvtCArXN12LvSCLu1GnYsEZaQkVr6blggrqAGqhFsWWKiDOPWzNFXCWGLp45T+P9aYQZN/oPlk8eycoY+K2cY8rf6M940nvOi8awH7Ze96bjsTdclL9rPOdF32ZHha468uOVCTe5GHmZsoTTHmls5+7ia48TFbBduHPbkztFDPDjlz60j3lzK8+Ry/kFuHj6olL9lZ4MovxxB+ZUw7pz0o/RMIM2XfOg8a03zsU0UHppBgNVsQvctI8phBZH7VxBqt1R9z+7yFNpKEmh7EK9unJ2lSfQ8TFb+MN3F4fSXSrxjMIMPghi4H8STBxEM3w/nWWkML8pjeVeXwCvJA66K4HlVOB9b4/jZIw1BsH7x/BG2SpSCjUQxO7ojSFNPBnLVVPCpNV7h5eLr/7U9XS2bhT//sTlJsX6eVicw+DiOJzUJPKmJZ6Q2gZdCNW3O5o1g9d35vGvK5G1LDu87i3jVVsCHzkK6bwZyNXIFZUnreJy2nuKE9ZzyW0rhwYVciN7MYEmsCoB/357Ft4Eifj87xc+hY4oOyvMTihIq1hBf+wv52JXFV2EtPT3KL2EdPT8KL0+MMpCeFMJwgVpIi12EiMWUvUV3hmJPCTTzujaaVzUSFh/KcEU4A+XhdJUE0VseSZ/YRZRH0/0oit5HUfQ8iqSvLJzeez68qQlXDqQ/+9P42ZPI7375O4rGIk6Fzf/sTIDuJGiP4le7BNFH8aE2lE/1UXypCaEhZzmPIy0pD5vIXX9LzroYcmS/Hi2nHHlZnczgo2gGH4UwXB7C28YEnlVE0H/fn8HSEFrvBCpm0pP6WH6KDuBpMj/r9vH+uAmvU//FcJQO1/f/F1ed/0VdqB4dkXp0RulT5f0f9Mbp0x2jodj17zxw/we1gRMo8xzDbad/csvpT+4fNOSGky5X//LAEdhHiv+DQ0Y89DGlJniimgAE7pFC3xBuTEO4hs6EiTRHmdASraU5Skt7/ES6U6bSlTKV9sRJtMZNUpOANIC2hMl0JE2jN32WYuY8yV9Mz19Qz1C+WDAvoj9nAX25C+jKmjO6+C2Swj+Hvux59OfMYzBnHk8KZSewmMHChTw9tpRXp1by7OhSXp9cyeuTy3l+eAHPjyzg1fFFvDg2n6GcmVQHGnHXVYe7Bww5vV+PpD1GxNmakOGk4ZyfBdeDNVwPNuJKgAE3Q0dv/DdCTFXxvxGi4VaYljthZtwJNed2iBl3widxI9iMe5GT1Pv3Iyy4HWI6+vlgc24GmnEzSKYIU7UvOOdlyGVfDZd8jBW8dMnHiAvehpz3NuSCjyFX/LVc8DNRi+cTHgbcCJvKraiZnPMz55yfsIrMOeltqaAdoZPmuBhS5GnKMb9JZLmJuliYOhqyXDTkuJqQ42JCjps5mW4iWDMnxcGENCcLUpwmEmtvRvAufaL3mRJmbUSU2EeIPmC30ETNlNGcaAGCrLTKpC5cvk7cRa3MCLU2I0qcRbcbEmc7kVSHSfhv1iHVZQaRVkaKjZTpPoOgHUaEWxuTIvqDfWaE7zUj3M4Sj636OG/UxXGDHi6bjfDaZYHjOn22z/87OxaNZeuC8WxcIKweWRCLeljDroUTVAbB3tUGbF6ow9alJuxYaakYQGvn6rFVMooXGyu/IMkdXj3PiLXiEjpjtAGsm6mj/IDWztWweqYBf6s85kn9aXH79Kb57EG6LvnQdfEgQzc8eXXfk7cP3Hl1z5nOk9vpObePJ3e8ab18iJqLftw/6cWlXBcu57txpdCDy0XenMn15mJRIBePBXHhiD/Xz0Rw/Uwkt85Hcvd8FPdOhVF9xpeuM3tpO7qdLNcp+O2ZQ7DDckL2LyNw32KC7Vdwo8iLtpJUmu6l0F6WRVtJFu0PMmkvSaezNJXO0ji6S6LoLQln+GEkTx5G8UQESPdDefYwmiel0TwtT2CwVBbI4TwVZ8vmBBWq8qM9QSlfvzXGjMIUaiGcpnYFwgKiV0RiqcpKQZbK9GXwuSWB19WRyj7hS0sir6qjeVEt4q5kxcx515HJ1758vskN/dkJeHaS74NH+NKdy+f2HN635vKmPY83HYV87jlC750gbiWsoTx9I02FOyiO38Bp3+Wc8FvFuYjNDJcl8qW7kHftWbxqzlAMnA+d+ep7fu7O4WNnlgqhf9mYxPu2NKUJEFM4xVTqzVS4/+eOdL50pqvi+b5J8giyeFOfrH7v1yJMq45mpDyMF1VR//N68GGwKroDj2SqCae7LIyeh+H0loWrwj/wKIynlRG8rgzkW0sk38T2uieFH/3p/OwVCE0YWHH87pW/aQI/uxOgI4pfrRF8qgtW9hLfZF/QEkNzwUpqYidRGTGJqweNOOdqyCk3Y9rPOvG6JpEnFRF8EPfXrhS1o5Flviz+X1dH0VUcRNPdYIbqY/j1QiaAZL5WWfGiQJe3qf/iSewErtj+G5cc/ov6cD164wzpiTWk2ue/6I03oDVUjzsO/07ZwTG0RplQ4TOeh54TuOc6nnsH9NWS9LqTHtdcxSzNkBJvY0q9NVQEmFPhZ0pVsLkSaHUIVh9tSle8BV3xE+mKt6QtxpS2WDPaYs3pTZ9Gd6rAP1MUlXMwZ76idQ5kzaNP2Do58xkUimb+QvpzRb0rFE9h7wh2v4jBgkXqYyXkyhPF7xwGc+cxUjhfLXSfFi3gyWFh/MzniTrz1HuvTyzl+eF5PD88lxdH5vHq2HyeH5nL08L5VPobcN9Vh/tyu3Y2JnG3AVFW+mQ4GiuoRYr+nVATboeYcDPImBvBAgeZccFHl6uBRtwO1Y6+H2jMvXBzboeZciPYmPsRppREm/Ew1pza1KlUJ02hNNKM4ggz7oRouC/PMAuu+mu5KLCR7BT8NdwJM+eSjz6XfA256GvI9WAzrgSYcsbbiBMHDDjva6aWxCdkN6DopOac8Z3E8UMWHD8kTUCWvubkH5xEjrsl6c6mZLqakeFsQt5BC6U4znDRku5qpuwkMl0tyHAxJ9pGn+g9RiQ5iI2EKbF7jUm01RC314joPYbKZiJ6n4bQXQaEW8vXmRK9V58oa0NV7EUZneFsSbrTRFL2W5LmYkm8owXJblMJ3qFHhI2GyH2iGjbAY8MEvDaL+Z0Jruv1sVs2Ftd1xtitMsBxnYk6Ighz22yOzTI9pfqVZfCGBbpsXKyL1QoTts+fgMMaMZ8zY+vCMWyYN54tS7Sq6G9eYsKmxUZsXqxhswTULzJiuaSDiUGcKIYXGrJu1jjlEyTxkZIUJlPA3x4UevLoqBc1pw6pRtBz1Z++a148vefDi2IvXovPf1UwH8sD+PDQl2d3DzJw/QBP7/vTfdOPe0dduFTozqUjPpzN8+Jsvh/XToaron/lZBhXzkRy9Wwk189FcPNsMPdO+VNz9hA9F+xoOryNDLeZBNktJMBWVMASDj8Lb6s5XM52puVeAu0P0ml5kEFTcTZN9zJovpdCR2kabSXxdBTH0FsSzUBpJM8rYhkqDmG4OJiR0jCelkXx/FE8Aw8iGSyLVlYQryUprDZWZQV/a4jje2Mcn+qjeVMdwevaGKU2lkyAD41JfJJnfSwfG6OVSlY8c15XRfGuLo739Qm8rRMLaYGjknhem8Kblhx+DBzj19AxfvQV8lOsIvoK+NaZq3yHPrZm8a49j489R/ned5ze2wHcSVxLeep6qrO2UBy3kdM+yzjqvZRzkRt58iiZD20FvGnN4WVjJq+bs3gjk4UswOuTeCYFsjqRkZp43jaOBsd/bhZBXCIfReHblsj7+jhV3EcqIpSFxovqRJ5Xy60/SfH1hZnzsjqGF2pKimakMkJ56wxWhNP7MJR+YV9VRNHzIJih0jD6HwTx5GEo7xrj+NWbxPeuaL71xPGtN5nvUvwHMvg1mMb33nh+9ibxuyd1dKkse4GWED7UB/OtNZJvrbHQFkdr4RoqIsyoCJ/EpQNGnHaWBmBK1zknPtUnqMlE/k3fJQ6zR0z00vjVKdkOMbyrDqfrrjfPGqPhlSyBk/hRvZvX+fq8Sx/LcPwEbjj8F9ec/klt8DiGkozpjzGkIeAfDCYa0R9vxgOX/1IWEV1xZtQG6PPAfTzFB/S446bL1f3juO1mwH1PE257GFIeYEZloDl14ZMp9zOhKsicpqjJ9CRNpV+4+okT6Yg1pS3amLYYE9pjTelMsKArZQr9GbMYyV9Eb6Z4Bc1kQG7wWXPVzb8/WzJ3Z6ubfX+u2DUIZr+cATUJLGKkcCkjwuTJlYYxm56MmQznye1/DsO5UtAF21/Mq2NLeHF4Ps+L5vL6yHxeH53Pi6I5vDgsXzNbNYFnh+cxlDuXxwEG3D+gw72DRpx2MCDOWo+4vRpS7PU5ctCIG6HmlMZYcj/clFtqGtBwI9SEa0EabobIbd6c++GTKA4340Gklrsh+pRGGPE4xoz65Ek0pU6iK3cWjalTqUuaRG3yZEojjLkfbMCDSGkC5lzwFkjJlBsBWkoiJ3LN34CzXhMUzVQopQIRnfUx4byfuaKICo30nN9EzvhYcNLbXEFAAvEUHDQl/4AZhZ6TKfKaqpg8ogzOOziJNAdjMkU57GxGvttEcpzNR9XC0gT+ErqJL1GmiyWJtkbE7dEj192cbFcT8j1MORk4gyQHI5L2a4jbZ8iJwHnE2xqQaGusRHOJe2VvYsZh7zlE22gI2GFAtMMUAkRJvE3goAm4rBnHgU0GuAgtdL0h7hs0OEvK2FpD9q8WEZjAQFql9LWTyMq14hxqqnyDdi0xYPcqrQqNsVmhwXaFAftXi6+QMevE/mG+HjuWa9m8SMPWJRo2LDRQ4TDCAlo5czwrZk5g5Ww9RQtdP3sMG6b/k9VT/2DxpLEsmarLkikT+NvVdHdKjvghjaDyuBdtF33pvnyIp8WBvCwN5s2jED5WR/NDQk+qQnn70JeX9zx4ffcA70r96bzuzaOzh7hx1JNTGc5cORLI7TORPLgUTfGlKK6fDObuhXAqb8VQfiWQhpvBtF85RPupbdQVbCTddQaBNvMIsl2Cv818QuyW4icNIN2ODjEguxND+4MUGu+n0ngvjZbiZJruxY/CQg9i6SuNpf9BBCMyBZSEMlwcxNCDIJ6WRfDiUSwjj2IYKItSjp/ixSOBLR/UEc/7UN5UR/KqRqygI3lVHc/zx7G8qZHbfhwvKiN4UxPJ2+oItVN4Ux39l7GcpIaNJomJ8vZlfTovG7J40ZChIhhf1STwUVS/TZIHMLpg/d6Zw4e2PN61FfKxvZDe24HcTVpLWdIaarO3U5a0jVM+Szjms4TzMRsZKRdDuiJeN+fwuiWb103pvJMjrqI1ybyuy+B5fSpPa4R/H6/sMj43xKmpRWCZ78Lzr4/ndW28srkerojhuWQDVyXyrCqRpxXRyp/oTW0cLyujVQ7AU7F8fhTO4KNw+krFJTSCAVnYFgfSf8+PoQcBKhzmhxTivlQYSuNLtzSARH70SjZBCr8HUvjZF8+Pnlh+9SRBVxK/W0L50RrK+4ZgfkmAS3cSv9vjqMteysMQLeXhk7jsaaKWwKfczBi86gb92Xxpjud7azK/ejLVHkZCb352JvK9KYKP1QG8rgziXWs0v19mwYtEvlfs4E2+MW/TdeiLHctNp79zw+mftIbrMZKs4UmihpbgPxhMMGQgwYwSl//koce/6I4fbQD3XcZwz3k8t5zGc81hHDedZVmqp3YAD/1MqQgwoyLQVAXOVwaaUhtmRlfiFAbTZ9CfOoXOeFM6YzV0xmvpSjClI8GczuQpDGbLTXwZg3lS4BfQmzmHzpTpahoYyl3IsGD7OfMZLliijhT9J8L0yV3ISMESnuQtUMVeOPxD2XMYUsV/Hs+LFvHq+FJeHlvMs6J5jOTN5HnBLF4fnq3Oi8JZvDoyl2dFsxnKncFI4WjTqJB/q8d4HhzScNrJmAQbAxLtTUmxN+DoQUMu+Mst34S7YaMTwN1wM27KNBAq+L8pNwPMuR86kfshGkojDKlNNKU1fQrd2bPpy5tLR8ZkevJm0Zs/n86ceTSmTaExdTK18RO5F2LA7RANN4ItueRnplhEd4JMuOavzwU/+dlaLgdact5byzlfU04dksJvyWm57R804ayvJWf8LDnpa87hg8JamsyRgxYUuIvHkAWFymdoEkcOTeKw18RR/N9Zw9GDlpwPnKV2ArnOxuS5i9/QFKVyLvSapop/tpslx3xnkGg7gfwDJpwNmU2B1xRyPEToZUiys6Wyk0hznUS8rZaQnXr4b9VVFhFiH3FwsxGHtmo5sNGQQ9u0KlvAdZ0ubhsNcNso+QEmyivIdYMRDmv12bdKB3vRCmw0xV6liJnisNFSNQD71VrsxDROcgKWarBdqcVuuR4uGzTsWjoaML9ZBc0bsnmBocoW3rTQgA2LjFgzV49Vs+SWP2E0KGbOeNZO+webZ/3JumljWDZ5HMum6bN0uj5/O5PkwNUsV27nufIg34VHh52pO3mA9gvePLsfwdvyaNUAvjXE8LUhkvflvry+78b7Bwf5UOrDwBVnuq940HDJh+ITh3hwNoz7Z8O4dzaQx1cjeXQxlOJTh+i8H6lCVcS6+cmtQ3Sd2Ejr0c1kuc4k0GYuwbbLCbFbTqjdSoJsFnA9257u0giVu9vxIJaW+wk030+i5X4ytTcjabwTRes9uZ1GMfwwlqGScF5KkXsUzVBJKM8eRfFUPIMeRSt/nmHJ+RU1cUU07yQ0viGB91LcayN5VRUxWgDLoxSU9LQ8hmePxQM/jPciQquXphCtpoeP9Ym8k0miMYnXtTIFpKhISFn+ytL3RV0KL6rj1eclQ0DlAUsaWEsG75tzeNdayIeWfDquenMrfpWaAJoKrCiOW8+5gBUc817E+aj1PHmYwIfWfF42ZvFC7RQyVKj8u8ZUhY+/rE7hWaU4e4qNQ4qycv7cGKeEWGJAJ1bYb2pieV4Vx0hVgoKpRv67AVQm8FwU1lVCpY1WexI5T0pDeFISrBroQHEgfXf9GHwQyHBZEK9rov5afqfztXNUM/FbsYmk4Cfxuzd5dLfSGcOvznC+NPvztTmQDzU+fK725ldbGD86I/ndEwe9KdAdT232IirCTamImMwFdyOlBj7hqmXguhsMZqsJAtFgdKfxoy+dX31pSrfxvTGU740hfGkI50tXLL9eZsDTWL5XbONNgRGvUsfQHzuG6w7/ybX9f6ctVI8nScYMJ2hoDf6T3mgduqIMeOD8H9T4TaA9WkNtgB7FLmMocddV+cEXbf/BNafxCgq6LxDQIWMqAkwp85WnCY98jWgIN1cQUEesOf2pMg1Y0hppSFe8lvY4LZ1JFnQlT2Y4b6Eq9nLk5t+fOYcn+Yv+5/2nhUsYlo8LF402gAKBb5ar958VLeWpiLgKFzKQNYOhnNlK0CXwz8tjS1Txf3FUdgizeF44m6f503lZNFM1gOcFM3hWOIPhvOn0pk+kL3MKQ9mzKffV5Zb4H3kYcM7JmKTd+kRZ6ZEm1MlDxlwLNuVehDn3wkYnAIGCbvw39BNozJ1gE+6FGPEoSkNTuiX9R+aoG/9AgewsZtOZNZWWtMm0Zc6iJXMWDalTaEqbSlPqTCrjLSmO0HLV35jzh4y56qdR3+9GkDGXAow5H6DlUqA5l/xMOSuwj6eG04fktQXHPIyUQO2EpzxNuBo6hSvBU9Tni9yNOCIWEwfNVFM45m1O4UENx33MuRA8lXNBk7kYOo3zIZM5FTSVQi9zjvtNJ0esJDwmkeVqSd7BaaQ7mRG6fRyRu3SUW2nMHgMibAwI3W1EmI1G4feBu8QTSJ8gG7GQ1nJwuxbPHZIgZoHHltHYydGkMu1o4d+iUU93ibBcr4/LegNcN8lt3xDbVQbYrzHGaZMZLlsslXW00yYLFSAj9E87CZeXIPnF+kpUdmCLmWoKkhImyWG7VmrZuVTLtiWj0M/6BQasnD2B1XMlGUyXdXMnsGHOWNbPGsO6WcIA0mHNDB2WThrDsqnj+NuVrH1cSrfido4NDwpsKcm1ofqwA+W5e+k858GT2358qorgS204H2sC+FDuyet7zrwtPsCHkkO8uuXKu/uHeHY/mNYb4dRci+HhhTDKzgfScieGpuvhtFyTohLKi4chvJfUsFsH6TmxgabCjWS5jTaAAJulBO1ZTuDuZaoB3M534K0kdnXlMPAoVhX7hlvR1F2Poe5mFPU3I5ROoONuhEogGyiOYEQUq2XRDIthXFk4L6viGCoLG90PPIpWzUDee10t9sSJygdHMOV3tVE8L4/g2aMInpXHMFwm+wOBSMQ2OUGlaUnTkGyBd7VxfJS0MZkERAMgBblGWDMCxyQpEzW5kYviWNS2UjTFXkKSw963jDaAL+1FtF/24n7iGsqT11Cft5WypM2c8FrIsUMLORu5luGH8XxqL1DQ0sumDN63ZqsGIAyoNw1pPK+UPUQi7yT0vkk8k6L5KnnJbclqGnhbG6c8iWTqeaamH9EmxPGkPFZNBGKnIfYRgv3L14kVxLPHkTyvjOTF40j6H/gzXB7Eq5oI3jXH8K07mV+DGXwfSOPHwCir6nd3Kj+74hT7h54EfnfF8+aRJ1+qvflYdYBP1Qf4XOvF5+pDfG8Mgp44fnRE8LsnHrpiaCpYSnW0GVVRk7lwwIhz7macdNPSe8UJ+jOgP101gZ9CV+1K4kd3Ej/bovnVHMaPhiC+1QfztTOCXy+S4Vk03ys28/6IhtfpYxhJ0uWm49+5sf8fNAWOYyhej4E4fer9/pPBBAN6Yo154PLvPD70p4JtagJ0KTswnvvO43ngoc91h7HccdPjposupd4mlPloKPU24qGvEWXehlQFmdIeO4XepMkK7ulNtqQ32YKeRDO6E8wYyZ7BUPYM2pMs6UmfzoBg9znz6FEQ0Fz6s2YznDef4bwFPC1crGChkcNLlX3DkwK50UvhX8xIwSKeyoJX8P6CeTzJn6MEXaOLXWkAi3hxdD4jBTNV8X99dDYjuZN5ljuFN0fn8PrYPPW5odzpCh56KhOAjw6lXjrcO6Cnks/iduoQY61P8j4dzvoJxdOMmwFG3Asz42awFH5jdW4GGXI72JA7wXo8ijakt2gm3YVT6D82l8682ZRHGVOXYEpXzjQeRxlRHGLIrQBd7okNR/IUuvIX0ZYzm/I4C64HGKhp4qq/hiu++mrHIBqCC0GmXAwwVWygE15GnPE15aSXCadEQexvzv242Zz3NeZ25CRKE2apXcHVQAuuhkzkeuQ0zgdZcCt2NmcCLTnmbcJpfwsuhU7nctgMDnsYc0SopX4TKTwkvkFaUh2MyRZTOWexrTYhdIfkDusQtksf3y1j8JNmYKslbJ+W8L2mRNlZqnwDMX0L22OB/05hC1kQsNtSRUke2DyaOewsWoCNxuq4bhQbCBPc1htyYKMB7ptGg2Mc1pnguskcV3ESXW+C/RpD7NYY4bjRjH1rJCVMjz0qWN4UqyUTsFs+QekJbCQzYIkEypuo3cAOYf1IVORiyQY2YKVw/aePV26g62b+wbYFEhYjfkBjWT1LnzWyBJ7yJ2un/Iu/3cvcwf2MbdxP3UJxylYeZe6k/vA+6gr3UH/EmoZju+m76sqHymB+NgbztcqLD2XuvHngwcdHfvysDeXL40BelYXQcjWQh2f8eXQ+iJqrodReDaG7OIH2myGMlIXxpjKSl6VBjFx3o/vkJtqO7yTTbS6Be+bja7UQP+tl+FsvI9B6PhWnPf8njOVlQ7KiHTbfCqP5TjR1N8KouxFK4+0Q2u6E0CMK4ZJwRRF8UipFXBaaEbyolpt/GC8r43n2KIanD2N4URk76oXfKEU6hk9y6mN4UznaBEZUs4jleaVYRKcqvFxUsh8bk1ShlSOuoSqURop6o8AxSaq4PqsWL6DRwiv4u6iLv0lge0eyCov52J7L6+ZcPrUU0HHlEMVJa6jJ2kBD3mbKEjdwIWA5ZwOXcT5yLU/K4vjSIRBQNm9asnkvO4SmdOV++rpemo5g/El8bUzke0si3yQrWdTQrYKRp/ChKZmXNdKM4nhVE69+xxdVAmvJx3Ji1XndkMg7yVXoFoppvqKL/ugT3yO53afzqz9tFN4ZTOPXkyy+9iUrzP9HT5Ja9sptn54o6IriXYU3T247qQvC62InRu7a86nKi2+1PnxvCOJnWwRfm+QZDm1htBQtoTpKS1XMZK55m3LRw5xjLkZ0X7Tnd7dEXiYqJtHPrkR+9YjDqlBKw/jVHMKvxkA+V/vwpSOYX88TYCSU7+UbeV1kwJvMsTxJ0uGmw39yz+lftIdM4EmiAQPx+jQE/CfPMkx5mmbJY69/UeXzJ60R+tQG6lLiNoZiVx1KPA25tn8Mt110ue2ip1hB0gAqArVUBWmpCjShOlBLQ6gpHbEW9CZPpD91EgNpkxjJmsZIznSe5c/iWaFQNWcykDOb3ozp9GfNVAvhzpQpDOfPU1j+UM5cnh9eoor9kwLB/Bfz7PBSnshiOGcur44t5fWJZarYvzu1jMHcGTwpmKVYPe9OLeXNySWqAbw6voBXx+by6uhsnuRO4kXhdF4ensmrI3N4WjRb7QGe5s9mIH06lWKK5zGWB56GnHcyIMlGl2Q7DWl2EzjlY6TgnltBGm4JWyjciBtBE7gZqMv9cA33w4yoTDCh9/AMho/Pou/wNGqStJRFGlERpaE9cwrd+TOojDXhToAet4MMuBUwgfuhBtTIIrxgPu15c3gQacolH13OeelwJcCI66GmnA/QcM5fw5lDhqP6AH8p/kajNhT+ZtwMn8LD5Hk8TJpFVfp8yuJncjdiMsXRM3iQMIdb0dO4FT2d2zGzOOppTJGHTACWHPWy5PihSeSIi6mziTK1y/ecRJHPNLLdZEls8VdGgdBCTQjfbUiEhMrskYQxI2IlecxGCr4J4TYmijoatU9LnOgG7C1H4yVtzAm0NlO0US8JjNmq5eA2ySqWZmCEx1YzNR0clNzijYYqS1hUwwc2meKwSg/3DUa4bDDCcb0Rjhs0OGwQSEjL/k0W2EiwzFpjnNbos3+V+AZJUpg+25YZqQjJXctMlQuoNAChhK4Qxe/08ayfNZ4tc8apXIC1c/RYJvz/qTqsmDKWdVP/YNvMP/lbafIGKtK3UZG2jaqMHZSnbqSxcAcdp3bTemIHXed303FmN0PXXXhT5sPHx2Lt4M+nCh8+PfblV3MEH6oDeVriR9dtfxqvBlF53o+G66G03Ymm8VoY7bcj1DJWiu+zsnCGb3jScWILTUe2k+E+F7/dsgNYQYj9avxtlhJqu5jqC3786BPlbQFvW9IYropXi1CBMQYrExisEWuCBEZq4hh+HKEw/DdiH92UOGqO1ig33/BR47jHsbyuiOOlxAmKv1BdPO8kZ7gpjm/CLKmJUhGSb2pkERzPSEW8SgZ7JQremhQ+NIvTaCY/OjJGQ2DaJTg+hW+S8ytQUF0ir8Wjp06ooYm8aUjgU4vc/BP53hHPr54Uvnak8bFd2DtFKhCm56YPpanrqMlaR0vBVopj13Defynngpcpk71Xlcl86SjkXUs2H9pz+diWo7IK3jSkqIb4WqComlh+NMXztSlGNZrvHWLrPBp2L8tdKf6SDfy2Lp7XNXG8q09WzUz+/fK3kgbwXbyCRiRYRphLR2Eoh98DonVIVJRZuYUzJMZ26fwezOD3YCY/BOoZFE1FFN9b/PnW6M2nqkMM33Zi6KYzL++5MXLDgeHrDjy55ciLu078agrhR3MoX+v8+dUeAR1hdBxbTm2cOQ2JM7jtZ85130mccdfQf8UeBoSqGw+9SfzqjOdnh8RwRvK9US4iQaqpfKvz4WtnEL+ex8HTUL6UreVVgR4f83QZThRe/9+55/wHbSETGIzX42mqCc3B/+BJujFPUs2o8PwH1b5/0hltQFukMSVuf1LirkOZpyG3XMZzz12fUrF+PmCgbv+PA0ypCTGjOlBDpZ8xLSLkirekL2UiXQlm9KdO5GnODF4UzuXlYVnUTudJwRx1ejOmMZAlxm9TeZI/V7F4nhTM4/nRJTw/soSnRYuUYZs0hWeHlzByeBFvTqzg3ekVvDkpDWCxOsLlf3NyMW9OLeH92eV8PL+Sl8fm8+zIXN6eXMTbkwt4d2Ieb4/PUdPA66NzeFowU7GBnubPYjBzOtUB+pR6juORr4azDnrEW48nXjBwZ33O+Ar/X8PdUC23Bf8PNeBeuAH3Qw25E6THw0gp/rN5cW4hQ0dn0pCipThEh5IwA8qjNHTnzmDo2Hzqki246avDnSBDyuMsKYs25U6gAQ0pk+gpmEtz9izFGroWZMSlAEPOBxhxIVDDWV8DrgaLD5E5Z300nDioz/WwydyPm0Vx3CzKEufwKGUutyMmKs3BzbBJXPSVr7fkSvBkxWKSJXGRh5Y8cRL1FOtpSw57T+WI94xRuMdtkqKfFx6aTqHXVDKcxWbajHQXC9LdJhHvZE6knZZYCZnZb0qcrYbIPcZE2WqJsZPISiPiZGfiMmW0Sew1JVTlDJvivUUXjw3j8dmuwXOLMQc2GeG2WYPbJg0H/oKHnNbq4rROcgMm4LJOF5c1OnhtNSLA2kJ9vVBBJWTefp0xDpst2LdWg9M6jRKTSQyl9TJ9di3XsG2pITartWxfbMTWxcZskz3AImMlDFs/axybZo1jy9wJrJkpyt8xLJ2uw7LpOqyYOpbNc3XZMns8f7uXsIZHGZspT9vIo7R1VGSupbZgA/2XbHl6y4Vndw7QfmYfTafsaL3ooYRWL8sC+VEfws9aP77V+PKzNVzhsW+rwhguDqH7dgidd0LpvhdN07VQGq+F0nkngqGyOHpuh9B7zZOu09tpPb6D/EML8LOZj//eZYTsX47/3kUE2y6k9nIAPDmp4hW/9RYqPr0yOBsSj/yj/H56hC8DuXwfyOWrKHn7s5TC9VNrnLq1/h7M4mtXGu+lGD6O5oWIlh7H8Koymley8K0MV5i5NIDPwvapj1MMH0nuUkvW+gxeN2bxuiGDtw2pfGnNUBbKX1sl3CSWr60Jyjrhc4sYsaXwUgJlJJe4KVk1AGHlfBfYonO0AYjlwufOXN63FfClo4D+O/48TF9HTfZ6mvI3UZKwlishqzjlv1iZxL2oSOB7V5Eq/JIhIP/tu6Y03jWlqnD21w0JvKuJ5kdLHN9F36AgkhRFV31bE61CaN41Jqjbvuwj1K2/NlFlIbyTW7/89w3xfGhO4mt3Nl+7svnamszXxmheVwTytNiLN4+DlL8SAxmjp19w+HR+D6TzvT+eb51hvH7kwos7try468izu248vevOszuuPLnhyJPrzgzfcOb5HSe+1vjzozGEX61h0C2QUTQdx1ZQHWtGa+pc7vlbcv2QJZc8zRi+uh+GUtW+QI7APt9bIpXFhEwS3+r8+VrjzZcaL751BfP7ZRy/n4aoCeBNkQHvssczkiyFfDwl7uNoCRrPUKKB2gN0Ro3jWaaWp+nmVHr/nbqAMfQnammXG+zBsTw+pM9DL0PuuU/glosOZV4aSr1Gi39loJZHkifsZ6iaQEf8ZLqF6ZNgrqaAZ7mzeZony1dZyIoJ3ESeH57PYN5M+gUSypmtmsBA9sxRGufhhQzkzeG5MHjUMneJagrDBfN4eWIZ78+s4sPZlbw/I41guXr98dwq9frt2RW8P7+KN2eWqyngw9nlvD8tU8JinhfN4uXhWbw9Po/3pxby8qiwf6arM5I3m8d+Oioj4aHw750NSNg9nkRbPTIddFQBvh0ulE4TbgcbKIZPSYQhZRFG3A/WpyltGiMnFjJyfB5NKVoqIg15HGNCVYI5lTFaOrOnMHRsDo1pEykOMeJesDEPIjQK9rkbZEhpmD7NaZPozJtDZeJkLvvpcuaQDpeCNFwONuFyoDFXgky4GChLYDF/M+Ja6ETuRE/naqgl18PEZ0jLGR8DzvuZcFq0Al4mnPOfxEkvcwpdNZz0mcwpv6kUioX0ockUek2i0Hsqx/xncsRvBod9ZpLvNVUtfVXAzIGJijWU6zGZ7IPTSRI6p/NEkt2nkuRqQbSdEVH2GqL3mxIpMJG1HqmyELY3JXj7BMXtj9prSoS1IZGSRbxbQ/AujRKQHdxkwIFNhnhul8hIM6UUdt8ssJCuShnz2KRLwC4NaQfnE7ZvIh4b9XBep4/zJg3OmwUKMmLvakMObBY6qVYxiWQC2L7UiJ3LJTVMX5nE7VxuwvZlJooBtHmBLpvnjGHL3PFsmqOroiKXT5fF71iWTf2TZVPGsH6OPiunj+NvjzM2Upm1kdr8LZSlraEifxsVh224m23DvTxnrma6cDLenlOJTtzM96bsZAD9D2J4XxnOx4devCx24m25B5+qfPhaHcjbskBelIbRd8uf1ss+tF0PpuFqMF3F0fSUxNB7L4Keq550nthM18mdHPZeoOyf/fctwW/fQqJcVxG2fxGVF/zgySkYOMbvAXG2LBq1YZZkriejYihenODHEzFFKxi1aha2SFeKKlIM58BIIb8HhYqZxXth7UgUYlUMb4TOWRvNR1GxStZwi+ThxqsAGskYFn+fN/VpvKoTqEWwfrFMEK+cdHWr/9oWx+9O0QyImCyV941SWJN425iqKJofWlL4JDkDojnoTua3LC+FldOWycfOQr53FzF0P5DKnE3U5qyjMXcjFWkbuRi8jDOBS7gcu1bRWr935fNJcoxbM/jSmc2n1gx1838rMJRMIe2JIAvZtlj1O8mt/UurRGDG8qVJdhUxSuAli+LRBiWJZ6Pw0HtJW1MU2HDe1UbyWoLgJX2t3J/XD315es+DkWIvvgplcyCVn/1C9RSb60R+9SXzs0/M+Hx4VezIq9sOvLzrzMtid57fc+H57f08vW7H8FV7nt9x49ldJwUNvSjx4GdjGL9ao6Azio5jK6lLsKQtfQ5lIZO56zuJq17SAOygP0EtjX+0hvOzNZKvTeF8awzjR2Mw3xoC+dEYyPcGP773hPDrZYJqAJ9L1vD2iBEfc3VVA7jj/A+K3cbQFWXI01QNfbG6tIb+k9d55rzImkiN77+o9f+D/iQTeuNNeew5jnJPXe67jVOCsLtuE1TxL/fVUBlkRmWAhuogY6oDjWkI0dIVP4W+ZNkDTOJJ5kyeZs9REEt/2jS6kycykDWdF4dlYTuP4dzZDGaKedwk+jJn8OLYkv8p/M+OimJ3gXotHP4XRxer13I+nl+jCv7rE0vU8+XxJbyVxnB+LR8vrOPD+TW8P7+aDxdW8f7MMt6eWqwmgvenZBpYqGigr4+LFbQ0oBkMZk+nNsSAewf/oOSQPtc8TMjYb0CSnT65zhO44K/P7VADHkQYURJppFg+peH6PIo0oipaS1/hPJ4cW0B9ogkV4XrUxllQE29JZYwp5REG9BZMo//wdJozLHkQZsSDMKGJGlISqaE8xkx9n9oEU4aPLqQ1ayaXfcZz3kePG6FmXPQz+MuAzkjRQc/7GXMp0JTLQeZcCjRTbqTXwiZyKcSUi8GyLxDLamEDaSg8YESRhzFHvUw5HTCFUwFTOCwq4YMC91hScGgS+V4TyZckMg9zcg5IBKVWQUG5B0YbQYHQSA9OJ1VCY5wmqjCZGHszou3MiNirIdhKjwRHcxLsNWRKOI2jEZlOGoq8pnDMbxZ5ntM5HryEowGLCdquh/fmCQQLLLRTi/cuM7x2WOC2RRbG5hzaqSForwX+ViZE2k8ixmEKwbvN8NmmwWnNBAUbuW42w3atMQ4bTfHYasmhraa4b9IoG4hdyzSqAexcZsieVWYqRF6YQRsXGbJtoZ7yF5Js4U3z9Nm0QGijuiolbO3M8aycJloAHVbN0uVvNUUOlOfvoSzfmgf51jw+7cHF1H2kB2wlMcCaaN89xAY5Eh/qwuGUAI4kH+LWkUBaroXSe+MQgzfdeV16iE+P/fhU7sPrYl9el4Uxcj+Q3ut+dN8MpfFqIG23w+i8G0bfvXAGbxyi79QWuo9vIf/ATPx2z8Z/n+gAlhLmsJzAPXOpOOsFT45D/2GVZ/t7SNSsRfzoF2/9U/wYPsXPp6f5Lf76Yonw5Dg/xfNejN7EybM/m9/Do3bM4scvYe0SmiI349dV4bx6HKYWwJ+aEvjalsyX5gTeN8TwvjGet/XxfGxO40NTmsoV+NCUqhqA+OZ8a49Xt/rv7XGqAMvPEn+ijy1pqgHILV2KrNyuf4mFhLKrTuFndwZfukTZm8uvviMM3fOjPEs0AGtoLdxKWcoGTvkt4ITfAi5Fr+aNhNx35iqb6a/dklCWpW7yyve/IV5x/eXW/7srgd9/qW7F90jsFlQgfF04T+97KNtrEX19aE3jlcBBDZKfMNoAhN76Vqi9lcHqtv+uKkg5eP5qHjVy+9IgzJ94Vfg/dkbyuTOC370xIKcjjLcPnHl1044P912VYPDFPWf+f2T95VccWrfui75/xP1wzzl7r/XKnDOCu8bdnbiSEEKcGO7u7u5B4+4CBCIkJCG4u1uQoup32xjMte9t7X4YrYqqApK0OXsf/emPjInXHlpSn7WLtlsnGHh1jZ4Xl+l5eZW+13YMv3Nk/IMbiipParO38y3ChB9RK3jtasArV1Pu2+nSetcKBJW0MZDpHz5Mffdl+mcAitpgqA+BxhC5c1DW+jDb7IeyPwJVrz8Tr3YwmqXNeNJCeqIW8+zyf/Hc9l/88ltMZ6QWnZHa1Pj8i+F0I3rjDal0/C+qPf+iNUKbugBNyq79h0pHdd7bq/H88p+UOmhR6qhNuZvA/fX5KAq/rz6fPbX44qFNfagZbTHLZBNoi11Gc5Q5HQkrZQNoi5s/nckr5a27PXG5fL0zZbXE9TvT19CRsZahgu305W5hIG8bAze3SUioX7yfsU4WetEAJkp2MVKwjXHxWLSLocKdDBXsYKRoN8OFuxgrsWD8tmgIuyQkNFYkpom1kvs/kLtePg7lbmLk5mbZjIRyudRpAe+dNLh7VZ24s2pE2Swm4+pi7rur8zZAmw8hurwP1KQ0UEsudz8EavElTI+2jFXUJZrxKUSbb5HGVATp8zVSUDyN+BqmR3PaErryVtCYYs5rb3XKgwxl4X8fqC2byYcQPd75qslFcUPaKp57a3DPTZ3HgmnkpcN9d00eeArqp640irvraUChs5b8+q6XISVu2tz20uOWh75c+OY56ZPtqEeukw65TlrkOutQ4G5EtrMBmU5CHGZAyg1DUu2MyXBcIm/6qUI7YKdP0jVdUm7ok3JDMIFMSLMzk2ygiLNapNstJeaCPsEnF5Jw2YDk66YEiV3JRV1S7EzJc11B+g0TcpyXy+9Lc1hG5EVjwmXwjJnMRvY4qkaILOyGXDugztWD2lwSS+FDutyQC2N1nEUU5UkjHA5rYn9QU97ybfcK2EiYyOlycb8eZ/doyyXxjYM62FpoYL1dk6MbNTgupoAtmpzcKmwjNDiyRYtDmzU5sHYhB9csYJ9g/QibaNEE1i7GYtm/2btyIbtXLpbLYLEX+EdBxHkSPA+S4HWQOK/DZIWdJyngLGHuVoS4n8Xf7Sy+bmcJ9LpMsPd1YoIcSAl3oiDOidJiH9rehjFSEcJImTd9b93pfOHCUHkAfaW+ND5wpvahJ78e+8hFcP0zb1peeNP2yIHWoiPU5x4i0341XlZiDyCgoPW4ntqAm+UqSm9el577qpYkFE1x0C4smIX/fj7KTpGPm89sdwGqPpGPWzzfAESEY2OivKkLx0tVVybK7izmekSQejaKthQmasLlwnTooy/DXwKY+BUpTeDkzblGpIyFzAupRNh7TRy/f8RJ0ZfIERYRj4KJMlMbJBeSohnM1Ao/oTh+1yTMp41Vx8hpQFgqi6IvKIwqAVE1idD4eOnto2zJov2VC5/TDskG8Dl+t2wARe4byXNZx+2AHQx/DEfZOO/hL4zcpuvipVePaE4ivUtAUbO/QlHWiTzfEGZ/hDDxLYjRqgB+Vwcx8cGNmpwDtD08z+S3ACaqQ6Tb6Wi1+BliLxDK4KcAeko9Gfjgw+jnAH4LhW5DONRHoGqIQlEnYKhwFM1h/K71QVHvi6rGjd8fbPn9/iK/X59n8sU5fr+7ytDry4y+vczok1M0p67nZ+xKBh+dpv/1FfpfX6X/rT0Db53oe2nHSKkrY6WO/MraTrVg0cSu4a2bPq9djblvp03znZOyycw2BTL1y4/ZuiCUzaLZRqBqDEPZIhbEwnTOl+nmAOYGIqHHn6k3exjL0mM0YSF9cRq8vPZvnl/5Fz98FtIRqUVHhBY/vf/JaKYJg8kmfHb+J1Vu/6YpRIM6fw0q7P7kk5MmpQ5qvLD9k3d26lS4iFu/AZ899ah006TaV59qXz2+eGpTE2hMV8IquhNXSS2AsIJoi1tBY6TZ301gGa0xS2iLW0J3yiqaY5bQk76Okfxt9Aj1buZ6CfWIYj5YsJN+2QS2058n3Dw3MFy0gwlx0y/ZzXD+NoYLd8iCP5i/k77c7fyMWkJd3Ep6s7cxVLCTsVu7GSoQNhBiRyD2BRvl8/kGsJGh3A0MZK2n0m0hb+z+Q6mjGveuqJFgs4gYm0Ukn/+De86LKQ/SoSJEi8+R+pQH61ARrEd5gAaNyUvozl3N92h9KoOF8EuHj6EGVIWbUBmgy/dIQ9rSl9CXv5K2zOW88VrMW19tvkab8ynCkNJATSrDjXjrq0ZVhB5t2eupCDPirvNCaSEhlcdeOjz00uOOZAFpyOKf76gh2Ul3vQy45aHDbU9dSRcVqWPZ9lrcFMZx7obcdNUhz1WPbEfxKJqAiKsU0ZOGpP6fIm8qNQDJV8QtXps0OyNiL2kRf1mHxCt6RJ1VI8PehJvOS2QmcdZ1/XlX0RtiSjAkzlaojI1kwQ+x0Zk3jzumifdJbbyFg+gpLbxPaeN/Wo+oS+ZE2S7D+YhQAGvjeNyAK4d1sRW7gEP6XNijwdkdi2TBdzxmhMMxY64fNpAU0etHTDi/RwtrkSFsMb8DuLxbjWv7tbloYcCxTZqy6B/dqCabgXh+aMNCefavXciBdRrsWr6AnUv+kNkBB1f/xb4Vf7B35SK5IN4pRGLLF/APf7dT+Lpa4et8Bi97K4JczxPudRk/J2v8HK0JcLEh3PsKga4XCfa8SrjvDeLDPUiO9iUzVih7A2l6GUXTUz+q77pQ+8iN1pc+dL8PoPGxO7WPPKl55EXDCz8anvvQ8sKH9sdOtJacoC7/GBkOa/A8uQIvq034nduJi+V6XI+toDTvCrQnSxsGAaPMNsbJkBW6sv+P581cT9a8940wPWtNkf7207WicEZKHrlCeOD056Loy0LZl42qN0P+TKEmHa3yZ/JHKHPi644USTWcqg1noiaEmXpRvBMly2fyR6yMmxSFVySQzdYLaCJYMmDEDVwwfcQEMPotkomaeMnTl7fsn9HMNiQw1xCPSthJN4sGEMtkQyozjWm0PnfkU+oBviTt4UfaQcpiD1Dktpmbbuu55b+DoY/h0JwhzdtEvKTYKQioSUww0z8jmPv1t+NpbQgKQY2sCWOiSkBb/oyL23uFG61Fx/iVbcFY6Q1mqv2Y+h7C+HcxQYgcAKF18Gfkm7DHSJaT01RdhCz4QmwlshLmpF9SCHONwSh/eaP86sT4S2taszbTmrWR3qJd9N06wMhzG8beXWbs9Vk6crfTELNUGpmNPT9H3+urDLyzo++tAwNvXRh+68rQWxeGXtvRkLOb6khzGVhe5m3CC2dDHjka0HHfBlrDUDQHy99NWyRzwlpCwE+NYcw0iMznIOYaA5lqDkDRH4WqJ5CJl7sYStNmNGERvbGaPL38Xzy9/N/8ClD7Pw2gxvdfjKQZMZBswien/+ab+x80h2pQF6DOZ6dFfLBbzPsbC3lhK5LENPnopk+lq47E/D976vDRQ5MqL225SP3mo0tbzFI6BLUzdoUs/i0xy6gTHkCC8RJhRmv0Etpjl9AeJ9hBq6Ud80DOZkaLdjJ4cwfDxbvlGZS3+p2yEfRkb6I3Z6OEgMaKd8tJQLzWkrxGUkUHb+6mPmYldbEr+CWSwqKX0p29hcm7B+jP20xPznpGCrYwWriV8eLtcnksbCEGs9cxmLmOKi8Nyhz+lItsYXWRZLOQpPNq5FxZxCNXdUr9NCkPVONjuM68klfAPCHa9OWvoyN7GZ9D1fkUpkNliB7fY83nb//hRnwO1qI5xYS2DBNa0pdQLncHAvrRpSJUh7JATd4H6lARqs/PWCM6ctbxKdKER27qvPAVqmIjHgtGkKc+Ra4iLUyLQidtbruLgBnBEhKFX4c7njrc9zGUE8Itd0NuuYt0MlNynQzIchBNwYB8VzOZAZB6XY/kq7oki9jJa3qkXjeQbKAc5yXkOC8j6YqIuRQWEiJUfjGZdnoy4lI4jqZd0Sb9uilxl4wJOSMykbXxt9Ym5LwhQYIaaqWDzynhEaSL42F1nI9r4XVaH28rkQWsSbTtMpk97HxITWYHOxzTx/GkKXbHTbm830DaOZ/bpS3poMIG4qIo9Pv0uCyEYbs1ubhXh3MWghaq/3cDUMfxqBHndulyZL0axzZryGjJg+sWs3/tX9I7aN+Kf8ocgZ0r1di+dAEHVy+WArD9y//JniX/ZM+yP6Qr6J6Vi9gudgDeLmfkDd/bxQZvl3MEel4mwP0iXg5W+DvbEOp5gSg/W8I8LxHmfpEYv2vEBTmSFOlJSowPOfE+PM0L5W1hEJV3/fn6wIfqu260Pven9YUPDS88+fnEg4bnftQ/E46d3nQ+dqat5ASNRSdJur4Cx6Nm+NhskYZwvue34XtmLe+zzzNXGw0NwmgsQRYqoYKd/pXA+I8opkVhbRNWx8LTP4LfX/2Z+OLL7PcgKVibq41CKQzd2kRIiii68fO8/F+RzPwIZfSzH7P10TI97Le8xYfL3YEQOokG8Ls2WnroCLhEKHqna2Il62euPgpFYzizgqYouPENMSjqYiWtdLImSk4O4wKj/yVyesXPmy/+8s/QIALhk5htyaTzlRufU/fzLXUP31L38iZ8N4UuG8kXS+CgvQx/igARRt8iJoBExmuiGf0uICAxdUTLDGMRevM/cNT0jxDGPvkyXOHF7y9+zFT5MPjqEvXZW+i+e5DZr+4o6wTMFSjVzUMfAxj84MWc8Nr5Lhg20VJBrBAUz2Yx6cRKoZdKNIGf/ii+uvP7nS1DD08wdPsAbSnLaYg2pDF+Cc0Zm+i/e5SB2/upjTGnMWEVIw9OMvTKlv63dvS9s2Og1JHhMlfGP3gx9MaZyXcOtBfs5Vf8chlbWOppzEtnMx46GNF21wZaIlG2CC+hEFQtYcw2hTDXFMKs8BVqFIE/InrSi8mfXqh6IlF2+8sGMJiuzUiiJt2RWryw/W/eXP+TOn9N+uIE9VOXhpA/GcsypSNajwqH/+a75580Bi/il99CPjv+yRcXTUrtFvLuxgIqXLSocNWh3FGDcmd1PntoU+G8mE9ui/nup0lNkA6tsQL2WU6LaHpxy+eLftwKOQ00hItGYEJn4nLaYgVMtISOxOWS0tkrrJkLtjJUuIOR4p0M5W+nP3uLnAAG83cwkL+dkaI90v9H3PRrY1dQFWLCj4gl1MevoiV5PbWxy6kOM+ObyB6IW0139nbpHiq+pz9/m2wco0Xb5YK4K23ZPEsodyNVXuqU2v1bUkEfXlcn5dxCks8vJuPCH9xz+ItX3uqUBi7mU6Qo1gZyAqiJM6G3YC2NacZ8DlPnR4wx32PMqI4x5XOoAZWBWhICaktfTmv6UrpyVlMTZ0R5gKa88X8KM+BDsL7cBZQGavMjWp/WjOV8T1jGEy9tnnvr8z7AmGfuWtxz06bARZcCuQTWodBZW04AxS7aFDlp8NDHkDvu4j0Nipw0KXbRlXqBIlcD7vmYU+RiwE1HHbJvaFHiYUKmnTbJV9RIt9Phju9KiryXkelgQo7LCon9Cypo0hU9os8tJN/djLsBa8h2MCH45AJpEx1wWhR7XQJtjPE7Y0DAWWOZJ+x1UmQBG+NjZYTzQTV8T+sRdM5UuoQ6HdLE5ZgOHqcM8DwldgDauJ0WtvemXD2oh8OJJTIn4MpBQ2wPGHDBQptzu7WkFfRFC21p+WC7T48rBwSVVI+r+3Ql/HNxtxoXxGSwXUuGxYjb/aH1auxbs0A+Hly7iP1S/Ts/AexfuQDL9YuxXLeAY6v+w7HVf3J09R/sXf4HG03/wz98RQNwPYOPizVeTlZ4Op6Sj95Op/BxPIW/8/wJ9ThHpPdl4gOukhJynaxoF3LjvciO8yEzxpvcOA8eZftQdsuf74+DqH3oR9MzT5peetD02o/65740v/Kj8bEbbfcdaCk8SkvxSTIdV+N8fAne1pvwPL0B99Pr8LRaTmnmOSY+Bcpgkt81UQx9DqP/QwiD5cEMVgQy+SMS2pJQ1Ecw+U1QUb35/VksCUOY+uLPTHWIdO4U8Y7C336qRgikQpj5EcbMjxCmfoRKWES8PlMv8nGDmRU5AtImOlY2jPGfkfLmLSIlp35E8btaQA8xzDVHSeMzQYdUNYsQ+XhpwTD+M5TJmgjJrJkSMZQiWlLYLrenynAZMcH8FpnFzVl0vfKQDqs/M/ZSl3uE91EWfy+Bt3E/ZD8jX0QDSEXVnsxcSyITNUJ0JhhIwqBO3M6FuZuwZZjfSYh/g98C/vnsz3SVH6oaoZj1YPTJCbqLdvK73JbRd5dov3uUjtsnaLtnzegHRxQ//WU0pmA0CffT2dZ45trmGVXi7yYiHSc/udH/8iJjry4y+tyGySfWjN/dz0DeRtpSVlIv6I0pgmmyivpIA+lMOfriAn2vrzNQ5sxAqTOjFa5MVLozVu7KmNCPVLrSlr+HusRltKetodzbgDfu5jx3M6NdTgARqFoipKmccBr9XRvMyFdvZmsETBUp7aZ7Su0ZrXJH1R2JstOPiRfbGMzQZixVl74YXZ5f+t+8vvovGoO0GUoykk1ANIDxHDO644346Pgv2QBawtWpC1jIF2cBAS2mwkmdMofFfHTV5qObDp/c9WQD+OimSaXLYn746dAQaigFXy0xJnQlL6c5xoz2+OX0JK+lLXb53/YQS2Xx705eTlOEEW0xAhoyl8EsAzc3MSh4/EU75DQwlLeF0YKdcgcgMP6xWxaM3dpHY+JqfkYuoStzm7SCrgo2kfkAoyX7pe1zW8oGqkOX8C10CZ8CTfgcbMKPyKU0Ja9huGgn0w/2MVq4mYGc1YwXbZZ7gK+iAdz4F+/sF3D/xmJSzy0i6dxisi7+xWPX+R1AeagWVTFGfIk0kTf3uiRThm5toC1rCd+idKkK1+NruAE/482k+KsyQI3WtOX05K2lM3sl7ZnL6cxZxa8EYz4EqvMhUFsyvspDDCgL1KImVp/OrBXUJC/nuaCdeutTEWTGWx9hRqdPsYcB+X83AFHgi111ZETlQ29jXgQv447YAbjp8MDHiDcRq3kWvJRX4asoj93EY39zChy1yHPQ4knwau54LyPx0iLpGprnLPB7UfS1SbQVPkCGRJ8XsZHC2E1LTgu3AzaSYidwfC1J+wy5YEyAWATbGOEr2D7njfE7ZywLe+A5U/zPmOB1Ug8fKx28TxsQeH6pzBBwPqaP/VFdPKxNsT+mg9NJQxyOzauDbQ9oc/2IATeOGnJN4P77xTQgrB5EipgO1w7qc8VChyt7dbE/bMwV4SG0V5Mz2/+SWoFTW9Q4vkHkAaixf80CyfyRSWIbNCTeL5a/FiIfePVCaSJ3bO0CrDapYbVZg0Or/2DPsv/IoPh/+LnZEOBxDl9Xa9ztT+BhbymLv6/TSbzsjuHreJxAVytCPM8S6nWZuIArZEfakxtxjZIEV0qSfLgZ70N6pCvZ0a6UJHvwviSEH09CZNEXE0Dr2yBaXwfSICaAlz60PrSn+84pum6dIsd+JR6WwhJ6HV5W63E/tRZvqxWUZ19g7IOvhDr6y31pfekuw2T63wcwXBnM8JcQFGLZ2yyWtUFM/wpj4msAo598maoO5ne1yAQQ/PhoJmVGcDwzv2KY+RnBbK3I/42Qts4iAEYUWrFAFTdgMQHMNSfI10Q2wLj4fL3QAQh7BWFMFoWqXbhviiYRhUoYoLXFyeej34OZqotmslYUZ7G3EHm8qTJGUtWRJnMGputTmWnOouetN98zj/AjdTe/sg5QmXCQO95bpRDsQeh+qfAVjUvVmiQnknGR/ft9PtxGxGAqhUiqIQxVs2gAgYx98WT6awCK6kBmv/sx+cWNwbJrDD44Rp+Aam7vpCljpfRpqYlfRlOBBTPfPZhrCkPZFouyLUku2mdEw+pIhtYEaIqSWo/h15cZf3eJibeXmHx9gamXFxh/cZaxJyeZfHRMetC3JAuHS3EbNqU1ba2EhUbKHRkqd2G80p3RckfGPtgz9sGRkfcOzFY40nvnMPVJy2lOWsYHwRZx0eWZqx5dD05Dcyi/f/ox/TOIabGb+RZMT5nH/LK+KoiBSm8GP3oyXu2NqicCVbcvky+2MJSpxXiaDj3RYgL4X7y+/i9awnQYShQNQE82gJEsEzpjDSi7/r+o8VlId6we9YGL+OT0H8rt/qLU7i/KHBZR6aLJN29DKfr64qXHR3dNvnprU+2rTb1w+ow0pjNxKb1pq2Rh70pcRW/yaroTV9IZv4L22KXSIqIt1ozWGGOaIw3pSlnBQM4GCdEIGudosbilC7rnLkYLd8idgGD2COx/8s4+xor3MJQvPrOXARH0krGZ8Vt7GSvey++7Bxi8uZOfUUv5HrGEbyKYJmop1eFmNCatZvy2BVP39sil8ETxZoZvrmcgax0//LT54PAHH0QymL0GaecXk3VVl4LrGjzz0OSNvzYfQvX5Gm3K10hjPoZp05K5jJG7m+jMWc73KH1Z/EXh/xapy49oAxoTzejJXU1f3ip6clbQmbWUgaL1DN/aLBfCn8TOIECDUrFgDtKkNc2Mvvy11KUs55WfLq98DPgYYk6pnyFPvfUpcdejRMA+rvqUCH8gbyPuuuvzKmylpIS+j9nAm8g1VCRu5V30eh4HiAQyfd5GruVJwFLyHUXwvICD9LnpbEb6NQPSrxtLSmi2gzEptgISEvx/XckCEmpgcSLPacpFb9RlA8LO68kTccmAsEsGhF4yIviiEX7nDAi4aELARVP8z4nXzPA5o0fQJVOCbJcQarsCHytjvE8a4WlthvMpU5wsDfERVtA2+tgdXMyVA+pcOzyvHL6yV43rB9S5IeiiB7WxF3sCCw1sZaKY+IyhtICw3a/D2V2L5bRwcqsaR9Yt4NDaBTI17NhmNU5sEVbSC9m19F/sXPpvDq3XYPfyP6UL6L7VYi+gJhfCu1YsYIv5H+xapcY/fFzO4WYnbv1n8HM7h5+ztbz5e9kdlw1ATgBOJwhxtybC9zLRfpdICrhARtB5bsXZczfRnaJYd7Ij3MiI9CQtwovUSDce5Pjw8UEgv54F0fg8iI7XwXS+DaT1pRftj+3ovXeSruJjFLiswfmIGV5WG/A4uRb/c5vxt1lLedZ5Rj/4MiTsiV840f7KjZ43XvS+9WHkk8Clk1GJ4t2RiqI1gam6KCZ+CgaPP6NfhcePv7R4mKwWxUPczKNQ1MdLm2eluEHXiehD0RQEDBQl9wfiiF2DsjVZNpepulgJDwlnTVF4Z2simRMOl50JKDsSZOEX9gjizLXFMlUfzlRdpISPJG20VURKpkkqqthTzDanyAYw15ZL7xtvqtMPUZu1l/rcw3xJOcRdny0Ue23jadRhxr4K+mgKqrZk+ecSBXD6Z6g0V5M2y/XBqJpCUDUEMlvjzfQ3T6a+ejP9VbB3vPj9zYOpahf6Hx5ksHAb/XnrGSreysCDfQy+sUH50wtFfQjTjVEo2hOZaY1jVkwqnemoOpJQNkYw/dmVsdeXGH91nqmy+SYw+eYSE68uM/TyEtPvbZl5c5aJR8doFT4wyStpSVpOS+ZGOSmMvL3C0LurjLy7xsj7K4yVX2G47Cqj5fZMfbCns3g/Tamr6UhfS4WfLuV+JrzyMqTz3immv3sxVOnGULkHwxV+DFb60/fBh74yb/orfOmt8KanzJ3Rb16ouiNQ9fjy++UWhjPUmUjVpj9Gh1KH//De4d+0hmsxnGzIYLIRLeELmcg1pyfBmM8u/6EpWEtSRNsitPni8idfXNX56KLG2+t/8MFJjY9ugvapQ6WbFuXOi6gJNOK7ny41gXp0xC2hI96cHsH0SV5JX+pqqQXoTJiHfDoTlkmRmBCItceZz382bQXjhVuZvL2TiTtiubtFGrqJI3j/AraZvLOX0WLB+Nkp2T2C8jnP+tnFsJgOSnbz++5++TnxWnfWZnpztjJSvFfaR38NNaEmZomEl6bv72Ugb51UCU+WbGM4dzMfRQLajX9LSusTR21yr+iQflmL/GsaPHH7ewII1qMyRJ9v0Sb8iDGgNlGfYTEBZCyhKlSbn6I5ROjxLUpH3vQHCtbTnbOcnqwl9Octpy3dhJ78+df78tdLaOhjsDrvfBfxOVyLjswldOespCrSgLcBurzzN+BTqBkVQcY88dSReP9tj3lbiEJHTcn5Fw3gScASXoStlLGS97yNJRW0WGQMCPto8RlvY+75mHFXiMKchQLYmCw7Y7IczMiwN593Db0h8oN1yHIQ5m/mpFw3lA6iKdfNiLtkSIytEREiN+CKMfHXTQi7oEPUFSMibI0IPK9H8EVDgi4YEXzJFP+zBgRfNCHOfiX3IvaS57+dyKvL8D9thNcJbfzPmuFyzEAmjKU7LiXTbSm+1to4HNXi2kENnI/p4HxUC/sDi/A5PQ8neVmZSDuJ87sWc/WAnmQAXT9kiO1+fekddHqbOlZbNTm6fiHHN6rJzGCbXVrSP+jQmr84sHYRu4UQbIMmB4RFhAiHWbVIhsXsWavB9uWL2Gz+JztWLOYfno42eDmfxd/jEu72p/F2Oo2nvSVu1w7jef0IPo7H8XM6RoDTccI9zxDhZUN8wCVSgy+TFXKR4qhr3Il1pDDKlawoL5KjAogJ9yMx0pP8RA9eFwTy80kUjU9DaX8VKAVQgjradvsgrcWHuem6FnfL5Xif3oSv9Ua8rdfhZ7OaytxLjFUEMCxCSl450/XajdHKIAbK/KSJ2VzzfJIVXenQkwldaVLFKgq0wOYFJ37ml7ASEFROgZ2H8lsU+1phlhYlsfw5gfX/iOD3T0GNFNTKCGYaxASQyFyrUMQmz8c/CgviX2HM/gqX6lhR8BXtcai6EpkVVgmtMSjb45hpEruJKIn9z9YL1Ww6ys6MvxfX2cy2pDIlG0AOA6V+1N+0pDn/IPW5YgKwkA3grv9OnkQeYvSLWGSnzYe3/xQZBCHM1YUx90vEL4agbAiCxiBUtX7SZ2fikwtTwhvnqzBJE3YLPihrvRj/cIG6rLU0p69l6P5BqPeEthCUjfPaAQFTyeSwngwUQjfRkQrtCUx/cWf45QWmSi/LM/L6HDMV15kuv8H426tMfXBg8t1lhp+cZOb1WSafnKKn0ILewr2MPbFi6p34nvMMvznHyJvzjLw5x9DbcwyWXqH/7TWGXtvSkL2DrtwtsoB98NHnvZcxb7zNaL11krGPrgyWuzDywYv+d+6SqdRb6kn3e3d6ytzoLHWj850rw1+9UXaFo+ryZvrVVkYzNBlP1qY7XEtaPZc5/5umMHWGUwwZTjOlOXwhI5nGdMca8sX1DzkBNAX9RWuYBl/dF/DVXYPPbhoSOipzWMhnd22+eOjwwVmNL17a/Aoy5leQIbXBhnTEL6UzYSndScuk909f6iq6EpfTk7JKft0WbUp7rCmd8ea0iSYQa0Z7ojkTxdsYvLmRkb/5/aIJCJrnZMluOQ2Iwj9UuI2JO3tkk5i4s4v+m5sYKxH7gu1/i8B2MXl3j2T+TNzey6DYGRRbMJC/i+pwUz4H61Mfv5Se7HUMF2ykN2s1fVlCHbyJnwF6VDj++fcEoEnGBXVSL6hzy0FXQkDvg/T4HGnCtyhTPoXrURWuTX2SEWN3ttCTt5qvYjkcpk19oijya+jKXU1b+jKqQhfRmKjHSMlaauN1+BSykMZUc3purpPQUFPqEqqi9PgcpkFP7kr68tfwMVSbVz7qlAcbUREkjjHPvIQNtLYUgonCf09qAfR54G3MfW9j7nobUeSiI43rit0MuSmcQ92MueNpRqGzaAYm5DsZkOdoSI69ITmOxuQ4mZFub0Smg7F0BM2yM5Rxkmk39OapoNfnMwPibfWJuaxPxAU9oq8aEX/VmKgLekReFA3BlFSX9SQ5rSH4vCHB540IEeecEe+TT9Jy6zIFnmsIOCsEY4aEXjQi9KI5EZeWEX/BhGLXZbLpBNroygZgd1gDN0sRKamB90ldQi4swdvKENfj+jJU/uzOxdjsUOOioIHu08NmlyY2u7Q5vmkxRzct5swuYSOty5ntmthsV8d6+99L4Q3q7F2njsU6YQ6nKU3h9q3TYO9adXavUmPbkr/YYv6XXBT/w8vtHD5uF/B1P4+3szUejpZ4O1viaXcYX6djeDscxtPuIP5ORwl1PU6ElzXRfhcI9ThDrI8NOSEXKIm6Qn7YFZL8r5AQ6kFSbCgJ0cHEBbuTF+/Lw4xAPhQFU/s4RCqBWx9dofXOQdruWpLrtl7uADxPrSfw/Fb8zm0i8PxaKm7aMlIZiOJnDMMfhRAoCuWvOMarhMdOLAhY5W+IRSReyQYgmD+CyVIbzvRPwRkX6V/xEgoargpm7EcYU9KfJ1IGyEvcWzQI0QTkAldMAgLWETdvwdcX8ZBxcjcgOP/SiljAPuL235GIqjNJTgJzwhytTfjgRzPTGM20DFqPkRnCio6MeeGaiGhsTZcMIEVLJgOlXjQWHKc1/wBNefuoTNjDff+t3A/cxfPow4zJJXAqM3WCkhrE1M8gaYcwV+uPoi4ARV0gqroApr+6MfPVnemvHkxVeckpQHjuzNX7MfvLg9kfroy+O0ffg6P0P7dm5qcXM3V+8vulzUOPENWJXOE86M+CzkR+f/Fi9M0VfpdeYfTdBSbKbCW/f+r9dabL7Pld7sDwq0sMvzjHyLMzTLy0YeyZNZMvz6N4f5XfbwRN1JbR1+cZeH6a8bfnGXt7nsE3Fxh4b0fPazt6nl2mtWCfbADi9lrubchbDzNeuJnRUmwlYaMRAR1VesopoK/Ula73zvSWutJd6kJ3mRvdpe4MffZA0RGKqsuHiWcbGU5VZzxRm64wDUrt/yMbQGuUFsOpgvuvQ0PIH4xlG9MRrUulw3/z0/sv2sPVaApV44f3YtkAPjgupNTuT/lY4bSYShd1Kl3UqPIUDcCI2mBjGsJM5fK3L00U/aX0pqygK3GZPKIx9CavoCdxKV3xS+iIE43AhOZII/rTVjFRuFXy80fyBe6/lXG5qN3B1G0Lft8Vt3pBC93MaMkORsWtvWgL47d3yMf/eT5asp3Ju7v5fc+CyTsWDBcKPcE2Rkv20Zy8TjaBrsxNUlMgfs/wzY0M5q5nMGcD3/20+eSykDKnxTy4sZjkMwtIObeY4hta3HdcyEth6xAsCrUB36IM+BKmzdcIbQYKN9KTt4ZvkVr8jNWTEE5X3ho6slbzJVSTct8/aUw2YqBgNTUxOnwOUedTiCafw3RpSl1KV+5a2rNX05hiRnfuKtoyllEZos1bP02+RJpTHb2EDyHGPPHQ4p67jhR/icJ/202b+14G3PUQ9NB5OOi2h0gF06XAeV4IlmevR76jyAzWk5bROfa65AgISEZDGpDjZMRNNzMKvZZS7LlsPkryug5ZjsZk2BmS6WBAup0u+Z5LZKNIum5ErK0hMRdEboAR0ReNiL+2hKQbK4m6ZEboWT3CzugSaqVJylUzavPPM/TgKvmuKwg6b0iYrRkBIlzmognh502IP29Inr05CVdNcTshJgBdru1Xx/6guswPCD5nTsjFpXic0Mf+kBY22xdwdrcm5y20ubRXV2YGnN6uwent2pzcpsWpnTqc22vIud16nNq0kDNbF3FupzbHNmqwb41I/FqMxd/FX2QE7xVNYNVi9q1WY4eAf5YvksEw//DyuIC3+wU8nKzx9TiLj+spfJxPEORhha/rcQLdjuPvfJRAl2OEuVsS4naKCJ/z88fLmiS/M6T5WZEZcIYkn7MkBIgm4EpGfAgZcaGkRAWSFuVHXownT7J8+Hzbh8aHDjSVHKSp5DipDqtwt1qJ/7kt+NmIXOANBJxdS2nOZQYrAxmTPjbCtC1y3uNG7AUa4qFDFPxUideLJa4QWwlo5/e3QMkI+l3ly+QXX2a+B0ul63BVwN8cfyGaikIpcoAbo1HIiUAIvWIlzi88e8QCWGTlqtoS55tKs3hd0D/nG4AIP6EzRWLlAj6Z+58m0CIWqbHyzyNEYwL+mevKQtmZhao7W6Z2zTSKgPkMaadRl3OAxuydNOftoTJ+J/d8N8sG8CrmCONfI2Rur/ASGq8WXPhQaaE8V+fPbO18AxCeOtPVHkx9dWfisxtTX32Y/RkIjaGoGoOYrZmfBPjugeqrM8ofnkxWechglumaAMa/B/4dei+opoLOGjg/Sby/zsSrS0y8v8zEh6uMll1lpsKRmVIHxt9cZbLsBhOvBQR0hYnXFxh+as3Y64uMv7nC5Hs7Rt9eY+LtVQafn2X07SVGXl9k5LVQCt+g750LnS+c6HpymfqsbXTlbpDUxffCgtjNjFceS2gsOMFYpRsjH91kExip9GDwgxuDlZ70l7nT896FbtEQ3jrTX+GKsjMCBAvo2Sb6EhczmqBNZ6g6r67+F+8c/klHrC4jacayATSF/sHUzSX0J5nw1fU/1PsJyqgOjSGL+eL6Hz67iiWwsJD4Jx8cF1DloUWVlxaf3DUk/bMmUNz+hQeQuNmvoC91JQPpq2VhFz5A7XFmdMSa0Zu0nN7k5fQkLaUrwYyWSEM5AQxkCMO2dVKd252xirGCbUwU7mCyWCh5t8udQP/NzfLGL85Q4RaGCjczXLSVgfxNjN2abwpjt7bz+94e2SQmbu9mrGSXbKQ9OdvlDkA0gal7R+jP3S5tJ8YKtjNWuIWBnPVUeapR4fgXX7x0eeKoSdq5RWRf0aVQQkAitEWLilA9qiINpfjrc6guVWF6csnbX7CeX/E6tGWaMlC0jub0ZXwI1KAsQI2KgMXUJxrLxlCfZCoL/+cwfd54L+ZTqK7UDzSlLZU2Er35a/kmTOT8NXjto0F5kL4MlCkNMpTW0/fcNGXBf+hjRKGjmmT8PPA25LabjlwAC8voEjdD8hx1uekiCr+2xP1z7YVozICbzrrkOOiQeUNznh5qr0+eiwm5roIVpEuuswkZ9oZkO5mRdk2XQndTXkau537AUrLt9ci0m7eISLcXDWEpqXbLSLq+hJgLhqTcWEr0WR3yXVaSZ29Kvr0JzYVnGX18g2dhFoSeMyD0vDYR53Qlg8jzuCZhZ/QJPqUr1b6OlobYH9XH4bAursf0cDqsieMhDVyP6uB4WEe6hl4WZnC7dTi/V08Wf9uDxlhuUcNyqxY2ewyx3q3Hmd16nN+ti9XmRVhvXsj5HVpYblzEkXWLJAy0f50au1csYPeKeQXwziX/Zv8qNfYKDcDSv9i+TI1/+PvY4e12GR/XixIKCvG5RICrNYGuQgMwj/+HeVoT5GJJiLsVEV5nCHY5JR9jfM8S5WVFrM8pojyOE+thSYrfGbJCbUkJuUZWjA/JUf4kxgaTGOVHQqgTt5Nd+VLoQNudkzQXHiPLcS1e1mvwObMR/7Mb8bJeTeCF9ZTlXWHoczh9lUH0VPjPO3W+86K71FMKmEa/CQZMHBM/Qhn74sfvr+I27M9UlS8zVQIWCUDxcz6YXPDfBz/6SPrjpFjU/ghh5le4vNUrGuYLtngUi+Ip0QQaxFI0GTpT583R2hOZbYqWRVKyf0QD6BJ4eSoKoSHoSpGNQNWZyIzw/WmKns8Rbk9B2ZOFQkAsXRkyl3euRUQ3pjJa4U1zwWGa87bTf/8wnxJ38dB/C3d8NvMkYi9jVSGy+UzXBjHxM1BST5VNogkFMtcgQtgD+f3dk9lfvsz+8GL6uw+zNUFycSuC2cVuQCFgoBpf5j67MvfZhdlvXkzWhDDbmsBcVyqTTTHzE01jiLRvnvhkx+SH68y8ucjsm4v8fneRkfcXmai4zmTpdebKHZgpvSZfV5ZeYPjRCQaf2TD67irjHxwYq3Rn/KM3ExWujAmY58VZBp4LW4gL9D27Qd9rV7nHaX/hStdTW2ozN9GZu5rhws289xbukSa89DSnueSE3GFMfvdm5JMbAx9cGPnszcAHDwbK3Bks86D9pR0ND8/R/f46qq4I6PJn8vk2BlM1GU3Qoi1IUDn/SZnTv2mL1GYgUY+BJH1aIhbw++YS+pJM+OjwX/z0/A+dUWq0hKvNNwCXBXzzUOPdtX9S6byQn356/PDT+3v5qyNPfZgxTVGC9SO899cyKMzf0ldLKKgvZaUs/OLW35eynIG0lXQlCMsIIzkVDGQIi2aR07uWgZx1jBdu57dQ+IoIx+yN9GRvpDd3k+Tyd+esl01gQJjBFWyjL2+zhHxGS+b3B2O3d8gpQNBJJ+/toy5+BXVxq6gKMaU5ZQOjxfsYLthNa+JKBrI3MSwaSu4GyQL65LKAz57aPLJXJ+3cQpJsFlFip8VLb11e+2tSGabDp3AduQCuDNLiW4QBP6ONGCzaSGf2EtqzTGlKMeZLuDYfQ/X4FCHYPYvlTqC3YJ30BPocbsCncEPe+wtdgSbvAxZSm2hMV+4aGlOXUeqvzhtfsRjWpTxY0ED1ZWLYU289SpwWSxjotqs2d1w1KXFS466bmAy0uC9C6t10eehnRomHodwB5NgvoshNmyJhIeGhz01HTYrdDCh2F5GROpLfn+tkQrajEdlOhuS4GEvGj2gAIldYfE4sk+/5mnDHZwkFbkslnCPUw2kO5sRfMSLpmgmJV41IvGJInssyXkfs4H3Udp74LKc6ZS/Dz29w328DSZf1uOu9mpdhe0i8vBSPw+q4CFuIE3rYH9Xh+nF9HE8Y4iDC448b4HRER1JG7Q9o4HTUgBsH5jUBF/fqc3aPrlQCn9mljfVuXU7v0sXGwoAT2zSw3q3D8U0LOL1NjZObFmK9aREXd2hgvVlN7geObFBnz4q/2LtqMRYrF7F7+QL2rlJjx9IFbDL5g02mf/GPIG97Ar1u4Od2mUCPS4R6XiTI2Zpwz7NEep4lyPkkYe6nCXU/TbCHEIqdIMLjNFGe4pwhxPUkEZ5WRHicJNbzBAnuR8j0tyI79AKpQbYkhDmREO1NclwAiZFeZEY68TL1Ki23rGjIOUie4xp8bdYScHYzgec24HtmDcEXN/Au+7JM5+qpDKZLePWXB9Bb6kdPqQ995T4MVPhKH5uxz4Lx4sfERy+mP/sw912klwWhlMU/EEVNCFPVgfz+FiT9cWZ+hkmrBGWdCDWJYE769cQy1yDM22KZrhMNQOD58ag6BYNHQExi2ZyMojmOKbGEFYtf0Ri601F1ZzDXnY6yJwNVdxpzHcJKeb5JzHUmM9eTKY+yN2ueDdSWJplHw+WuNOXvo6t4F8MPj/AtzYIHfpt56L+Nx6G7JOwlAlYmf/oxK5a+LQKaEn/WMFSCH98QyHiVKzPfPeUUMPPLH1ojpWJW2jSLuMbvXsz98GXmmw+KH4Eo6yNR9aTD0E3m+oWhXjoqwbev8WL6i/BzusbUh6vMlV5i7s1ZFO/PMf3+PIqKa0y9t0VVcR3KrzD7ypregu10Fe9l9P01FLWBkhorhGQqYcr3K5TJUjvGXp2n94kNXY9taX98ncZH16m+ZUt1yUW6BAQkxE+3NtGbt5Z33to8dzfiqbshDcVHmf7hzXRdsMwcnhSsLkHd/R7McLkbXS9v0PnClpYnVvSVXUbVEQodfow/2UpPwmIGYhfTHaFOmeO/+ei6QC54BxP16Y7TpiV8AVM3zemM1uWj/f+mwW8hXdHqNIct4qvHH1R7qfPVXY1Kpz/57LZYNoFqL+H8qccPf11p/9wSs4TmaDPaEpYwnLOewcw19KXMTwPt8Wa0x5nSEWfCYPoqeTrjhWWECW0xprJJdApTtnRRlNczmr+VvkwRFrOClsTlcpEuRGDitj9wcwtdmRtpTxML9jXUxQrNxFq5CJ64vUfuAMQUMH57F+N39tJ7cwd18auo8DegzFuH7+HmMlt4PlNgnRSGieZT5bVYNoCvvrrcv75QNoD0i+oU22nyVCyB/bWkarc8SIOPYVpURehQHWnIz2hjWtOXMVSyka7cZXyP1uJTqKYs9F9jTKgM06Qm3kA2gF/xJtJC4mu0GR+CdSkPVKc6Vo+e/LW0ZqyUTUPYQ4iFc2W4qTSLe+Wrw0s/fR5763HPXXv+tu+mLQv/XVd17rlp8NBLm6e+Bjzw0uO+tyEPfE1lI3gUYMqTIBOeBpvzwFcsgo3Is9cg106LYnczCl1NuelkQq6TMdnOxmQ6GZFhbyz1AEIwJiwlHvgt5a6vOUXuZpIhFHVOi4hzGsRc0iHuqqFkB8VfMSTqvBZ3AzZQV2TDyGsneh9eoPPOaQafXuJL6j5+ZB2l584FqtMs+ZhmQ8ApfVwOq+FpqY/LCX0cj+viYqmP41Ed+bX7KaP5JnDCAKdjhtgfNuTGEWOpDxBpYcIL6PQubc7s0cd6lx42u/Wx2i6SwhZiuWUhJzYt5NiGhVhvVefMpj85vXEBx9aJEPh/yRAYi9WLOLBekx1L/5ROoJtM/8POFepsX76Yf4T5X8fH5SxhPpcJ9TonC32U9xmifc4Q52dDjM9pwt2PEyaO9ykifU4T63eWOJ+zxPpeIM73AhGep+V+IMrtGHFuR0jxOk5moA03I66RG+tISpQ9CSF2JAumUJgD92PO01BsSWvhEXIdV+B1ajn+1usJPifgn/WEXd5Mac4VeitCpO99T2UIPWUBDJQGMvQhmAHxvNyXkUpfxiq8mKiYL/5Tn7yZrvKXqlilULDW+KOoEY6ZIcx8D2H6W7AUPQkdwFydEBnN8/mlw2VjnLy1C+GWxPDF1x0pIAp7l3AiFXz+JEn/VAhztI4kVN2ZqHpzmOvNQdEtinwms52JKDrimBXFuisJhWgAovj3ZUotgKIlRQrUJj560FFygD7xP+/TI/zIsOCe93oeB+3kVcw+mXmrahLU1EAULeEoRAMQdswd8cwJ6meD8MYRNFlfZmp8ULaGoWoToS3CpjkcxS8/FD/n9wEzdaHMCjirPxsGc5nrSmOuOwVFs7CT8GHmq+O8s+ZnR+Y+2TH9/gJ9ty3oK9rB8C0LZl9bM1dxGVXlZaZenKItfR0NSSsZfX0OmsOgU5jvCeuNJDktCXuKsXdX6H14ms7HZ+l+cZ32F9dpfnGdplcO9Fd4yFSvjuI9jN3dLotdeYAhr33NeeZpREPxMeiIg+5kuQinJZWJH5H0vHej68UVOp7Y0PrYktYnh+kvPQsdwdAVyMSzHXQlLGI8TZuO8IW8vf7/UOnyBx0Rugwm6UsIqC1iIWNZxvTFGVLrtZjmQDW6YzRoixSF/w9+eGvKCeCL60LZCKq9tfjpp0t9iJFM/mqJNqctfpmMe2yNM2Mwa61sAt0pYh+wkh5R3JOX0pe6nL7kZQz93QTaY8QOwJCGCH3qIvVpTVxCZ8pKadDWHGtGR/IKOQEIY7ge2QDm/YCEqK4mahk/Bc0zxIzvYWbUxiyTymChI5i4u4vJ+7uZvLeX8bsHGLtzkIbEdXwOMpZsoIb4lYwU7pQBMv05a6U53DdfdarcF/HNV48HdotIv7CIjMsalNhp8NJDg7eBAgLS53usGVXRuvJW/y1Cl6pQPb5HGkhFcG/+amkH/TVSm0/hunyOEHDOn9TE6dKZu5yGFHPe+6pLi+gPQdrUJpnSnr2MzuxVVEcbyzSx0mDBANKXrqDvgwx47KbGI08tbjkt5rarcPsUzqD63HXTlB5BIqz+bYgJrwKN+BCziudBprwMXc4jf1NKY9fxNnIVTwJMpWBMHKEivuNpxD2fpdzzWc5NJ0NyHQ3JdTKV8ZHJV0WMpKGcCjKu65JjbyATxZKv6hMt8gEu6hN/zZCEG8ZE2wr7ZyOiLguLaB2iL+qQaW9KaYIFtfknGXl5jZFn5xh/aUvP/Qu8Ct1CtLU6GU5rCT5virulLi5HtfE8aYiXlbG88bufNJAsIKdjOrjK4q+P3WHxtZF0DpUMoP26nN6pgY2FHmf26HF+nxEXLAw4uWURp3cIJ9AFEho6tnGxFIed26HBiY0LObJxMTuW/YvdqxayY8Wf7Fz5pwyKF6ZwO5ctYNvSv9hk9h/+ERt6gXDfU4R6HiPS6yiJASeI9zlCgs9hUoNOkBFuTYzXQSLc9xPje4xon5NEeZ0iOeA8KUGXSAq8RLT3GSLcLIlyPUqsxwkSvE9JKCgn9DIFsTfIi7lGRrgtycHXyAy341nyVeqKjtNSfEjiaN5Wy/C1WkPY+Y0En1tH0IV1fMi/xnBVND0fRDJXGIMi7vGdMC+LYLBM3AQDGavwY/SDN8PvXZiscGeyUixChXvkvEfO7E/xPFDeSEUTmPoqOPLBzP0Q7wn3zHDJ3FGK5CnRBKSltBBqxTPTmsis4MaL5XL3PNNI2ZWOoj0BZWccM23xzHWlo+rLRdmfx1xfDsr+LGZ7BOyTiKIzDkV3EqqBbFT9OSh7M1B2CcpqEqq2VCY/eTDw8BgD93cx/eoYP9J38SRgCy/C9vA27gAjFV4yOUvRHASdMSg75plHys4EVB1ixyD2Ar7M1vkx1yQ+I4p/FHNtogGEMlsnmp/3vJtmezwzg9kohvPkn4OOJDlJzNR4Si//mS/2zH5yllDR77KrzFZcYvjhAdrTV9GdvloWI2XZGUaeHKY9ewON8cvoLNkHDQFyglCJ4t8RPX/ao1HWBtDz5CztD2wY++jB+Bcvhj+7Mf7Dm98iMrI5AhqC6BB89jtC9bqVdz6GPHU3lnmzTXdOQ18G9OVCZx4TNQl0vPOi6cllOp+doe3RUZofWtD6eA+9706i6giUDWDqlQV9aZoMJqnREfEXZY7/xSc3seTVoT9Bj4FkAxpD/2Ak3YC+OAN+uv9Fo98i+uK1aY1Qp9rjD2r9dajx1ZZQ0E9vTWoDBQSkTW2QPq3Rpn+LuYTa15y+9DUMZa1jJGc9A5mrGRCTQOpyelOXMyBu+GkrGcpYTW/yMrpFHGPsfGhMXYQeP8N0aYkX3kCr6UpeRbcIh0ldLT1/BM1TGMN1Zm6gOXENDXHz50f4Uhrj18ii3piwQlpBi53A+J1djN3eKaeAiXsHGSjcQ3PqOlrTN9CXt41BmSewUbqEimyAbz6L+eqxkO/++jx10iDj4mLSL2lSdEOdV15alIfqURlmwKcwPb5EalMVocG3SB05AXyPNOJXrJHE8LtvrqIzdyV1yeZ8CdfiQ8AffItUoyN7CXWJhlSIW3+0MY0py2jNFMV/GV/DtSkTxnuBepSHmvAlZjnlIcYyOOa+yyJpDHfXTRR/DYqdNeUEcNtZXQbSi+JfEb2c1yEmlEYt523EMh75G0uDuHs+Jtz1MpJ00AKpHBaW0bo8DljGbU9jCl3054+7iQyHybxhTIa9mAJEoLw+6df1pX20oImm2JkTdk6PyMuGxAp9gJ05UZcNCT4rwmD0Cb9gSPAZTWIFW8hGjSRbXd7H7mT0+UVGnl+iOvsE0RcNcDu+GIeji3A/rY+HoIWeNsTDUh/vUya4HdfF/YQuzke1cRYh8id0cT1piOMxPW4c0pLN4PpBHSkSu3zQEJu9epzda8D5vYacF8HxEhbSwEqcnVqc2KrFye06WG7V5PBGNZkPLMJhLNaqybN39SKObdFm36o/2bdqPhpSBMf8ozjlPCmBB0ny3MnNAAvuROznTsQ+ikL2UhR2lKJoa1L9DpPuf5CswP0keB8mNdiKjNBjpAUcJdHfijj/80R5nCba+QhR7keJ97ciPdiG5IDjZEWe42bMNbKjrpIZZUdW5A2ep92g5dZpOoqPUuC6WjaAAJsNBNmsJ/LSZqKvbKQ09yK9H0LoLY+k632QFIOJM1QewnB5KMMfghks82Xykz+TH70YK3OSoqXpz17MVvky9zMQZV2ghEYUDcJTRiiDQ6XRmXC7VPwS1MpAFM2RUswlBFeC+qnoSGWqRfDiE5ltEUEoydCVCb25zPbkMNORxGxHLLMd8SgF5NOTJScA5UAeqsE85vozmO1OYLYrFkVPMqrBbFQDucz1ZjPXlcGs9B5KZvqzC8NPDjPxYh/Kt8f5lb2XRwFbeOK3jbfRFjLwXNESwlxbKKrOOJRdSShFQ+lNQtkVw0xDINNiAmgJgq4IVF2xqDpEelcEk/UBzDT6MSeM0sSfty+P2YE85kTx7xJQVjizNR4ovjsx9cUBxVexIxDJXY5Mf7qB4uMlZsutGXlykM689fRkr2K0cIPkk3dkrKa7yILpaldU7ZEoO/5uSt1iGS7Eb3HMVvvS9+IyQ+X2qBpDmWsUwThCuBfMbGuoVPZS60fnPUEZ3UNv8Xbe+xlS7r+cZ+7GtNy1hi6xW8li6Hsira986XjuQPdzG9oe76fr+T66nu6h+8UeesssUXUGQGcQ068P0ZemR0/sQlrDF/Hm2v+bStc/aInQoi9Bn64Ewd1XZ/KmGV0xOnxz/ReN/osYSNKTITE/vf+gxmsh370WU+2xWBZ/EfgiKJ/1oUY0R5vQmSB8fcylwEt83ZpgRlfafO7uQLbIAVhOf+Z8IHt/hnhcRa+IZIw3pTPajK6EJbTFm9GSYEZH2goGCzfTnSmC29cznLeN2TsHJBPot9BrFO1goGAHLSnrpP1Da+oGqQ4W3P+J2zuZvLuT0ds7GCzeTl/BZn4/2MvorV0MFe1g+uFBxu/ML4mHxSL5pmgAgnm0kbpQbaq9/uSLlxrPnDTIsdUkw1aL2046vPTUlGKtr9EmVEXqUR2tz68EI37EGFIbb0pNrAnfow2pTzKjLXs5A7c2SYO4ljRz6QNUl6BDW4YxTamGtKabM1C4QdJA6xKFbkCHiiBR/OcnjI8RxlREGPM+RJ9n3lo899XnoZcO9zy0KHZR47a7FrdcNOdpoB66MjXssZ8RTwKMeRpoyi0PXe75GPPAz1RCN7e8TGXmb4mnCSVeJhSIUHlnA3KFOZyT2AHMR0SKpbBg/CRd1SLdwYA0QQm9bki6nakMgRcq4KTrZiSKJbCjOYnCBO6qIbG2BsRdMZKTQdg5HWJsDYk4q03gaXWZKvYz7xSf0o6Q6bRCKoadjmvhZmWA+2lDvM4Y426pg+cJLTxlVoCmbAAiUtLl+Dwt1PWUPnZHRVKYBq6W82wgp+MG2B7Ux1rkAuzW5ew+Qy7uN5TL4dPbF3Ny6yLZACy3a3N4i6B6LpA20Yc3akjRl7CAFhTQPSsXcnDtAg6u/CcWy//FwXXqHFynxj/yo4+Q7r+TwmAL7oZZ8CBsF3eCtlEctIvbYQe5E3GMmwEHKAnax9PIvRQGHaQ47jR3k47xLM2GwujTpAWfJd7TmmRPKxL9ThHre4JkX0uywq3ICrcmO+ySnAByYuy4GSMagC2ttyzpKDpIvouAgJbic3otAafXEnlxM9GXN/Kx8BoDn0Lo+RBMb1kA/eV+DArY54Mvw2U+jFb48ftTIJOf/WVc5UiZC5MfPZj67MP0Fz+mvvqhqAmUnPnZ+gB5RBNQSi692AUEM/UzmN/CSbMxZt52oWueCz8rcP2udGkpLX182tNRCQO6/pvM9KQz3R4vz1x3Gsq+vxtA/01UgwJbz2KuLxVlXxLK/tT5BjCYCwM3UfbloBBwkihuX93of7iPiVf74f0JqtN3ct93E6+CdlEaf4DhTz4oO6KgOwZVt2g2ySh7U5jrTmBOwDwCBhKBKV0xKLtj55tEswhqj0bRKm7l0fNNoT8Lhfi93WnQIzyRhBWGF7Nf7VF8tef3JztmqpxQVt1g5osdvz9eZe7LdX5/vMLMVydG356hI2ctIznLGclZSW/hNmar3aBT6CFE00lgriOemXYhkBNTVDQz37wZq3Sap6w2BjEjdhjCtloYvLWGSiEbv3zof3yQyRf76C7eTlmAMR/8zXnhacivm5ZMfoti4EuMVJJ3vHKi9/ll+p6epvvxIfqe76P32W46nuxi8IM1qo4AaA9k/OleupK0GEjUpClkAWX2/5tP7n/RHKbBUIqBXAK3RS1iqmgpgymG/PT6k3rfP+mJ1aQzUoPagEXUB2rzy1dTTgDf/fVoiDSnLsxYnl8RxjQmraQhbT01wvqiaDf9Dw4x8uIkE2+smXgtKK9nmC4VDqk2TL61YfT5SUafHGfk0VGG7u6nOX0dTUkr6c3aKDN+u9PXyMSw9pQVjBRul9i+9Pe/u4eRW7voL9hOY/JqmpPXMly0G8Wjo1IA9vu+BRMP9tBbuIXRu3uZfLCfiXsWDBVtl3CQ4skhZh4dYCBfLJXXM3hzg1w8j+Rv4megOt+8/k21nwYvXbXJsdUi55oe913nU7vKAnX5EmUgG4AQe1VHGfI92oifsUIUZix9gX7GGktLiLoUAe0spyN7BQOF6+m9uZKWdBNa083oLVhDR/ZKahJM+BCoKdlAFSH6fAo34lOEMZXhhrwL0uV1gHAB1ZbYvzh3BOTjLUJhtHjkN+/7IxhBD3wMeehnJANhHvgact/XiEcB5tz3NeW2jyklXqYUe5pw28ecAlex2DXilqe48euQ66BNoashha4GFLnqke8smD9GlHgtJcNOX0JCiVeFTbRIDDOUls/y2JuRcM2YFHtTku1NiLHVJfKiFtGX9Qk9q02EEIXZ6BNyVk82g6hLhgTaGOAlDOEE4+eYNp6njXE5oYOXtREeJ3XxEU3hhDY+pwzwOK4nm4CryA2wNJCKYfvjhjJU3uGwHo5HRAiM2vw0IEJi9mpxQdBDdwvvIF1sdunKfYDQBZzcpsmh9X9yfJMah9bO0z4PrFGT/H+LNYs5smERh1f9NzvM/5ujm7U5vmEh/4hw2kic+zZSfXaQE2BBittmCgL2cjfyME/jj/Ioai9PI/fxJtqC0tidPI06QHHYPp4mHaQs8xTPkk5SFGlFZtA5Uv3Pkux3mqyQM+SH2ZAfdZrc8NPkhJwnN/Iq+XF2ZIdf4nHiWZqLD9FRZMFNJ3M8TyzB++Ra/E6tIdRmPREX1/Op6BoDnwPp/xjIyJcQ+kr96Sv1ZrhSKEM9GP/kw5T0vvFjSjYBT8YrPBgpd5Xc8YnP3pLPPieMzARtUkwBzSHMNAhTMeHqGSmPYMVM/hJ2CMnzN/rezHncvkcEz8ybsc22ivcExp+LaiAHZV8Gs+Im3ZMmYZ+5vmzm+sQEkI9yIAfVQAbKgVSUAxkwnItqKO//rwEov3sx/PwIM6XHmHt/nJrsPTwN3s6b0D1Uph5jpMofVXcC9MzfrukVzSZVTh9zosC3CT1CLEoxbYi83pZoVI3idUE/jeW3iHMUv6snDXpTJEYvQl2mxF7gq7PE+hVfHFFI/P8qM1+uMvX1BlNVdii+uzNTE8i0hNKCGX15kqG8FfTnLKX3/j5UzWLpGi9pr8pW0XCimGoSr0Wiagpm6qsbiu9eKOsCmBVOoq2R0BIBLaHMNgUxVx8Etd4MPj3A5DMLRu7tp8zPmLee+rz0MaQ64whD74PpKw+h570T3S9s6Hx4lIGnVvQ+Osbg0/0MPttF9yMLBkptoD0A2gIYf7KH/hQdRpK1JLe/wvFfVDj9mxYpBNNmKEGb5pA/mMo3ZyTDlB/e/+GX71/0x+tL87hq7z+pC9Kmzl9H0kG/+etTFWRMXfxamjN30HPfkomyq0xVOzP10xllvQc0B6Bs9J8/9T7wP49N/tAUwFydN6o6b6jzYq7Wjd+frzPx+jwjD08wULhX5v+KwPd2wR4ShbpoM4MFmyS1c+bhQUZK9tAkXETzdtCft4PZh0eZeXhYFv3fL44y9fwo00+OMXprr2wWg4UCErKQrCAxDYg9QV/eRsZLRLSkCJtfzfeAxfzw/ZOvPmo8slvMzeu65F7X5Z6rHm/9BJavLVO+BAQkKKBfwvT5HKrHjxhTqqPEFGDOjxgTPoZo8S1Gn08R2lSLCSHJnJp4Y5rSllGbaMqvRDPJ8xeQj9AVVIQYUhlmzNeYpVSGm0jBmUgLe+YlQuf1eOSpx313HR54itu+4P1r8chXiMB0ZGLYI18DHvsZ8jJ0CQ/EtOBnxAM/Y9kAHvovpdhDFHxjij0Mue1twuOgFdzxMuG+jxkvQlfzIXE7L0JX8S5iDR/iNvMiZBXPQ9dx22s5ybbCB0j//1hCJF03JkGExV8Rz01IvmFC3BV9EoWb6A0jYmz1CT+nTeRFA8LOGhB3bRkh54VvkBH+NgZ4Wxnga22M8zFt2Qi8BARkbYyX8A06bYz3aSOcj2riIYRgx3RxPi4agCmOx81wtlyK28kl2Imiv1eNa3v+4srO/+CwbxHX9yzg0s4F2GxbJEVhQv17YY8e53ZqcMlCi/O71TgrRWHaHN2oKVlAQgcgksIObViM1RaRDaDGdukI+m/+Ee60gzjP3US77iDKZQdhdluJc91FftB+nsTu53n0NsridlARt4OXUVt4ErmHp9F7KU3ay+e0A1TlnuBhwjGS/U+Q4H+GFP+z5ARZczvamlvxpyiIPEVx1GVuRtjKJpATdpkXyRdoKjhIa/5uch1M8D21HN/Tmwiw2kTY2c1EXFzLx8JL/P4VjkIEvDSnMfollN4yH8Z+hErPHsHemaoJQyVYPLURTHwSqldXfn92Y6zSmZFSB6YqPZj+5M7sd19UzeHMNYcyLZpAazgzLZGSrim8f0SK2GxTrKRGzt/oRYZAJiphN92RLmMnFR1pqHqzYSB3/lbdm85MdypzfZmSUTMjmoCYAAZFI8iBwRyUg9koh/NQDeejGihA2ZeLoicdZXeqtGIYf32C3+8Ooyg9zs/s3bwO20Vp5D7Kkg4x8jUQ+ueLt6onGfpTUfYmM9sRIwuuvH13J6LqS2G2I0HGNNIS8/fyNJ7ucidGP3lBt6CyxqNsCGaqxoeZnx4ov7mg/OQi4zwVouBXXWGm2o6Jny6M//KUkwNiaS3yFJqi5aTQU7SenvzVjL0+jaIuGFVLFIoGYUURwlyDwPUDUYmi1yAyAzzlfoAW4bAqTiiq5hDZHJRNQVKMNvfVjpFn+5l9c4j+WxZUBJjxMcCc556G/Mw8wNh7Z7plzOQJhl4eoeuBBb0PDzL09CgjL/Yx+nw33Q8P0F96AdrEDiSIyad7GErVZiBuEfV+/6b8xn/x2flPmkPUGE7RYThFn95YdaZzTehN1OWH3wKZBzyYaEpXjD51fn/SKpgsgTqUuy6mOnwZHQ/OMFzlK3dE9AoiQCg0+0CDG6oGN+YavFDUeTJX58VsrQeKWk8UtR6oGnxQNnhDsx80+cr3lXW+0BKEotZLNgZq3Jj6YMvIkxN05W2hLX2V5PuPF25jOG+rzA0YLdlDp1j4Fu2hP1/AO3sYubOPKfHv8Gg/w/f28fvBEWkM15C4ki7x2cKdtGespSNzHSMlOxjM3yw1AONFW+nPXsMvkX8QqMZ3Py2eOmpQcEOP3Bt63HfTpSzIkA/CtC1Ij08CpgnUpTrKhK/hhlSFGVIdacr3SDO+R5lSFa7LjzhjPoSIAq/N50gR/qLNh2AdmSkgwl9KA3R4H6Aj/YXKQoyoil3Op6glVISb8C5YT97+3wQY8tRLh6c+BjzxMeSRp67MBHgsltReWjzzN+SJKP4ipzhANAAzHvrq8jTQhKdB5tz3MeKhvzm3PQ15FLCEx4FLeRezgRdhq3jgt4Sy+K28idogm8TjgKW8i1rHQ19T7noY89h/JUVu5iRd0iL1uhGp9mYk3TAlyX4JcdeMSLkh7KKF/7/wETKTE4JwD028YkTCFUPiLuvJjAChHg65oEfoJREnaY6ftSjy806gAvrxsdbH+7QwjzPB/6wpzgLiOaqB43FNnE5o4XRCn+uH9LhxWITDGGEvir/FAmkR4XVK5BObE3J+Cb6njbm8ewFntv4lXUWFgZzICXA+oofdfk0u7lzMFQtNrh004NRWdQ6s+Ys9a9TYtlxQQRdguUmNXSv+YKP5H2xeuoB/ZPhsJ9NvByneO4hy3k6o/U6Crm8j1G4LqZ7buBW6myfhFjwI3kVxmAUlIRa8jt9PVcZevqXtpDprD+9SDpIfbkmC3ylSAqzJDLSkKMKSopgTFEZakh9qzc2wC2SGXJTTwKuUC3TeOkl3iWABmeN9aimBZ7fif2ozIWc2EnNlA5UFF6BV2D1kQXu29NQX9E1VfYz08FG1p8iAF0HDVIkbu2DoNEYyXe3D5EexD3Dktwyvd2G2ypM5MQUIOKI5iOm2cGbFwrQ1FtoSpXhLUDenW+OZFdTO/hy51JXsHYHxS5M0Ab9kouoTxT0PZX82M91pzArmz0AOs4N5KAZvohwpZE7g7eL7B3NRjuSjHClANVwsJwTRMFS96TLNauTNCSZLjzBXbsmvHAtehW7jfcRuypMOMfozDIYyUfWnyuIvCr2Af1RdcXLBPL8PSEHRk8R0h2DgJKIUWoTeJBhIYLD0Eq25u5gWS3BBS60V6l9fpn64Mv3NFYWwi/jmztxXe6a/XGO2MYg5scD+myk0P61kMNeZiKolhOlqR6a/2ctbLU0ig8Ab5S9PqPNmrsad2Z8uTH2zZ6TsIkNvzzNSdoXZn17z6WHNgczV+kla6u9v7gyUX2W87BzDTyyYfnWQ3lsWlPkJJ8tlvPUxpzZzFyMvLRl6uZ/Ouxvpe7CNwSd7GXx+kOEXhxl7eZD+R3tpKLag+80FaA+TU8DE0930JKgxkqROS/BfvLvyf0l/n64YPfqStOmJ1aAreiEz+WYMZpjy1fsvagPU6I43kPbQ9f5/8cPvT6qjzOm8f1rSWhnKgWFxEYhEIbIHRAi9yCGu90RV546i3p2pXy4oGoSxnhdzjZ7M1nugaPRi6pc7s/VeKEUDaPCWjUIpGkO9L3P1PrJJ0OwLDV7MfLrG4MMj9BfvlurdlrhlMki+I22ddFedEu8V7aIxbQ0Dwiju0WFG74gl+j4m7x+kN28bralr+B5hQr2wo8jdRL/ICr4znxLWL9hK+RtlbnBNsBrfvf+UDeCxvRo5thoUOhny1MeYt36ieOvx1ledymAdqsIN+BisJRPAxBQgJoKKQG2+R5vwK37+li+CYz5FGlAZpi+pnQLe+RhuQmmAnmwor0UCWYg+r/y0+BAiGozhvOFcuDFvA0X2sBZPPbV4GySagpn0Anrkqc1TPzERqPPUV1+et2FmvI9cwutQE54HG/MhYS3l8et4E7laNoAHfmbSC+iutykvw9fwOnKdfH7PdykFLgZkXFMn10GHYldDsq9rUeBiRLG7OclXdUi8qjcP+TguIeaKCQkOy4i7YUaqgznJN4zlRJAuNQFmJFw1IPGaUAubEHleR1pFhJxWJ0HuCoyIvGwmraI9T+rjZWUgA+O9T2oSaKVF+Fltws/qSdgo0EaT0AtaxFwzIeSCibSQtt+vheNhbcIvLyf4nBFBZ/QIsNIl0lbY5Zhid0iPC3s0uX5E2EobY7lpAcc3/MWF3TpYb/mLM5v/hYelCdabF7B/xT85LPKBN+lgsU5YRP/FhT360iBOMID2bdDhH7k+G8kP3EGq1w7C7bYQ4rALb9st+F3bRpD9FtkUcoMOk+5rQWrQAbIDLHgUeYB3ifv4kLSTqvTNfM/ewfOYPeQG7yMj6BgZAScoCremOOYMt2LPUBhmRWHkebJDz5IZdIpXqWfpvXeGoftW5Dkuw9tqKQE2Gwk8vY6QM+uJvbKJuxEHaXrpxnRdMrSlQ3MsqvpwVL+iUNXHo2wRPPxMFH25zIhiK27mPRlM/Qpl7JM7k5/mp4HpT27MfnZn9ou7FE2p2gQlMoTZ9gjmOgT2L1TFCSjaYplpS+C3aCTyNp83HyLTL35uJjPClkFMAQN5KIcKUIpiPvD/c/MfKmR2sBDlSAlzQ0UoBBw0XIBqtBDlcBHK4WKUQ/kynEZQQlX1/oy9s2S87Aiqj6dpKjzIU/91lEbuoiLlMCPfQ2BEwEki1EZAU8koBCQkdgDdycxKuCpDTiJzAooSk4WAr/oE7BPP1Bc7mkVO7e1j0CBM5IJk8Zmr95DFaPqHO3PVLii+OjPzw1sK2hi6hWrwFioBZ/VmSGxf1SO8ghJQdgumj3BLDUJZ64Hyx3WmP55n/J01w6+s6H12gr4Xp+h4eJTuh8fpuH+Ulgcn6H1/icEPV+h5fYn2p+doe3qW5sen5Of7H+5itvQIvXcsKAsypdzfmOeu2tRlbGT8xT4mX+9h4OEWRp5Z8Pv9cX5XnGas1Jq+p5a03T5E/a2DdLy5iKojHNp8mXm1j+EMXYaTNWgLWyj9/j+7/El7lDajGSIHWIuW8D8YzzWhO8mAjy7/pD5Yg5EME9qjNakJ1ab79hFmGiJgMEtOYHNtEUzUeaNo9pkv8rVuKGpcUdZ4QKMvqkYvlI1ezDV4zj+KxtDs83fBF++Jz/ihavRGJf7ta93le7MNPsw2+srmICYE6jzlRDD+/hy9YleQtoaWlFUM5W1jpHAXMw8PMXJ3L4NisftgP1OPj0hDuIm7+xm/u4/evC10ZKynRmQOp61mRITHC8O52zv5fXsnwzeFA+kmxgo2URuqyU/fRfwM0OWFixaF9joUOOpz312XDyFG8vYusnsFbi9u+WJ5K/yARA7wt0h9qsJ1aExZKm0dapPN+BZrSHW8iQx9EeyheQtpXSnweuevy9e4pXyJMZMZw/OCLy1e+6pTEWbAG7/5vOB3gXq8FDoAHx3pDvraX4+3wUY89dXhiY8Or4ONeRNizLtwU96EmfI+ahnfMrbwPmYlL0NX8tDPnNtexlIYdsfbVNpECLy/0M2QOz5LueW9hJsuBhR5mJLloC+tIdJv6EsriFQ7I1LsjEh3WjLfAK4aEXPVmFSXFSReMybBVo+ka4Yki2nA3ohcETjvYDQfNu+whJvua8n3WEuuy1Jy3VaS4rCS8EtLJLzjeUof9+OaRF0yIddtDVn2ZmTZLSXNfhWJ18yItdUj4oI2/paa+Fsa4GdphPP+xfhbqhNva0S+xzqyXNYSesGUa/vUOG+hwVkLXa4fW8oFCz0styzmmPAG2qwul8NuJ004t+1PDq343xzdsEhmBe/foM6BzZoyLezkhoUyKnLXikXsXbOYf+QFbCfHfw9JnhZEOO8h0H4XfnY78LfficeVzQTa7yTEaSfhbrtI8NtHlt8+boUcpCRoD4+i9vApfSu1Oev5kbmNiqwDPIg9SE7AQfKDrSiKtOZWtBUlkacoiDhNQfQ5imPP8irNmr771gzcO0me0zJ8rJYRdHYdEZfWEXp2DUFWK8j33ceTBEuq79hJ6Gfqx7zKVdz+lY3x0rFzrjON2Z5MZgVDp09AM7ko2pKYFErfmiAmvrgy9UXkz3qh/ObLzFcxqvuhbA9jrjOcuc6ovymM8ZK7P9eVzExHCjNiChCsngFxE86Wt2K5HO7MRDlwkzlZ0ItkI5jtFw2hCMVICbMjt5gbvYNq5DbK4Vsoh0tQjcwf8bVoEopBsUfIRtXgz0S5Nb8rLaHKhsbCg7wN38q7sK18yz3BWE2obADKQVHkU5kV1NLe+Vu/KPiK3kx5S59POsuE/kxmulKZFvBSdzy0BDBydz+tyStlfCOtwfBLTENXmK26zvinq8xWO817AnUlz/99B4skxEV3oiz0iqYAlG1hzDQLuqxIWgtE8cORqUobxt8fYvDZbgYfWjD06CDd9/bTUmxBz4Oj9N4/Qsedw7TdPUzTvSM03T9K+0Mr2h+coeWhNe1PhTjsGH2PLJirsKTv/j5Kg40o89fnvbcmTVnrmX5zmN+v9zP5+iAz5acYfW/JUKk1bU9P0njnJPXFJ6guOEDnO1tUwgqi3Y/J57vpT9VmOFmTjih1yh3+i6+eC2mP1GQyy5jBFF2aoxcwlmvCUJoRX93+i0YBD2WZ03dzNaNC6CY8kURz74hnusEPRZM3iiYvZv8u8KKI0yD+OxIwj5ecBsQNniYfVPUC2vFE+TckJI645Us4qF58znP+e5p8Ubb6M9Poi6LRh+lf7rKpzP1yk59R/HKg7+lheoQpXMFOxsXy9/5BZh+LJrCH3qJtTNzfx6TwDrq3X6qDRYSkUBF3Za2XLKDJexZM3NvNb0EzvreLgZy1TBRvZaJwM78CNfgu2E5+Orx21yP3qjqFznoSZvkSZSbDW0Tc47doA75G6vAjRo/vMXqSCloVoSVtHprTlkqjt77ijfQUbeRjhBZfo4WFtCHfooypEnnBwbqUBWpLW4mP4fpURZnIiMmPYeJrPX4lLeVbrAmVEfqUhepTnbCC8lBDKiNMaMrZTF32Fp74aMsz3wi0eRdmSnnMMiriVlIWs0LuA4QO4IG/OXf9lnDPbwl3pJjLmAI3Qwo9TMh20iffzZh8d2MKPc256bGELGdj0oQJ3N8pYUIPIIRh2c7m5HuuIMt5CTc9V5DnupQ8UdhdzSnxXsEtrxU8CFzPbZ9VFLgsIcveiDTx/TeMiLusLeMiIy4a4X/GAM+TenidErRPHSIvm5Bst4QkwSI6p4/bYR3cDqnJ5XHYeUMCrAwJOGmG73EjQmxMCLHWIemKCekipP6KOW7H1HE4pCFpoef3iqB4XS4fMpJCMHEOb/hzPj94+wL2Lfl/cWDF/+LE5sUc26LBka3aWO424sjGRZzZpsaJTf9fhtA/0gJ2kuC7m2jP/YS67MPfYSdBjrvwvbYVn6s7CLLfh7ftNgLsdhDisJ1MbwvuRRylKGQ/tyIP8CH7IDW5u6jP3EF9ngXfcvbwKmEX96MOcC/6CHejD/Eo/iR3okQzuMCduIu8SbOm594pBh+epNhzBf7Wywk5v56YqxuJvLCa6ItruRV4iCcxljyLs+Jj/kXqn1xm4KMrU7WhkukiHCvpTJZ2DMqeHGa7Bdc+T9ouK1vioTWa6V++TFR58vuzEIp5oxCeOj98mK33l1iuCBKRLJuueJRdYtmazGxnMtOdqZIJNL/QFRRPwfIRzSAPRX8+imFR0MWNvhDVcAmKoRJmh2+jGL3L3Nh95kbuohy6LT+nkE3hNqqRO7JxzAzmyB2BsiGAqY/nUf24iLLqLE1Fh3gXsY2K2F18yjjM6I8QGM2XLKK5gUwU/enM9qWj6M1ANZCJakAsn+fPrBBMDSSj7ElgtjuRma54ZluCmKi0lTztvlubGH9vxfB9YR28mrbM9XQ/OYmyNQL65xfVc4NpzHTFoWwLRfHLhd9frjD17QbjXxyY+iIahyPKz1eYKT3B5Ku9jD7fwdSbvYw83MXwg32MPD5K991DDD22pPfeEbruHKH99iE6Hhyj/f5xWm6foPvxWVof2dD8yIae52JyOMJshSU99/bwIVSEiptQ7qNJR/4G5j6cYLr8GJNlloy8PU3Xi1M0PzvJz7tH+HnLkpqik3wrOEhX6VWUPUIk58fY0x30JmswlKhOZ7Qm5Y7/RZXHn/TE6zGZaUR3nDqt0X8wVWDEcLoxPzz+m/rQRQw+sUAppojhbObEQr3el+l6XyYbAiRkqGwNQtXki6rJG6VoBo2eKJrETV9APh4om0Rz8GSuwUM+qsT7DR7zE4N4XUwGTd7y5j8nJwL/+X1Jix9zLb7Mip9Z74ZSnFqxXHaCVjemP16kp2gX/bnbGMrdzkTxbqmZGLuzh8kHe5l+fEAyfcZu76JLOL4mLZc20sPFO5l6dICZx/uZfSxyA3bKBiDw/7H8jdSHaPPdc6EUub101qLQTocSwQDyM+BDqOD/G1AZosuXCF1Z7OtTTGlON6evcB3tOctpzVwui39dkglNmUsYvLOFxoylfI7Q4mOYJj/jjOkUpnPRxnwO16MmwZyaBDMZHvMz3pzapGU0Zqyk/eZa6tKWUZe6gh+Jy6hNW0tN6mo+RZnSXrCdpjxhs6DDy0AjXgQY8sxPj7dhJrwJN+FlqClPRISkn7E0h7vnY8qDgGXyiAZwy8ecewErKPAwJV8ec5kEVuK7klxXU7IcxWSwklveyylyM+OuzwpuewrB2DKeh66Xj3d9V3LLfw35nqskRJRwWYeY85pEndUg7PQiYs5rkOEg/IKMyHQyI0GEyJwV6WFa+JzSxc/aiODz5gTYGMr4SBEnGWSjS+h5E3ytTPA8oU2ErSnRV+exfY8TJjgfN8Tb2gTPUzo4HFiAncVfuJ/Qx1WEyFss5soeda4d0OXcLi1sDxjLJfDpLWpc3aeH26llXLLQ5dohQ87sUMNmtxbn9xlIWqjFmkUc3biY87u0OLlVk73SK2gx/0jzsyDF7yBhTnsIdrAg2MkC/xtb5Qmy20Gg3W78b+whwGG3bADRNzaQ7bmbm4GHyQ0+yKOEQ1RmH6Y8diu/srfTdHMbtbk7+JS5k9L0PbxL3cf7tGM8jDzBg6jzPIy7RHmmDV23TzD00JIij6X4njYh+spWIi6sJeLCSqIvruB28D6ex5/kTfIFPmRf5lvxefk/vigcE5XXUIhFY3sUdApFrvDbETx3AV1kS58eYU0wXSfC0P1kWMzktyDGPvsy/dOfiWp3ebub6wiRt0dVzzybRuDqyh4BtaRKfF8UV9kEhm6iHBSwTxHKwWJmh4qZ+/soh28zN3QHxfBd5kYfMDf2AMXIPdkE5kbuoBy7K4/4WjFcjGJI0EVz5W166vNFVD8uoaq6QO3N/bwM2cz7iO18TD/IyK9wGCmUN3NFf7bcM8wNFaAaKpZNRzV4h9neWygH7jI3WCSnFbGfmO3OY7onj1mxmG4Oo6d4Cx2pRrSlm9OcaExr2jJ67+5FIW6rgmEkGoBYJNf5Mv3dhSlBB/18lelPV5j9Zifpony1R/n5MrNlJ/n99jAzZcf4/fog48/2MfpAwBJ7GRSLSLHMvHuYnvvH6L57lPbbh2koOkDT7SN0PDhN58MzND04Q88bO4ZLrzP85hSKCtEwdvAxxICqQAMq/XVpz9/ATMUJJj6eZODtaTqenuF7yVF+3DlORZ4F1UWH+V54hE+5FrS/vYSyOxxVp79sAIMZOkyk69ISspDPLv/mu+9CehO0mckxZiRDqHcXygYwkq7Hz2B1hp5boRqIQzUotB+RTDcEzBdicVtvCZKMpzmxHxFFuyUAZYsP043uTDd5M9ssbvAC7/eU+P9sg8f8pNDsKwu+qsUXVasQ6vmgag1AKXYIjYIa68dcow/KRsEW8kbV5Imi3hVVk1gquzJd54SyzRtavJj6dIX+23tpTVtHd+ZGft/Zx9zTI8w8PcLUs0Monh9m7M5OurLW0Jy0QiqJ+25u5ffD/cw9Oyo9g0YKRCLYOrkIHs3bwK8gDdkAfvjq8EqErl/XIOe6GnddFvMtxozKQB2J/38K02WoZCtTjy1oy1omG8BA8Ubas1ZJHcB3sThPNac1ZyUt2StoylxKc9YKOnJXS31CU8pS2rJX05W/gdpkcxrSltNXsp2OvE10F22mJWcNNSlL+ZW6gsoII77FL+dr/AqpC/gcY86bIFH0hTWELg88NHngqckzf33KY5bzKsycp0Em3PM25J6XsH4w4YH/Eu77m3PH11Q2gbt+SylwN6bY24z7Qasp8VlGse8ybvuvlKHxRR7mlHiY8sh/Bfe8zCkSWoHr6uTba1PooEXOdU2ZFyCgnTQ7AzJuGJDtYESx1/L5zGHhInrDUMZHFnmvJc1FBMFoEGijT9A5E7xP6eNjpY+nWAJb6RJ03oigc4b4nzHE96QBvqc0iboibKPFktdsPg/gtCHupzTwP6ODj6Umnse1ZRMJOmMibaUDrE25umcxl/fqcGm/Eef2GnBs4wIu7dXB4YSZzBO23W8gmUFWW9U5uUWNQxsXcmybJlbCJ2jLIvaLxLD12pzeacQ/snwPkey5j1j3A4Q47CHAbjdB9rsIvLGFCOftRLntJthhJ5FuB4hxtyDBdTeJzrtJcT9Ipt8xCsIPcyvMghcxe6lM3kJz/nZa87fxK3sT3zI2UXNzD78KDlOadISnMZY8jLXkQ5YVg49Oywkg39Wc0HPLib22nciL64i6uIo425U8jD7As4SjvE+/yIcsW8rSbajOt6L9viXdD48x+vo0Ux8uSRiD5hDoSgJxI/4f352uZOZao5kVAfGC1y9Sv0ScY0sME9+9marxYq41kDnhjd8dLfF1ZVci9KVJFapY1IqFrUIshIcKZJGdG7zN3PBtZsXNflAUfwHz3EE5dA/F8APmRh+jGH0kpwDl2D3mxETwP0c0hdFb8wvhoVzm6gWF9SKK6nMoqy7QWHSMt+G7eB+xg48Zhxn/FQkjJTAolsr5cnpQjd+D0Ueoxl/CxHsYfgdj75gbfcrM0F0UA/dRjb6CqXcw9QRGcxh+eoSuBH26k4z4/ewYil/uqJr8ULUGMdUiluLBzFS7MfvhOgrhBfTxCooqe1TVzlDtgLLqCtNlwt//KIryk8yUWvL77XFGnx5m6P4Beor3yGD4wcfH6X9mSc+TE3Q+OE7nvWM0lxyRtg4Nd47TdNeSzsc2DLyzp/uNE21PLzL85jRUWTP8aDefAnX45qfHR389Oot3MV52hvaXp6i7f5rqInGs+XjzMJ8LDvC96DA/Cw/xNX8vne8vo+oWdhR+jD7ewVC6DpNhUhJDAAD/9ElEQVSiAQT9xSfHf8plZ3+SNmPpeoyk69MWvYDxm6b031zB0NsL83sWwa5q9GNG4PYCvxcFvd4DVZMPSgGDNYsGEICyNYA5WfS95+GbJj8UggVUL4r//xxv5sS00CJU0gHQGigf55oEVVS8FoSy+W9oSUBKjZ7QNP+oqHeTE4WYGGbFLqHFV+42pquu0VGyW9Jlf98/yPTDQ8w+O8rvp0eYfLSfoaItNCctpT1ttVQPj5RY0C6EZSWCBrqdnsx19GSsYURkEOSupz5YmxofNX766vLKWZMiey3yHTR47CVwfx0+BerKnF8B4dQJq+uCDbRnraA5fSntWSul0dv8PkCP+tTldOWvp//WZgbvbKUtdzW9hesZvLVZUkLrU5dQHWvIxzAdfsSb0pS5hp9Jy/gSY0RFhD5f4kz4GGlEaagBZeEmlIeZURpuwpsgfZ756vHIS0c2APH41F+fF8HGvAw25nmwCQ98DLjjacBdL2OpAn7oLxa+JtzxNeGujxCHLZGaANEISrzMKPIy407gSm4HrCTfw4xCDxEOo0WevQ6vwjbwNnITr8PW8SJ4DS9D1nDL1ZhbXispdF9B2jU9ClxMueW1jMwbOiRfXEys9Z9k2Gpz09GEQlcxXayXbCChFPY7LZqAuP2bShhIQEK+Vtr4n9Yh+rI5kRfMibsq2EYmJDmIycGIgDNG+FvrEnnFhNir5kRfXEqItTm+p/TxtTKQbqEOBzS5sV8LuyOGXNwndABaWO3U5MQ2NQ5vXMC5PbrYbNfAcsMCLDcu5tj6Pzmw9g+Ob9Pg2OaFWG9X5/AmHXatFNGRGvwj1nEHCe4WRDjtIthhF/43dhJ4YztB1zcR5byFGNdtxLruJs5tHyneh0j22Eeq12ESPA6T5H2UFL8DZPjsId93N4/CNvM+bj2fE9dRk7qJ78nraCvaRX3ONr5l7KYsZS/P43ZRlXuIgQcnGHlixS2vVYSfX03EpQ0En1lK9IWVxF9dzcOovbxJPcq7tNOUZ5ynPPU8lZln+ZJnRX3JSYafWzP9+oS8hY6/OcRE5TnmxJKzLZI5oZoV1EiRKSs8edoFMyYPBJ7fk8Z0k2B0hKNoDZFQyVxnBIquOOb+5tvTmw4SahEL3lxmhwSTp0Ti+/M4/y3mhsWy95Ys7MqRhyhHnqIae8Hc2DOUY09Qjj1mbvQRytHHKEceMyc+MyomgkJUIzdRNgUz+fkicz8vo/x2ibr8I7wL38m78G2UJ+5l7GckCKhpoIS5AQE5ie99jGrsJXOTb1FMzBd/Rl+iGH3I7PgDlBPPUU2+RzX+jFnBXhK7jipb2jOX0payjDFR8KRvTyyq1mAUdR78/nZDir5mK6+j/HJN6gFmvjowV+2I4uMFqVOYfnuQWfl4grGnRxh7fIyBh8fpLDlI350jDN4/Ts/9o7TeO0zHoxO0P7Ck9Y6ltPuuLzkuvXv6X9vS/eoqHW8cqbl/leoiKwZeWqH6dIrB21uoCtDiR4ABFb56tNy0oPvZBaqLT/O5wJqPeVZ8Kz7Dj9tWfCs6LKGfX2IKKNhPu/g79Qn9gzfjj7cxkq7DULwGrcELqbjx//DN/Z90xqkznKHHUIIarSH/pDtnKTPfXWA4B0VnIrPi1t/kK2/hygYXlAKuEYW+1Zdp0RCa/VDKAi6suMWC1585MUFKSEfAQPNHIW7/LeLzvvJ7VK0icyFofnJo8kdR7y2XwuLmr2zxRSl+duv8jkHZLBbDHswKZpHYH9SL98URliAi6Oc6w89PMPHoCL8fHGTq8SGmnx9lXGT+luyiI30dtTFLaEhYSVvqBjoyN0kriO4c4Rk0HzwzKAR9uWupDdSg1k9DOpu+cNSk6LoWd930eeKlKambYgFcKmibATp8iTCU8I1g+9QmCgjHeH43EK4rhWG/hNNp1ipqkkyoSTSVxf5LtC5VMXp8itSVhnKlAepUhgq/IPGeMRWRBpQGa/MuWJvXIjReUEYjTXkfakp5xDLehZlJ1s8jbx0eemrLKeBdiLlkBb0SXkChpjz2N+COh8gGEMXfmNvuutz10pUCMTEViMYgYKFnISt5GLCEEk9jbnubUiKO33JyXEwocDeVyuB8Rz3ueJrw0G8pz0PWct9nqZwKStxNib+sSYKtNrnOZjyL2MYtnxWk2GqT72JOscdKHgdv5rb3Goo8V3DPfz0ZDuYyPCbwjLjpG+NvY0LgOWOCzwqcX5NQG12Sri8n4pwxQVZaBFqpEW1rjLelLr5WIhFMnzi7Vbge1sD1oA5O+3S5sVckhxlxaY8WV/brY3fEBNu92thaaHFhlzqnty7AZrcGllv+wmr9fzi98Q/Obl2I/RFjzu4UhV+NY1u1ObBuAae2abBvvQY7Vi3iwEZ1/hFrv4UE1x1E2G8k0nEbIXabCb6xmWi3PYQ7bSPCYSvxbrvI9NlPSegxigMPcSvkBJkBx0nwP0ZCwBGSvfdz0/8whX67uRu0nRfRO6hI3M7nuLX8Sl5DY9p66jM38D1tHRXxK/mWulFyn8dfWFPkbEr4+eWEnl9N1KW1JF7dQNTFZTyL3U9F1hE+pB+nMv0UFamnqUi3oSLThm83z9N46xx9D08x/vIII8+2M/FyO7/fWDBVeoLZygsoqh2YrbZHIQQ7td6y8AmW0KwIZhFwzkgRSoGjC5+dzghmOsKZFaravhQp9BLWDSoh3hILwaF85kaLmB0rQjFePP9c4P5Dd5gbFcX+JXNjb5kbe49i7D3KsTJU4xWoJj6gHC9DNVKGcvQNs6OPmBm/LZvAbGMgv6suo6q3Q1Vzjdr8A7z0X8fHmB18Sd3LyI/Q+aYzeAfl8BNZ+Jl4CxNlzI69YFo0BLFgHshjujeVSaHyHbzJ7EAB0x3CzygIZZ1YKgpG1GU6Xpxi4psLCDVuvT9T35yYFVYQn68x9fkGim9OKL5eY+77dRRV15gqs0FRJprsUaZeH2HqzUkmXttIMVSPhHOsZXRjR8lR+u4dp+fuMVpKjtJ235rmu9bU3xK4/Xn6355jvOw6/W8c+HH/Oh9K7KgstufTzdMMvDyD8qMVQ4Ub+Oqnzs8wMyoCDKlK2caPYiuqi8/ypcCKqmJLqooOU110gJ8lh6gpPkBDyQF+Fuyj9fU5lGICaPNm4uFGBpLVGU7VpTl0MZ9v/N/8cP9vaf8wmK7LUPxiGkPVZM4BA+ko2iJR1HkzU+OGQhTcRm+UzQLOEbd4HxSt3sy0ejErinC9NzQFMlUnGoUfinoB4YiC7gnNgu7qiarNC1WrOKLA+0FbsLTqULYEyqlA/sw6T0nHVTYLgVwIc63+choQ74l9wO96VyYb3FCI39kgpjVvZoWwrDWY6S8OjD4+zvSjw0w82M/Q3d2M3T/ASPE+urK2Uhu7gupwc5kL3JWzjYakNXRmb5RLYaEFEDTQvvSVfPdbzHffxXz10+GtmwElV3QouS4EWfqUhxlRFq5Pebg+H8QeINKYb7HmVMeZ8z1hKZ+jDfkaa8QXoQGI1OdHhB6VosgHClaPDl/jTPkYaUh14jIacjZSm7GOX5nrqMlYw6/M9TRkr6cuYzU/k5fxIVxfWk+/DtCiLNSIN4EGvA4y4X34Up76GUrnT2H89srfgPfBJrwNMuJdsDHvQ8145KMn8f+7XoY89DWR+oA3oWaURi7nXfhS3kYspyx6Ne+j1vAybCUPfE14FbGaJ0HLKHQ3Js/JgEIXQxks8zp8Fc8CzXkiIknDVvIiZAXPg4WIbMm8MdwFTQq9VvAkQuR1rKHI3VzCQQmX9aUWIOKcHgk3lhBja0zYeYP5pLALpvid0SPqsgnhZ3VkNkDgaS2J/wulsNOBP3E++BeuRxfhe1oflyPaeJwQi2MD6Rrqe9IQj6M63Ni9iGu7NbDbr8uVPZoS/7+4W4Pz29W4ZqGD7c7FOBxQJ8dnJ6n2Kwk7pY3LvkV4njDk8i41Dq/9J4c3q7N/ozr71/7Jpf2GnJRWEcIq+t/8I8V5LVmeG0h1WkH89aVE260kwn4DYU7bCXXaRYzbXmKddpHptYeiUAtuh1hwL+wQJWEnyY+04ma4JbkBB8j13Uuu914K/PdxK2gnz6O38zFpM18T1vIzcS216Wv4mbaS6uQV1GasZ/TpMcZf2HDLbSkhZ0wJtF5GyNnlBFiZEH1pGS8TDvA57xgVaYcpTzlKacpJKjLO8jHXli8FtnzMt+FrviVt904y+uwYMy/3MvtiO3OvdzH1cg9jL/Yy8nI/v98ekovL2U+XJB1P4N2qkXxJ01QN5UuHTOFhM9ceyVynYAIlMdeTIXn8DOSDwN0FvXO4iLmRYpTjt1CICWBU3OhfoRIFfqwc5Xgpc+PzDUAhn1cwO1bO3PhHGKuCsQqUE6+ZGXuEYuQ2M03B/K6yRdXgAA32NBTvozR8HZ/jtklL2dGaaJh8BuMvYOw1jL9GNf4cxdgTZoZuM9OfJxlQim5hPBcrb7Iq0bh6kplqjULRGsZcsz/KFn9UjQJKEBGSfsz+dGfmhzsTVU5MCT8fcdsUtMYfzsx9u8Ls5/PMVJ7h97sTTL87zvRbS6benGZYRD4+tKLzwWk6Hp6h7d5Z2u7Y0HLrBO2C5XPvBA1FR2m+fZKGW5a0PjzL4Ht7ul7a8uv2RSoLLvG+4AZlxa5UFDnytfAcfS9smKs8xe+7W6n2W8znAB0+BRvzNXUr1YUn+FFyhurik3y/dZQftw/w69Z+Gu4eouneIeqKLPhVtI+Od5fkMl/V5svkk030pyxiNF2P5qDFfLrxf/PV5f+hK3oRQ6matMVp0nfvIHQlMNsiokDdUP4S7BsBv3jLoq1s82e2Rdze5+GemRYBDYkj/i1FLoOfZAApW7yhTfD43aHVE1WTKNYeqOpcUNW6QL07iM90BjHXEcRcq9//2Q+In6doDkTZFoxC7AbaBMwkICGhG5hvBqoWQSH1QNngy8wvMWkIu+9gadfRf/cAEw8PMnxrD505W2hIWkt1hDk/opbzPWIpn4ONqY1bJQ3hOrI2MVKym6m7FowVbaMnfSU1/upUefzFJx9NynxNeOBoxF17A5556VEaqktpiCYV4WKhq8XHcC1+JAiuvxEfIwRsY8THKBOqE5dSFW9CdZI5TYVb6Hiwj56nR5goP8vvT5dRVNtBjQOqH/ZQ6wQ/7eCnPXNfbZn6YMNkqTWDz4/SdmcXrcXb+ZW9nvei6cSYURZpyqtgfd6EGvIuzJg3QXpUxa2gJW8Hv9I38l6YwsWspDJ2NeUx4qzhdcgSKuPWURErqNSreR+5mtehy3kVupJHfuY8DVwmRWBCGFboZirjIgucDLjtbsjbiNW8DV/FO1H8A5Zw11WXInsNihy1KXAxlJ/PuKZFvrMhT4LWyCXx4+C13Ataz62AjSRcMyP6sol0Cg29IARhxjIyMuaqOcnXzbjpukLSRUOstQg4I943IcrWhNjrS0lyWEOgtRE+J/XxtzLE44g64TZGpN5YQexFAxKumBB3dQlRtmYEnROZxGZcP6jJlb3aXLXQx3a3Lo4H9PCzMiHkjBGh1oZ4W5pyxUKXkxv+4si6vziwfjEntmljuWkR57YtxmbzQizX/8WxdQv5R67Xakr813DHexnFbmbkuS4h0WE5MU6biHHdTaTTThLc9hDvtJU0760UhezhXuh+XsSf5FHUIekP9CJ6L7cDtlPkt4tC323cDdoqG8CHpK1UpWzhU+waviau5nvqKr4nr6Qucz0Tzy2ZfHOB257LCT+3gkDrlfhZmRN8dhnRl1fwOukAPwTT4+YJKjKP8zrpKM8Tj/Mi+SSlOTaU37Tmc5ENP4ptaCg8xcBDKyZfWDLz5jBTry2YeLWTmbcWKF7vZvr5dqbf7JGiq8mvtqjaQ2QjEMVfJWiU3cIqYT7QRXj4K3uFGGyeacNQLqphMTEIzF/c+AXW/wTV+GuYKJ+/6Y99QDlS+nfxf/f3ec/seCnKicr5BjD6BSYrUU6K6eDFvPCs+gY0OUD9VRqL91EeuZGPUVupzjzC+K84mHiKavQpytGnEkKSjUPsHyRFNUeqimeEBbOkgWbLiEph9yAyihUd8cx2RqDsEI0gSMIXqnof5mp9mfruwXSNwJmFOMyT399vMPXVlpnPZ5n7Ys1MxSmmy06i+GDDxCsrhp9ZM/TsHB33rOh4aEPHYxHycpWW2xdoe3iBlsdWNN0/QcsDK1rvWdL7/Bx9L+1ovHedT3kXeZF+nrISZ8qLnXiffYVPeZf5VmBF32vx+84ycmsL3wM1qArQkUvgrykb+VF4hNqSUzTes6LhwXHq7x6krmQv9bf2UVdswa+CnVRkbKZVLIG7RFaCPxNPN9OftpDxFB3agtSotPu/+eb6v+iPU6MvUYP2os2S1jrXEc30D1eUde6SsqlqEHi+D8r2AJTtAqMXeH8wipZgZptDpIfUXEuwbKa0+UvKKb8cmHh3WoaxdCSt4FeQHt89FlErXDZdhK20Gp1Jqxh+cJipj9fnef4SHvJG0eaPQjQZyQLyR9Eqbv+CUuoJ9YHQ4IdSKI1FQ2rwQ/U31CT2DrQHM1Z+mYE7B5i8d4iOjI18jTSjOmoJ1ZFL+R65nB/RK6mJWUlt/EoZEjNWsoex4h2MFW9jJG8jdYHaMv6yOlCfN556lNgLHx4THnqoUxmuS2WwGh+DFvE9WofaFGO+JxnxKUqXT1H6fItfQm3WBnqfHmPw3WnGv1xC8ctRTppil0HT/ESkEn+XBncUktXkAg0uKGrsUdTc+PvS4wi1oklcgepLTH88w0TZSQZfHqKxeBNlsQa8DtPlZbAuFdFmfEtaSWv+Dr6nrOF1sAHvI8ypiF7BE28dnvkZ8iJoqcwFEPkAj3zNuO9lIu2g73mZ8iRwObfcjcl30uOOtzl3/JbLBLBiD1NK3I2khuB58HLehK/lbeQ63kSIHcBqHvsv5XnYKm57mUjhWPZ1ETZjxpOglfNaA1dhHa1FolADXxKTgjahNhoEnFYn+rIR0SJY/oIOxV5rSb9hQpCVGsFn9QkRecJn9QgRz88aEnVpCcE2hgSd0cf/lDZhNvokiuZxzYyIc4I5pIHPqUW4n1yM91kDbPercWGPFpf2GnJ2hx4XdmpxZstf2O5ZjP0hPWx2aHB4zZ8c27CIY+sXcliEx29axJktC7DduYgz6/6b4yv/NweX/zf/SHZexk3vlTwKWMkDL2Oe+Ag13XKyXJaT6LSGRLfNxLkKGGgHSe67yPPbw8MwC94n7qdc3FaTtvIleQeVyft5Er6DF2Fb+RC/g9fR63kXs1p25c/x6/mavJ6vCSv4Fr+MxswN/H4pPLTPcNPFDP+TZgSJIJhza/G3XkbExWW8Sz7A94JD/Cw6xsf/D09nHVb1trVtrL1PvO/pc3bY3UGHha0oBt1d0t1hBwYCdisqaXdhC0pJl4iC3YXUWuv+rjk57/fH71qwNyKizDHmGM9zP+kO3D3swK1Dzlzd68iNvc4UpvvwKNub6lMBVB0PoCrLh8bT3ny8sZRvd5zpuGuH6o4t7bcsaLlpSvtdc9pum9By25K2Ii8p0ePdbvh4GJVELgi2z27a3+yVkkjFp0N0fjyE4tNRlF/F+Ocsim9XUXy5g+prHrSIw/82ii+3UH67K28Ciq8P6fzyEMW3ApQ/ClC0PKTzawGqL6XwtQzVtzJUP8rgx0Pan+yhrTwaRW0YyqoAHh+35c7GBRSkLqHyiAMt9du6bhsfxc3jDAqxe/h0XCqJhFNXJbhAYlz1MRu+nJWsIYGCVoq9x7OtIGikL7bQ1riRdoGHbkyWTB7VsxRUAh/dsI7O2gR+lIXSUhpIa2kAylIfKPGi86EnP+4vlbz/T9f9eXvFh1eXvWXn/+paMK+uh/P8SiBPL/jz5Jw/taLjv+zFm5uBvL4RxJPzfpTlhJB3NIy8zEhyjwVzNyeMB1n+FB/zovSYG7UnXPlwz5/OsiA+n7egcpM2FRt1KU7UonTfHBrOOPL8kidNYp9w0YFnF+yoO2FGbY451dlmVOeYkn94Ps0iqObldrkw/XZ9AT9yNGlP0+blpjE8jO5Nxcr+vN4+htdpU2irWonynYi/XIWyOgZVXRfKoUutkyi78Q6h0X+yno5GQYoV3KjN0LQZnm+E5xtQlUfxMmcRDevHULX0r5SYqVFh3o0K027UWHWnwfEPlJv3oGSxGmVmPchbqEad9680rZnA2+zFUBkNz9fLQiAOeJ6uRfFsDR1N4qa2AQQuonYZqoblXTcSsUsQIyKhNhLjohdbUD3fzOebvnw9bcfrYwsp3z6Z2r0ih3ca5amGlG+fQfn2aTzeN5uGfbMkPbTllCCImsoEsvqNGtStH0flBi3ur9XlXIIWl9bocn3deMp36lC5VYP63Xq8OzGfJ8emUbZPl9qjU2k6ZcTnG7Yoiv2gIUHiMDrql6OoF6PGFXRWx9FWFYOyNkE+iuo4lNWxKKujUVRG0FEehqImnI6aYBQ1IbSV+dNZ6Y+ywp/OUm9UFV1vUxXI1wduNJ0359GhmdzYpM5NcTNJNeB+6iSubdAmd5M+t5ImkSvMg5IQOpGL6ydyeeNkGRp/SaiBVunK58KGKZxZM1GyggQ19PQ6A06IpfHGqVzdPF2iI65sMpSoiPPrJnNqtYGEyR0TcZMJwjSmySGRFxCtS0acHplx2uQs15GjpOwEA06umM6ZtfM4sXqO7PR3BonwGC32hhuwUyCjl45hh786Sd7qMkReLoTdtVjhPJ54x1HsjJrOWi911vtodT3eWsTZj2KZ4xji7Eaz3Hk8qz20iHOeQITDeAIsxxJiq0WorTb+ZuOJsNcgTqSN2Y8l1HIMPqZjWLpkjEwVE6/OC0biIiIjzccR66gjR0mCF+S6YBRqKRHT2BU9ncwVMzi7ypAra6fIbuBKoqiSE8laNZP0tUYcXr2QA/ELyVi1iEtbFnEzZR53kqdRuHMWxQdMyN1uxoVUC27vtiV/jwkFu2dTtHsmj3bP5dEuI0rEKGj/PGr3z+HpESN+3HDl2x1fMuMnsd5Nj03es1gn/AD+M9gfNYeCgzaUHzWl/KgZldkOFKY7cu+wE7n7ncg/5kXeYU/yDnpSctSX+tP+NJ735/HppdSc9KT+nA+vr3vTctuNjvuudOY5ocxzpPOeLZ33bWnNF0tjd9pr4rq4N+8O/X+sQoc4ID4eoP3zUTpE1//1cpeq5sdDVD+KUH4vgtZilD/u0SG6c7F4/X4T5df7KL6WoPhSjvJrBYpvpXR+Ex9fAl/K4WsFqu9VdH6vgB/FtD3eTUtJhPxBoCaAJydtKN5hRvF2EyqO2NEiMo6/CdXQCVRfT8u9g+JzBoqPGSjF/PrdPjo/HYUf51B8PUGH4BI1d9E4eZ6ComkT7QK+1ixuAzvpEIY3iZLYLg+V9spI2sWhX+5P5yNfOst86Sz2Qlnij6IolG93QngrvBfXQnlzNYg314J4fzOM19fDeHcrhhfXA2i86MHzK148v+ImD/6mq5FUnY7gQUYIednR3EoP405WCLfSvMg/6k55pjv1Wa7UpttSm23NpzxfVLXhfLlsQ7EIBl87gbLNOlSnzeflFTeazjnSfMGRpovWPLtgRf0JM3n4V2aZUZ5lRsGxJbzMD0P18r8joBuLaD2uQ1uaFi83jaIwpjeVawbTsF2LT3f84P0BWRA7HseiqIqSOIfOx2voFAvZZsEzSpT8HoWY7YuiIGSgTUnwVhTVVbzJmE914H+odOrFIzM1Gqy689bpJ17b9eSFVU8aTXtQb96TRqteVC9S443DH3ll+0fqzHvyyFyNErufqAjtzaezllLiqXydKEmmYhQkb2lPxC2tCzEhFr+qp6tRNq1B8aRrLyEKVLvwr7zdSUftOuoOLqBq62SqdoqULiEVnU/F1mlUbJ9B5Y7pPD08n29nbaVZTKSHfT1lwpecRVStHUdd4gRqN+tRmDiRyyt0uLhSi5uJGjIKsm7PRF5kzObD+cU8zpzF2+t2dFYEo6oIgAp/FOW+qOrCUNVEoqqLQ1kXS0dVOK3lobRXhqOsj0NVF4uiJlqOf1TVkShro6R7vLMqCEVtMB2VQgEXQEepH+0l3rQXe9FRspT2Ig8Upd5QKQpBGO3FAby8bEvBnqnc2KLD1U3iEaA3fXK3iFm9IbmbDGUi2IX1Qg6qw+UNE7mwfqIsAqIgnF6jy6nVQvapxdm1BmSLyMgEDa5sns6VjdPIjBbQuUny1nBxreAMGXBl/SSuJE7m2uYZ3No6nxsp87m325Sb2xZzMcmIMxtmk7XSkMMx+hyI0JUAucNxUzkQY0iKv7bMDRBKnk3eE0j202Sj2AOETGaD/0TW+uiz3kugIHTY6KNNStBE6R0QBjI5hg/UJdVHk+Sl6mx2G0eqlxbb/PTZ4q1DauBkkvynEmMzjkirsSQHzmJb6GxSgqayyWciq1x1CbVSJ9xWh1ALDfxNJ+C6aCy2c4fjNH8kbgtG4bJgHPZzx2JmOAy15Ig5bIuex66oWeyNmMzxVTM4vfK/34w1Ezm3ZhKnV0/h9LqZnFw3k/OJs7i9bR43NhmSv3UGD7bO4P5OY84mLeR4kiXHN5hyPXUxxfvmU5lmTNmBRRTtNqZwz1xK986jfNcs6g/O4es1B77e8iFnudgBCObFZDb6TGWz7xT2hRlSkeFIw3Erqo+YUHXMiuLD1pQcdaE43YuSLF/yj3qSd8ybgswASrL8qDzpS93JpdSd9KLhlA+1J93kOELcCL7f9UL50BuKfaDADcUDJzoL3Ggv8eOHWHo+3SDdrxK49m4/ig+H6fh4DMXn41LCqfx2FdX3G6i+34Yfd1D+uI2i5TqKb9dQiv8ubgBfClHJw78K1ddalN9rUHyvQNVSDt8q5X9XfK+m/Vs5ypZCOhv30loajqIqAGr8aDhpzr3NM3m0cyHV6Y78eLwL5ZdzqD6dRSVkpAIr8fkoys+H6Xx/gM4PR7oW2Z/SaXu7l3aBjH6+B17sRvFiGx2vdtD59pDMJxDoCN4KXv8W2p+spK0mio7KYBTl/tKEpixZirJoKR2FPnQUh/HtXjhvrgTz9no473MjeHc9jA83o3h/I5KPtyJ5Jw77i+40XfTk9fUAnl0W3/9AHmSGkZ8dy52sSO7nRHEvK4T7x5byKN2ZqkwH6jJteJZtQ226KXU55nwrFAdJKO/OmVCVpE3VZl0KEzWo+b8CIB3E9jScMaP+pKns/suzzClON6XomCkFx8xpvOWP8pXo0lfy4/pivhzV4Mv+8bzbPpZHcb0pWjmIx0fnoxCZBa930l6/HFV9DMoqcftaTmfjOtl9i9m/uBUhOD0C2/BUaPfXwKuNfC8MojJxHMX2P1Fv0o1nNj1psulFjbUaTwP/TlPQ32l2+wPPrLtTa9GdOve/0xw/iieR/anx/F8qrLrTaNuTJ5Y/UWCsRoXv33i1dwqd4jbwJhWakkGA8p6up61R5EAI+akYEQlV0TJpPBOeAzG6FHkKnc0iA3mb3KHU7JtD/W4BkbOkcd9cOQKq2TmThgPz+Hjami/nbPly2oK2SzZ0XLGVGcL1SVrUJqpTv1mPgjV6XIvX4cpybfKSDCjebkD1gRm8vGTF5wceqOoioS4KKkNoE01TsRttjzxQVAeiqo2A+mg6q8NoqwykrTKYtqoQOmoiUNRFoaiPQtEQR2dtFIra/xaBOjEGEoUgHGVlKIryYNpF01Hii6LAk458FzofOMumreOhB8piXygPRlkUQONJM26LG0DSRK5snsSNlBmcXysO+ilc3ThVykAvrjOQHb1QB/3fSOjMaj1OrtTm1Epd6Ri+kDiJc+sNOC/ZQQaSDXRv20JuJs0jN2kOlxKncX7tZI4naEuJ6OGQMRwIHsWRyAkcDJ0gswTS4ww4FmPAnoCxHAqdIJPEDobrkBY9icMxU8hYMZujy2ayO1SPw3HTOBg7nX2xM9kRMZ1EX12SgwxICZ4kdwXbwgzZ5KfHtrBpJAdMZuNSHbaHTGOTtx7rhDrIcQJrnNRZ4TieGOvRxDtoELRkOEEmI4m21ZBB8oEmgwm3HEmUjTr+ZhPwmD8KXxERaTwa5wWCADoMh3mjcJwnsNDjMZ85GqOJggYaPpfUyLlsj5lLaugU9sdN51DsJHnlOR6nw7kV+pyO0+Dq2olc3zyR3E26PNwxjYdbp/EgaQqFKdO4nzyDG9sWcnKDMUeXzebiJmOuJ8/l7i5j7u9exO1tRjzYO5+8nbN5tHcetYeM+HBJgL28ORatx0ahmV06UR7+ST6T2BVoQPkxe+qyzHmSbUVDljU1x6wp3GdGyWEHHh1zpyTTg7JT/jzI8iYv3YcHR5dSfNSNJyc8eX3em1fnxNsO1GbbUX/Sgc+3fejI90GZ7w4FnqgeetJZ7E1HqQ+tZcES3KV6uRXe7UclDk7xvD9Ex/tDtL87LA1cCuH+/XaGTiEH/XL+v5LPO/C1ENXXRyi/VqL8Vo3yWy3Kb3XywO/8XoXqW7V8FN8r6fxRAa2FdDzdzfeiABQVvqgqvKjLXkzh9nkUbJ1H+WEr2p7sRvX9IqrP51HIIiAMYEdQfhJfSzqqL6dAFKi3wri2U7qAFS93y6WwoJBK78LH4/DhKB3Pt9LWsJb22ljaq0NprwqkQ1y7KwJpL/Sl9b4nygI/WvID+HAzgLfXgnh5JUQGt7/J7Xre34zgfW4oLy8t5flFF15fXcqLS4HUngqmODOY/GOR3DsWzd30UO5n+vLoRCDlOX4Up9nxONuSxhxT6jKMeZJtRm22OWXpi/n80AdlTQjvzphQl2xAzWYDCtZpUHvEmMazdrLbrz1hxuOzFlSfMKPsmCkP00x5cNScvEMmPEizpOluIIqXwqQVx/dL8/l6RJvWdF3e7BzNo/jeFCWO48vDSCn5lEtX0ZHWJsglrUqgMR6vpO3ZWpRNq2QBUNWJhaxY0q6BF4l8ueLEXbe/cneWGjXzu1G7sCfFpmo8DfqVDzsn0XLDlY4bdjwL/zf1lmo8tulJeVBfeBQpC/y36y682WFApedfKFikRrl5d155/50qx+7UxQ2jTeAnXqSiatgodxCtTatpFzuCRjGOWoaqSewChPNYjKbELSVJBusgpMtPNtB0yo73mWa8yzChZvs0qrYa0nxoAa+zTHh7wpxPAhh3wQrlTWc6r9nx7fQSGlJ1qVw3jrpNepSsNeBatCbX4rW5v3kShTun0iT2FjWx8HItyvoIVGU+dOQ5SS+I4tFSFFUhXQd5rQj8iUFZJ8Y6odAQhaIuks76aJQN8agaEmirjaWjNhZFfTzKxwlyJyAoqp01sXRWRclCrCoPR/koCGWRD4oHbrJJa79rR4uQH+e7oHzoIW/ylATw5ZYb+TtFx6/FlQ0GXE6cLA/6KxsmczlxknzOr9bjgjCGrTbgrJB/iuD4BE3OrjKQ6Oiz4kawSlOGyYgEsSPhY8mK0eJ4vB7p0ZocX64vxz7iwD+RoMeJBH1OrZjM5Y1zJTn01EpDLm2Yw5lV0zizcipXEmdxef1sMsRtIFSTrGWGHF81k4MReuwJ1uJw1CR2BenKrIAtflqsdBnDctfxrHBXl6/xLuOJdhhDvKs6kXbjiHHUItpBhyg7XcJsREiMDqGCFOqkS4DVBMLsRSzkBIKsNAm31yPUTksiIsJsNQi11sBj0RicjUbguWAkHvNHYD97KI7zRuA6f8x/dwJjJCJaIKHVkiJmkxQ2nZRwQ1JDJrI7aip7Igw4HDuFzPipZMfocSpWlyurDOSy5WHqJCr3zaBw6yQebDagZMskirZMomD7bK5umsGNLfO5mDibMxvmcXbTfC5uMebKVmNu7TPm1m4j7m6bTdl+I77mCvWON1nRk9nkYUCK30w2eU1mo4cBOwMmU3DQlsp0c54ct+ZJjgUNmWbUZppTeGgJBQdMKTtiT22mB+XHXCjLcqH8hAcP0hwpTnOiKt2FF2cc+XTNgVeXnak7aUdtjhXPjpvxI9eBjtv2KB+4oywJQPUoBFV1BK2iexH/UMW8963wDRyEDwdRfRQdd5pk+Cg+CJZPF/BN9fUCqq9X4dsdlF8foPi/AvBdFIAaFN/E4d/1iMNf+b0SRcv/FYAC2p9sp6XIF2WlN8oSN2qOLuBhylyKtxtTecyO9sad8EMUmS5DmeAJ8SkTlXjE+wI98fawXAK3Cy27yCIWITTvD6MSiIp3ObQ376NV4AzqltFeE0NHdRjtlWLu6kdbiRffH3rRXhxMR2E4X2/58/6GHy+v+fImN5Cv92P4fDeaD7dDeXPDlzfXPXhx2ZWXV4QKyIumS75UH/ej8GggD48EUXA0mOJjvpQcdaImR/zdWFJ1dBGVabOoPTqD2qPTaciaz+McE6qyzKWi52tRINRF8Pm8JVUbdahK1KMiaSIV++dSe9yCuhPWVJ8wpyLHhNJsM4qPmZOfZsGDo9Y8PGbLwzRbmu76o3i5GlVTLN/Oz+NzmhZfj2rzfMdICpf1p/bAPJRv9qAUiIx6YQAUI4sVKKvjoS5Byj47m1ajeiaWluugIUmiH3i9ia+XnMmz+V/yZ6pRM7cH5bPUuGvcnceJWrTd9ZUZBLzYgqIsgpqoAVSaqlG6qBvFPr9B1TJ4kyRVQDxdz/fbvlSvmsAD657U2vSi2f5nykzUqAruTdt9EWzfpdpSiZm/cAw3dt0GlE1dtwBhPhNIbUQIUMNGVAJL/W4X7+8G03DAiKcHjGjYM0tGSL44PJ+Xxxbw/oQJH0+Z0Z7rxI9r9rRetub7GVNqt2hRt1GDmo165C/T5EqkOtcSdLifYkjzZRdJKBWqJEV9jJzRK0o9aS9yo7XYB2VdglSVCSpqR00s7RWhKKvDUdSKG1Xs/8dkC4e0yEtQ1C3r+n4LPlK1eLvLayEKQBf6IgGleLsqio7SIFTlwbQ+9KQ13xVFgQud9+z4cdOStptWqO47Q4kPrffdqEibyaV147m4ZgLXNujJfODTy8XbE8kTZ1GiWAYbcHqZBqeWa8mxjigMOQnq5CwXs/1xnFmry40UQRKdyOX1k+U46YpAkm+ays3k6VzdMJkzK3Q4uUxXHvSnVk7jaJQehyJ0yFoxRSIg9opc4aiJ7As3YEeQJlt8xrI9WJtdYXokC0qojwbbQieR5K/HBh8d1i3VZp23PvGumkQ7TyDWRZ1Y5wkkuGmwwlNkBItsAF3inPSItdcn2lGPIEcNQpy0CHbQwNtyDL6WYwl10CbcXocoJwOJfo6w1SLMWgM/szE4zRuK24LReC4ajavRMFzni65/uAyPt50xEJtZw+X4x2TqUNQ2hU0jMWAiyfLwnyzTb3aH6kr0aWaC4GRM5czyqZxbPpkLcXrcFdz2rYZcWq3BtcRJ5G2ZzsPkqeSnTuVm0lSuiXnchulcTjHm+jaBkl7MhS1GXN42j+u7FnFlyzwe7l7Ah6vOfLm2lOyoyWx0m8wmz5ls9pzKRhd9dgXOoPCoO4VHrajMtqUqw5QnOeY8yRGvJnK0VJVmSmWaNWWHbClLE85QF6pOuFB/1pvCI44UHbLlyXF7Pl5z5/tNNz5eceBZzmKaji/m4yVzvgvZ6F1RCDzoLPRFWR4ir6httVF0PFuD6vVWeL8f3qfJ0BfRVas+pslXPubAp1OovogicAPl93w6vz+i81slneKw/1rT1fG31MinqwBU0SGfSmgtoqNxB98feqIsc0VV5ET90QXc3zSTh8nzKUuzpe3ZXvghXL8XpbO4UyAgBJLiYwaqj8cl+E4hlsBvDtL5ej+dglX/XmQUp9HZvAfF06101CWiqIlHWR0pZ7PtlaG0VwShqghCWRrIjwc+tOQF0JIfwdvcQN7fCKL1YQwt+VG8yw3izdVAnp515811T17lOvEq15nmK940nA2iJN2b4nRvStLdKM+0pi57CU+yZvE0Q483J/VpPKJN9V49Go/NpnS7NhW79Xl9yoRnOaZUp5tQe9KKLwX+KGtD+HDOhOpN4kDSpnyTHuV751B6dBEV6aZUZJtRmm1K4TFTCo9YUnjMnkfZbpRkuZJ/2JbGG96oXq5B1RRHy8V5fE3X4v2BsTxOGUr+6qG8uRkAn49I45ZQPLXVJdBaFS0xF9QkoGxIoOPpMhTisBWcHrEgf5XM5zv+3HT4G3mz1Kie35M6o16UOv/Gm9OOUt8vg+ifJkHTTlSly3iaMIbKJWqULVKjwOs/qErjZVSn8lmyzEAQmc1izPP6pDlVfv+kyf4PPLPqSelCNUrDBqAoj+4C9j3ZhKpJPIkohCqpSTiPl8sMAuWTDV2Hf4NwFm+Aj/toqVpFw9FFPD2yiA85Frw6aszbdGNeHJnLK5FVfHwxn0Vg/AUrvp234EOWEdUi9CZRg7pNBtxJUOdCtDq56yZKVZbAaguyaUfNMhS1cbSVBdJeupTWEk8UtRFyPCbUUa2P19MmUOBCSSUczI+XS0+ENLTVraBdHPgNa7rerhWFQADyRFZC7H9HQrF01sTRUR2PojaB9upY2iqi6KiO7vq3WhFCe4G7HNe23rai8641yns2KPPsoEggRDyoTJvB/VRdqo4Ykb99GlfXa5O3dZpsFO+kTuXG5smcXy3MYlrkJhlyPWkqJ5drcnyFoITqcmKFPufWG3J2zRSyE3TIiNPm+HIDDoWPJyNOl2Ox2uwJGcWuwNHsChSjH5EHIA57HXaHarAzVJ0tfmPZJpa+gUICqi4fgXfYIl5D9Un5r3wzKWiyZPpv9BP+AB3WLtVkpYe4AUzoygn2NGCFuz7L3Q2IcdImzkWXaEcdEjwmEuWkSbST6PDHEeWoSZDlGCIdNAmz1yDCURQSHRkiH26nRbiNFp6LxuG9RANP4zE4zxmO+dSB2M0bLdHQVtOGYDFtBKaGQzE3HITaBn99UkOnsdFPn61CehQ1RYYiZMZP4fTqaVIaenKZAcdjdLi0TJ+rK7S5uFKbg2HjWeM0kL2B47iROIUbaydwfc1Yrq+eQP5WQ65sNOBu6jzub1vE9S3zuZy6gAuiGGxazIM9pry+6Mjnq27kROuyydNAkvA2uxuQ5DGRXcFzKMwM5OZ+W+4dsqPkmC3VGTbUpZvy8pSlPEQaskypOWrCo4MmFB+woCTNnopMZ5ov+dJwxpPKbHcepTnK/cGb8/a03BKadid+3Hbg02UTPlxcQEuuKR23rem450B7nitK0eFUh6AQ19qm1XQ0raPzeRLK19skcIwPu+DDbvhwAD5nwdeL8O2uXAx3fi+XB7zie428ASCKQEsNypb/uwFU0/Gths5vtfCjlI4nO/kmpJaF9qiKHGjMXMjD5LnkJxlRetieH0/2w4/rKL4KvMRFVF/PgsBIfBa0ykPwXqAvdsGbXfJV9WYXihcizF4kdCXTKWbGomtsEDr3aDorI1FUCC12JJRHoigOpTU/iG93Avh6O5jPt0P5kBvE68v+vLkcTPM5X15f8uX1ZU/e3fDizQ1Pmq54UX3Sm4qcIAqP+lF01JXHp615e8WID+d1abusQ9OBPpRt/iuPNv5KbepoXh0xJH/1QB6uHcL91YMo3DCex2lGvDhny/dCf1S1oXy6YEblxgnUSCWQHsXbDalIN6HgoBEXNutyc89MijMtKU63pzTLnYJjjhSmO3FrnxkNuUuheQ2qhkh+XDOi7aQeX49M4EnqSApStGV6mkxEE8ve2jg666L5UR6MQnSiNcvoFB3qU6GwWUO7xDqvQlGZQGHYUG7MUaPYqDs1Zj9R5vkrbbn+8HKrpMgqm5NRPRfpa9uhcgXPV06gYqEaVabdKPX5DVVJrOzqVU+TUTQn09EkeEVb4c0WvlxxoNTrr9SaduON3Z8otuxB/UZNuX9AsIeEeawpEVVz4v/3IyieCpicQEaslSBBhYgElZGhW/lw3YvG9CU8T1/M+6zFfMxeyIvDM2TW8PvsBXw+bca381Z8+68X4PFmbWrXqlO3UY+bCeO5kTiZj3eCpExVSDaFHLULhbFKHtJtj4LprBJzfXFjWtsFGhRUXbEgf75F7itaa5dJFIbq6fquEZpcpgvX9Co6xa5FYLSF6qo2BsXjODpquw5+4akQCO3OmmV0yNuCeGJpFZ6UMn8UZT4oitzpuG9Lxz0rFHnWKPNtURW4oCrxofnMEu5v05OyUGECu5MsAl8MubF5ErmbJnNutbYMjLmzbQ7XNhtyaqUOJ1YaSBfw8RUTORqjSUa8LpnLDOSTHq8vEdGHo/VIi9ZjV9BY9oVO4GCEtqSGHozSZV+4FjuDJ7A1YBxJvmNJDdQiJVCbLUFabA3TJTVYm1QRGemvyUZfbZICJ7LJ34DkoClsFK5gPz2SArocwok++qzx0med9yTWeE9ljc9UVnpNIt5Dn3hPA2LcdElw1SPWUZcYRx1iHHSItNWQITChNhMIsRmPn8VoguTsfyz+JuPwMdHEfcFYiYLwMB6H7eyROBh1vTrO6YqJNJ8+HOtZw1DbESR4FNNJDZpCcvAU9sXMkEHIGdG6nBLfpHhtTsTrcCJWnYvL1Lm4fAI7vAYRsugXPGb/StiSPlxcO4N7m/V4tE2X6l2TqNo9jUf7Z1N/bCH1hxdTfdCMwn3m5KZac2mzNff3WPHuqjufr7lyMkGYF7RIWmrAZoFEddZgd+gsCnNEdrA3V/d5cGufcAO7ygO94qglz05a8+K0Oc9PmfE4x5QKoRZKs6LssA1Vx2xoPGVP80V3qo+7UpnpSnWmPU9P2/Dlpj3Kh44o8m1pv2dF+z1rWkUBuG1Jx00LOu/YSmOSotRf6vM7H4fzo8qPttoQFE/jaW9cwbe6aNoaV9D5PFXSQflyXY6AlN+L6Wwpo1OMer6JIlAnbwOKlq4dgCwA32vp+F4vF8PKJ7tpzXen46EVygJrGjMWkrdhNqU7xHjLiR9PDkPLDbmAFn4Avp5G9Sld5gx3Pt8kl7kCHdBWFyfhYYJEKX6QBLJYIIq7fuASZEfVURWJojyCzpIQOgXq4WEY3+4E8umGLx9z/Xhz0VPuTF5d8OHleT9enfflzYWlfLi+lC93/Hh1bamUfdac9KM825/KE0Hytea4O6/Pm/DhjDpP9v2DV2l9qEv9D+Xr/sWD+H9xN/pvVG7qR9Hq37gd+3euhf2Z29H/omKrOs3Z82l96AP1cXy4YEPZenUqE7W69gApk3mwdw7n1mtxMKw/FzbrUXXSkZIMRx5lulGc4crDo0IabM2TG97SiEVDBK258/iWpUFbpg4v9mlRnbMEPqXR+WwbCiFXrImUMkShRRfvC8yC4P4ImFuH2AOIpW/DSp5tn8Z9s56Um3WnaKEahW5/49N1d3gtpLRJqJq30dGUKoOFhCxTpH41r9emakl3CuapUeT+TygKRyX+npo20/o8mfaXwmgoMiiS5Gjo81VHqj3/xluXP1Nn2YtbFt15l2UGorA0be46/MWIqVmMe0SusuAMiU57Baqnm1CJQKOmLfB2B5/yQmnIWExzujGvjxnxPkMEwM/h7dFZfBSB8CcW03rJVtJDv500oSFJl6qVY6neoMO9tRq8uOAqx1QqOaOPkd8bMTYUtyWBphBmNBHqoxI3EKmMEg7mTShFc9ScLEUU7eIQFyY34XaWrKN10tQmMyjEmEfcEupEcflv0RVKJ3HTEOiL2uVQvwKlKCJV0SgfCxVRDIqqcDorQ+go8eZHvgOKh4JHZUdbni0/7ttJIQdlfjQcX8i19drkJgoD2WRubpnGzaRpXE2cIkc4IjReKIKE5v/M2qmcWjtVwuAy4nVIj9UkI1aLjDihDNIhW6AhlumRFqlOdoI+59dN59LGWVzZPEeKYUSewN7gMewJHMfeEC12hWiTEqhOUpAGWwI0SAnUYGuwliwAyQE6JAfqsyXQgC1BBmwPn85mP302+uixyV8ogiazOciQjYHTWOc7mXW+U1jrO5lE/6ms9pnM8qUGLPOaxDL3ScQ5G7DcfQoxjrpyPxBuo0G4tQZhNpoEW2niZzqOQPMJ+C4ZjbsAwM0cjOOcYbjMH4WL8XhcFo2XNFDHuSOwmTEUyxnDJRROTVxp9ofrsz9sIoeipnMkbiZpEbpkx+iQtcyAnFUzOBarz4k4HS4u1+JEnDqxZv/Ge97vOE3/HbdZv5Pso8WRKE2yYkZyL3kiZ5ZrcihGnTu7DHh9Yi5v0+fSlLmEgv32XEiy5NZukefqxIdrbpxYps8mVw0JPdrsPZnNniKg2ZCS45FcPhDEhQOBXD3oza2D/tzc78PN/Y6UHbHg+SlzXp+34OkpU5oFC+X4Yp5lLKIufQlVGeY8Pm3Li6uuNJ5xpi7bhaoMe7kHeH3Vjo5iV6j2gkpPlEVuKPKcaLtqiuKmKYp7VijzHFA+dKaj0InOEic6H7nRWeWP4nEwHTWB8h9le00EncLUIzIFBKlTUEG/3aSzpYjOliqUrfV0iu7/Ry2qr2InUEVbSyVtPypRtpbA0x2059nzI28RnYXWPM0wIX+DEUXbFvPoiBPtjcfg2w1UPy6i/HoKpVhKP90ir+DtYlRVEURrqR8/hHSuxIu2h660PXCl/YEAt7nz444HP+568f2+F1/vedByfylfb3vx7qqr9F98vr6UNxdceX/Ji1dnPHh1xpPnZzx4fcGFL9fEjcmBjzcceXnNg4ZzS6k/G0DdqUDqzwRRdcKfylO+1B534d1pY1pOjeXFgX/zeOe/eLz1d2rX/4v8mL9yI+Iv5C3/J3fi/8q95f/hWuT/ciPyz+St/DcFW4bRkucm9eMiD6A6WYvHSbo0CAzAqgkciBzM0ZhhZMcOJHezDmVHLSg77s6jbBeKM5wpyHTj4XF3Gm76oHq2DBrCaLkym45TerRl6/ImYwpfxBjm4wGpoFE0JNBZL+bO8ZLprxTcnafLaX+6nM6nq2kX4LXniXTc9aHO659UmfWifGF3Cm168uakBbwU+vskOp8no3ol+FLi8E9GIYQDz5J5vtGAikVqPDRW44Hn36AwAuXLHXS82k7bS/FxyaiahTEvic7Xm+DtZj5kLqbB/Y80O/7Mw4Vq1Ib0RSnc2ULWKki1zzehbBKOYXHwrpPwOJk69l9WkVQuvRORpht4JTOBF/A+Y57EPrxIn82HHGMZDPPx5BJaL1rw46K5LABNWydTs16DRxs1eCUkqSKHQB7CCbJD73icQGt9vKSedggOkvganifR/mRDVwGURTAJlWiCmreifLoZxE1FgOuerabj2QZaG9ajeLJRorU7hNtaUlOXo2gU3/tlcgkvCkF7fTyd9XGySemojKC9JhKlcFeL20K12EGE0laylJYiF5SlXigKPego9KSzdCltBc4oi1xRlXhRsn8WV9fpcitpKufX6EtZ57XEaZxdJhpZLc6v1uaCwESvnk5mgi7Zy8QCeCKZUZpcXGPIna0LyF6mTXrcBI6LbOrUmdzdbkTullmcXjWJM2sMZSRu/p7FXNkwncPB4zkcosXuQG2S/MaTEqJJapAG20NEIpgWW/w0JdQtOUCPLQEGbA2bSnLwJFJDJ8uwmM3+hmwOnsIaX102BU1jY9B01vqKW8Ak1vtNJcFVi2VuousX+n9N+f5ydz2Wu+kSYTeBCDsNQq3GE2atLmf/ggsUZCZ8ABMIMBuHh/FIfEwn4LVkAu4Lx+M0fwx2s4djNW0QFlMG/HcPIFAQkQYcCNeTOtaDUZNk5NnROD0ylk9hX/x0IpzG4Gs6WOJN02KnstplKCs8xhFiOxKr6b9gZfgLQWbDiLYeRNiSX1hp14/ltkMImP8bia7/5v6mYbw5osXrHEOK9xtzJcWY+3uN+HjZjm+5HpyI1yfZQ4sUX0O2CBmouy5pUdMpOxXBpQOenN3vxaVDnlzZ58XlPd5c3+/B9Z3WPDhgRWW6NU2nBX7YitdnFvH65AJenVjE8+wlvDxjyofrljJC8O1lZ/lxT3IsaT5jxusLC2kvdqSzxIG2e2Z0PrSh9b45rbdNaL1nQds9c9rvmdJ2VyRWWdHx0InOYnc6HrmhqA+G5uUoGmJpr4+moyFB/qCK1CyFALC9OwlfrqES3J4fRSCKwNdaVEIC2lJO+w9hBiuAxu0oH7jR8dAayr14ecKKkhQjHm6bx6NjdnQ0H4ZvgvC5X3KKRICIBJXVRdNZEypleIoqoeTxoaPEg/aHbrTnudBy24n2Oy503BGuaDd+3PLi+w0vftzyluylj5fd+Zbrw5er3ny46MG7c268PefCh4sufLzswJdrdnwX0YtXrXh52ZqmCw40nnXl8QlRTH2pO+tP6QlP6s640HzGlPenp/LmyACa9/2bl4f6UrvlHzRv60vVpr7cjPsHV6L/l2tR/8u1yL9yJfKv5Mb8hcsRfyB31X9oyRcFYCVvz1lQmjiWxq361G3T5kzcEPYG9SU7bhjnVw7h3MrhXNwwmYdHnLizz4y7B03JPWDJnXRHGm76onoquslwWq7Mpe2kPt8z9XiRPk3iHoT8VSx6lc9W0Cm6yjoxEuuaV3c0raD9mZBYrkH1fIN0+Ar3brlFN+pNesnDvGrZkP8iHbZIV7Xy5RY6n22SoL2O58koXqXA81Sep06ncL4aBXPVKPH4OzwU/oRddIgiIP7+hHRTGPWaU+h4noTqRRLUr6Iuuj/P3P5Eg10vymx78PWsNbwQ3fVmlOLflTh8hTtZGNUa1sgiIAuBIImKvcCrrRIF8vqMNW8yjPicvZAPWca8yp7Px5OLaTlnzffz1rScM+PjSWO+nFjE4yQdStaM4XHabKnXlxkEwnwmnLt18bTXJ3Qhr8Xv80zcRoRPYYMcO6lebOsqUM3JKJ/vQPE8BZ6moHySJL8vnc0buzhUTZtloJDIQBb+CpGAphSYC3HzerKSdlFkGhJor4tDVS8W8zF01kbTXhstC4W4MdCwDFW9UAsF01rqTUeJF4oSb5RVIbQLBVuxN535zigKXfl2153728UCV5trmydyK9mQW5uncjd1BgX7xN5xBtc2TeT0mimcWDOVzGWCBaTOuRWaPMmy5vU5N/J2zOX0Sm2pXLyaNItLG6Zxa9scmSR2JFaHQ0IhtHoK9/eYcmXDXPYHqbMnSOwCNEkKGMNm3zHsCNWRN4CUAG2SA3XZ4K3JlgB9UkImsS18qlRabg2bzgbfKWwI0Gdz0CQ2+E9hU4AhGwMMWec9UQbGxzqMZpmTOlG2Ewi1GUOCmy7xrjpE2U8gyGIkAabDibSdwDIXHWLsNYi115DyUEEMjbEbT5D5CALNRxFoMRbvJaOkOcxp7kBspvXGac5A/ExFdvBo1A4KHGmIBkdiDEhfNomDkVocjTNgR5guEc5jMZ87ACPDftjMH46/pTqmk37B3mggNka9MZvxC5YzfsPbdDDRTqOIsBmJ35JBhFqNIXDJKNY6D6dgmwHvc3RpytSjZP8c7u+aT2naPL5fteL7NUdOxumQ4qHJRnc9tiydwmYXPY7FzKXyXDiXDztzdr8zFw+4cGmPK1f2eHAzzYfrB7y5tsud/AMePEpzou6EE8/O2tF8YiFvTy7g81kxlljI+wvGfLlqwtdrlny5ak3bLSe+XrXi/XljfuQuoeX6Ar5cnM6nq7P5cs+czkeuKEtdac8zoe3uAjrvLabjrhmd+dZyVt9e6ECbuA1U+0N9JIq6CDrro2ivi4U3wn0rAttTJGCuQ2T0CsXQFzG+yYfvj1C2lKFsqYCWQhR1KZKv3/HQAdUjb5qPW5K3aRoFO7owCB0N21G+Fof/BjqeroCnCfAkFmVDjJTZddRG0FkTCNV+tBe60nbfWR78bbfdUOYLyatwRLvScsubllw/vl5byqfLHny65MG36758vOjJ23OC6unEpyv2Eqr347bYy9jx7qIdz89Y0SxSvs5Y8vKcrYxKfHbCiaoTTpSfdqTxjAlvzk2l9boBHZc1ebb73zTt+jdNu3+nZstv5K38J7eW/5vLMX/nauTfuBLxN3LjfuVazN85FfITl5b/my93HaAunnfnLClbP57qjZrU79LmfMIQsqOHcjJ+MGdWDSZr2SCyxO4p1Yyzm6dxdYchJzZP4nTKXErPOqF8KtAD0Xy/ZETLcX2+ZE7ky3kzlC92w+s9XeOxhngUj2PpqI6RsY5iVNbxbBWK50JyuRbViw1QGUNJZD9KzbvTbNmTEuef+HrNBl6uQyEO/uYt8jAUKiFFc4q8/cmRTvMWXu6cTsWSHpTN606p899BYKpfbqXzzQ6JqlCKXcCzZNqfioM9RabS8SqVz6etKLD9iSrTHpSaqVESM7DLCSxvAF1FoOv3FN23OISFQue/GQMCIyH2AG/38zl3KS+OzOdj1iI+HV/Ci/T5EgT3PnsJ385Z8/mUCV9PLeKzUGKJNK6dE+koDoYny+kUvpDqGOnqbReyWDE+fCzAeGIHIZRMW1CJw1z8mV+myL2YSNQTNyE5hnoq/nzbaRfOafG+UCgJ9tQT4XTeKHHtIgFP+C4ke0l0/k9W0PpULIqFHFfczGKgMQGeCjy2QGGv7CoMYn9VFY6iOrTLtCgMZLVCzRaOoiQY5UMv2h44oywL4N11R25v1SM3xYDKY4upOGQskwrzdk6jYI8hd1ImS0T08TVTyVimRU78SMpE7OZFG6oPzpF5CPe2zub65llkJehzbq0h+bsXcHyF2Alokxavx0ExGVk1kaspRuwP0WBPqDpbA8exLURD3gDEOGhbiA6b/TRICtCROwCRAZAcPFEWgE3+emwLn8FWYd4KMZQ5AEmBU9nsP5WNvpNZ763HWg9NljmPZJ2HBmuEY9hVg6SgqWzwnchKV03WeOiw3GkCK100WOehyxb/qSR66rE1UMjoBYlU4KM1ibMfLXOJRcawUBcFmw3Hb/Fg+QQsGYaP8RDUDkdpcShcnaNRmmTG6ZAWrkF6jAFrXUZhN+M/LJ4xgCVzR7B41nAWThnOEsMRmEwbhvmMgSyZ/AsuRgNYuqQv0c7DCbYZgp/5MJaaDMfPchRRVkPY79+HVycMqd6vy5GAPpyMH0fxXkO+X7Xke649J+LVSfEQSTuGbPGczGYXfdIiZ1J+OpjcI+5cOujJhd3OXNnrzmXxHPDi6gFfcvf7cWefD3f3e3H/kJfsDgVRsynHlOcnzXlxykLOll+dXsK7C4t5f3ERX65Z0HbLFsUdO7hvh+quOR23jGm/YwpixFPmy4/b5nTcMabj9jw67yyk/Y4xnXnG/Li3gLZ8SzofWqN4YIWyyBlFhTc/Hi3le2mgnM8K05Dq5XqUL9fQ0byatheJ/BBdosgoeHcG1ddbqL7eh8+3UNRs4sddRyhxgQo/XpyypWDrfPK2zuPRUWvaqgV+YDtK4RR9thLlk3ipre5siKe9Ng6FcF8KLX+hC+33bei8bYPyliOdt9xov7OUH/e8+XrXk8+5HnzJXcq3W758yfXh41UvPl/1kvz+D1cd+XLDiW+37fmUa82bKza8ueTEu0tuvDznxKuLdrw4a8aLk4t5e9qKt+dEzKMtT86b8z53IR8va9Oeq07bBXWe7foPDan/pib5dx6s+53c+L9xLfavXIv9D5cj/83pwL9wJerfXIz8KznBP3Fx5S98vecI9fF8umBLzWYdajboUJ2sy7moAZyOH8KpFUM4EjeIg7GDOZQwgaNrZ3AueSpZq4azJ7QPyQEDyM+2QCXm9w1xfL1kxPcTE/mUNZkft93h7SE6nqXSLmbPYtRQFyPTtoQUURx2gvYpmDwK4QB+sZ7Wq06UevwPxSZqNFh04+Xa0V3mpSaBatgoeUBiDs6LJBQvt6EQWO3nqfAyiRfbJ1Nvoka1cS/yzP9E+zUfeL2VtjdbUYqu+dkWlM2bUYjD/HkynU0pXQWiehllIYMpm9+NkoVq5Dv8Ee6LnONNqCT2QczZN0s2keiqRSeuEnTRBoGJWC93EQga7IMI3uaYy/zgDzkmvM5YKAvApxPmfDxhzrtMYz5kzONj+myqkifw8Yq9PGiVDSL8Ruy7YmmtF0E36yQ3iobN0Cj2G4J/tE5KZtsKguU8X+wlxM1EIZha4sAXH/t0M6qmDSCeuhW8zjahfrMOT7Ya8kMsz4XEtlHwl7puGwK93SEAekLhJH52amP4fM2FF+lL6CwIlYVJiBeUtdG0PQqiozyYzsog6TcQ41e5TC6PRFUciPKRH50lIlgpjLIj8zm+fAwPd8+m5qgpFQcWSirBgx1TuL/VkJMr9Di+cgpZy7S4lTKJdxeteHfOjOc5i6lNM5YwuZMJmpxaqc/xeE1ubJzCjaQZpEVqkBajS+bKiRyJ1+TcphlkrZjM3lAtdokM4RAdkgMmsMV/AilB2mz2F3kAmmzw1WKDr7a8AYjxT1KgAUlBU+SBnxpiSFLARBIFMtpHn02+E1nvKXID1NkWqsfeqGnsDJnMjkAddgXpsSvYgCRvTbYHTSLZT491bhPY4KnNpqX6rHHRYNNSPTZ4aLNe5Ae4abHCSYMo6zGEmY2SxjH/RcMIWDSMpfMG4Dp3MEaav6C2P0SPvSGapEXpyD/kgZCxpIXrsNZxJLZT/8mSyb9jPmsItgtGYzZ7OGazh2IybRB2c7tsxX4mY/BZOBDvhX3xNxmIv8kIlpqMxMdGONX6sdXtNwpTx3J/8xjORvXlQmx/CZX6fsWWr9ddORGvRbLbeFK8JrLN25CNzlocjZ1F1flIbh3x48o+P67u8ebyLg8u7HTj9E5XLh3w4eYRf+6keXP3sDd3DvlyeaczN/Y4cnevDcXHXCg86EDpQScqjgrsgOhmbXh2xpTnZ0z5fM2WVgmNM6fzvilttxfLeMMfuaZ8vTSXlstzaLs6H9VdSzpvL6HtthEd90WhWEL7XQs686xpu2+NonIp7cXuUlOvqAumtdJPLo5VzXF0PotG8WIdypepKF9spe3ZZtpebuW7AM69Poyyejnf79jSWeiAstSdZyctyU8xkkTQ0kPmtFeukUiHjuZ1dDYLJICYocZKZ6WyJhxleaCMU2y5bUHbHUvab1rTecuR9puufLvqzLfrrnzJdeHdNUfeXnfi9WVnPt/05vsdPz7nuvPttptkJn255cCHa1a8v27Li8t2vLjgxIvTTjzPceDNOXtenTfn3UURzm7Bh0ti1GZC0/FZtD5czPeb+rRdHMenzOE8Tv039an9uLeqD5cT+nFrVV9y4/7J+dB/kB34T3IC/sG50L9zPvwvZAX14mz8P/lyz1nmFH+8YEfVJi2eJBtQt0WP3OVDOJ0wmJyE4ewKGsj+8MEcWzGe/ct0ObRsAvtCB7I/eDDJfv24c3QxNAuOTnyXEzhbj/cZk2kpDJFxl21PNtJRHyeNSB01UXTWREoNemv9Mjn6EQldAs0sivfbtDnUOfek1q47lWZqvD9kJPcCktcjg2ASoUkscpMlUK7jqSjQO+DVFp7t0Je/pmJhNx6a/cz38+5SmSVGQIrnqajEvkDMzZuS6BCxm82pKMXh/WEHz3cbU7qgp5SQllr+kU8ZpvA6pWvn8GwjnQIVIQ5/sRxuSpIBNV3BMhtof7pFhtd/LY7jZaYZbzMW8eKIEe9zTGUgTOt5W76esuJjzkI+HpvN68OGNKfPluRXcfiKKMr2mija62PoEOiJ51voFFLTxh0onqTKMVNnTThPksZTvvR/eRzVl28nTKFu+X8LgBgBbeZ7YXCXJ6AwiIZl4yi1+yOl9j0psOzOfdv/pW6DAT8KvOG5yDqIR1Efi+pxPDQuo7MgmPqV2jww+xOPlvwPNcHD6SwQiJQYOkqD6SgS+IkgOsXeTRz8dQkyN7mjKoLO8lCUj0LpKAlHVRZNS14wRQcWcH2TAVfX6nF38wxyN03i5iY98rfN5HiCDieWd4XG3902QybC1WcupvzgXJ4et6bswELupEzn8noDriXqU5BqSPWhJVxPnMGxcG2ORKlzMGwsp9dM49S66ezwn8D2QG22BmmT7C9koRqkBImULy15A0j0FWlfeiQFTZTjn00Beqzy0JRxkQIDvVEc5F46rHJTZ5OvAUl+E1nnPp4tvuNJ8dch3noIG93HkuKjRWqAHpu9tWV4zIaleix3VmeFi5YMiQm1GC1BbxGWEyQ6OsJKgzALoRZSx3P+aJxmD8N59nC8FozDceYw7GYMxXzKINQOBulzMEyfI7GTSIvR5lD4BA5H6LA3dDIJ9uNwmyMO9uF4LhrOoumDmDupD2azh2E9ZwxuCzVxmjcK9wUj8V4yAh+TQSxdPABv8+F4WQ4lxmoAaYGDuJTQl7xN4yhPHkFd6lDqd2vw/aI13697c2b5ZLYv1WGH71RSPCey2UWD7JVG1F2K5/ZhP24f8ufWfi+u7nLldKoTJ7Y5cv2gG7kHHLh50IkbB124fsCdW2l+3Drkx9Xd7tzY58WtvV7c2efJ/YNu5B10pDTLRerIHx5YTF2OjexkG3KMeXFuER+vLObbtSW03jCh44Yp7bmLab2+kI5bi+m4vZh28XrTBOVNE1R59nTkO/Hjvg0/7onAcid+5NvTWmRHS4EN34scaStfSnu1L621wbJjVzWukMuvzua1tMr5capU5Xy9ZUP7f7EUT3KsuLVxJve2zKF43xJ+lC6TALLO5jUomoXyQ8xJw+isDERZ4oEq3x5FnghqsaLtrtBJ23UFqd904Nt1R75ed+b7DTfeXXfl072lfMvzpv2hLx0FPrTec+f7LSe+3XLmwxVb3l6ykreBlxdseHbSnNenrPl0ViR+2ctEsbdX7Xh1xYZnpxfw8ZIxr04Z8DF3Ei25urw42Jfne/vRvHcY+Wv6cjqyD6dih3Bp+UBuLO/HiZBfORT4K5mhv3E+/N9cCv8LJ0P/zPmEX/l61w2q4vl40Z6yjepUb9Dk8fbJ3FwzkpzYARyNGMKJhAmcXzmezKjh7AkbyxbfwWz178/+iGFsDRrAvfQlsgCI8djXS/P4lqPPh6xp/CiJgHf7UEiEs5Addh04irouw1KrAJk9WdvVuYol5vN1vEjVpcZUjXrbnpTZ/8yP8y5dRi9xS5DYZjG73y53MuJV8Uy8LaSdKTTvnkLZEjWeWvWiyuaPfDvrLPcPIrtaKQ578XlE99+0iQ5xqDcLTlMyyg87eCfiLU3+TOHcbtycqkb1Bn2JiJALY4mM7ioA4lXeAsSrmM0/FWqwTfLP2VK1lqYMU5oPzeVN5kLeZS/hQ84Svp425/NJc6kG+pQxk485c/l+xxmEckzsQ2oTaKuMpvPJcjoErVRmGKTQ0biVzsYkeUt4t38SVU7deO7USxa5Rzbdado5Q+YjdDyKo27DZIrjh/H9jiNNa8ZTbNyDqoU9qLP+iXqrnymY142rM9R46PI3XuyaiUoU54Y4eBovxQoFvr9xd5oatbN70bTkf7k7rztPkvShWmRUBNEmDIsCF1EnbgQJKCoFYC6GNqESqomgvTQCZUU0ikfhUBVL4wVH0iMHc3GVBgXb53JryxSuJYooyZmy4RTdfVacCJDRpyzNgrMrtTkWPoyiPfMp2b+Au1unSWrBgx2zuZc8jUur9bm2bga3koy4mmgolUU3UubIIrAnRJtdIRNJCRA4aL0uJLSvyP3VIjV4Ikni8PfXlxkBW4ImykIgJPcbfPWlNHS1h7o0hyUFTJI3gI1LDWQB2B0xkVR/XeKsR7DMcTwJDmOJsR1NpNVIwi1GEGM3jgirMQSZjCDYdBRBJqMIMBlFsPk4Qi01CLfRxmfxWBkNKXwBTnNH4jB7OA5zhBlsGNbTB+M0bxhqO33VSfYeT6xNfzb6jGWDxyhibQbJOVOQ+Ujc5vUmyn40LvP6sGT6MBZOH46ZMBTMG4+1kTp2CzRwWDAOZ+PhuC7qh4/5ADyXDMRlwSCizX7jyhpNClL1OBM9mCth/0N9Um8ebxvFtwvmfLrkzpmEKexYqsdW70nsDjBk61Id0pfNpuFSPHcPeXLvkCNXts7nXNJiLu904dJOW+7tMyFvjxH3D5pwI82B62lu3DrsxZ1D3tw7GsSN/T7k7l/K9QNe3D7sxf2jPuQfFQA5F/IOOsiMgaJD1pQeNqfymAWPsxfx+ZolHffsacm1RvnABWWBkJxZoHhoRdttS9pzzem4vgjFLXNU4tDOc6Djnh3t92xou29FZ6ENihJbVOWuUjWkqvSls8KbtgofVLVh8HSFzIeVh01TMsqKKL7fsqXjgSuqYi+e5phzK3EGN9bP5MHORbSVLwMRLvJUzEeDUVR4oip1p/2hI+15VijyrVA8sKHzQdfv/+OuJZ9zTflyy4rv95xloIuyMJjO4nAZ9KIqD0JR6E7rPRtablvx5Zo5b84ultffj5dteXPOkk9Xrfl81ZKWXGd5i/h02YHX56xpOLmIp+cW0XhyOq1iJHZvFp33Dem4psOzXb9TnvQLldtGciGuL1kRAzi9fAynYoZyImoQh0L7k+z7GxkxA7kc14cr0f/iXNQ/ubCib1cBqFkmGf2VyVo075lK/a4pnI8bREZ4f7KiRnAifoRcCmcG9yEjajRH48exPWQgKcH92Bk+mOJT1qier5Wy3ZbL8/hxXJ8POdNpeRQJb3f/N7e36wYgFS7VoouMpe3JCilXVInuX+jZG1fxYsM4KuerUWfVnfrQ3lAUQaeQcTZuoE3EZ4ownaatKF6m0i4UMK+2o3yVKmfer5MNqFqiRp1JN8pNuvNx7xwQHXLzVlTPU+gUnbvwA4jDuzlJLpE7xQL19VY6bgXw0O7vFM3tzv3palSu0pRjJlEAFOLXPU+iQxz4YgktHMPNSXT+9xbQJqIqX2+n7fFGXpyw4nX6fD4cX8LHE2Z8PL6Ib2csZAH4fNyYj5kz+XrJFJUwPYpRTE2c7OQ767pm/wKJLW4cHc3bpMpJILYFPuVJwD9osupO7eJuVC/sRqWJGo2bDOBJIs9SJnNRX426wN9RnDelwuF/qJzfi4r5P/HY/M/UmPSifElPqpf8kbKZ3XkwpxsPXP9N07aJtNxyof2GK/ds/0jVgu7UzelBzcJe5Bt1557NH2k5b4OqLIjWIh86Hgn1XYTMWpBftwA51gvERCwdNdEoagRWIhxVZTgf87y5u30iNUeNeZJlSdkhYwp3G1K4a5YMhslaps6xuPFkxmlxPEGf9IgJpEeM4cFOI7k0zokdKzOGT60U+0h1Dkeokx6tw9lVk7ixZSZF+40pP2ZB9jJ9dgdrsD1Qlx1iVBNiIDHQqcIU5qPZtQD21yM1aKJUAiUHTWRzgDj49djgr8c6b002+AnGvx4bfHXZ7DuJde66rHYdJxfJAia33FGdOEfhDtYg2n6C5P5E244n1l6dcPMxRFgKKNx4wi3GEG2rTriNwEpoE26rQaDleIKthDt4PG4LhuO6YCSOc4dhM2MgVoZ9cZo7CLWNS0XSfF+sp/8VryUDcDfuzxz1n7GYORDz2YMwmf47TosHYju/H0umD8J0xnAsjUZhOW8k5nPHYrtAE2dTTRwWDsHeqB++ZsPxNRuFu/EIIs16czxBk4NBQ0i0/ReXogfyYNmvlCeN5MPZRby76MDZFVPZ7q3HDr/J7PKbRIqnFjmr5tN0fRn5R+25nDqJk+tGc3zNRK6mmpObPI/7GzXI2ziCkv1TeZBuyfUDNvI2cHOvI3cOeXDjkLt8um4Krtw96sXDDF+KxXNsKfmHXChKc6X8mDvFBx0pPyJ8CQ58u+nE81MmvDprwZdbgnsilD8uKEqELd2R1rvmtN9YSKeQi96xof2GhcwcaL9vSWeBAwqhLCp2RFnqKRnnqjKBt/Wjo9QfVU0UNKwCqalej6osmB+3baXCiBJXnmYv4ub6qdzcNIeHe81oLY2GpwLE5Qtlwr9gguqhOapCa9ofWNBWZEt7sT0t+VZ8z7Pix0NbKVlVlHuhqvCDqlCojEJVGoSy2Jv2AjEuMqftjgmfrog8BmO+XFnE16sCk+1Cyw1nvt+25cstW95dd6bpnBNNp2x4ftqU95cW8f7SbD5cmory/jx4MIeOG5P5fkadT1kTaDykzpVVA8mI7E969CBOLBtJZtRI0qLGsDVkEJv9+3IkcgA31wzj5qoBZAT9jbPL+/P1rqv8QX5/wZq67bo0751C4/6pXIgbTE7EUHKihnMo7DeORfzG8ah+nFs1gtOrRrA/chDbwoaxLWQwBSfNUb1YLR3FLRdm0XZcj88nZtEqOsJmIV0Ut6dl0LhCLhUV1VF01MbRKtQ0T9ejEAhmMZqpT+DpqpE8tf6JWrtuVIT3hopouYRvfb6FDqm7FwawrXS+FOlxIms6FQSaOcOSSvs/U2/Zg2qrXpQsUKPU7g98TDfqup0IR3CToLTu6kJ2N29DIT6P3B+kQGkUxd7/pHyRmsRJPEs2kHN2USjEoS8+RpjIVC/ErUAY0LZ07QQaN9AhMouFEuhpslRyfTqxhI8nTfgu8oMvWPL9jAUfjpvyWWQBnDKm9Y6zVP501MTIUZhCuKGFVl+EBzVtpOPJBtqbU+l4sUk2IK8PTqPKridPzHrxZHFP6o17UeL4FzpueqN6FEWp2z8omK3G2/B+vIofRMFCNSrN/0S90y88dvo35dZ/oNyyJ0+s/0L5nF6UzOpG0Tw17hmpUeXfG/J9eLVjKg/ndaPCqDt1i3pSv/AnqahqXD0GSgJpK/JDWS66+yj5tXfWxXXtIoScV0hXH8fSVhUmx0GKsmCoiaT2xGLyd0zmzpZJXN+oT962STzYOZ3sZRPIXqVF1iodslfokR6nw5HwCWREjuPG5mnkbZ/LuVX6nF87jSMxOhyK1yZj5WSOxOlxJFqLtKhxnE+czN3dizgYqcneME12hWqxM0zgH0TQi440hW32EeMgLbYFG0jKZ3KQcAUbkBJkwOYAXTb467A5SJ9EHy2SAvXZHCh2AJNY7ykSw3TYFqJNaqC+XO5u8pssxz2r3XVkYtgKV21ibMex3FmbWDt14hw0iLPXJNJmPPHOOkTaqRNoMZpA87H4mY4m0HICPqZjJRpCjO2tDPthO6MfbvOGoLbKeSg+i37HfNo/sJrxC/aze2Ni+CvG0/qzaPoATGcPxmz2QMznDMJ81kBMpg1kybQBmM0chNW8rqgx2wUjsF3QH8cFg1i6aJRMnvdeNJJQs8HEWvcl1qYPkZa9SXH9jRPBvbkWN5A3p4x5f8GZ86tnsct/EvvDZrDTfyJbvXQ4k7iYZ7kxnN44iRMrh5Id35uM+NFc2TiDU+FDuRbbm5KkQVTsGUPRfn3y9s/lhkC17nfi7hEv7h3z4m6aB7f2u8vsgOu77blzwJmCox4UZ7hTfnwpeQftKTziRMkxN0qOOFCaZsbrS858vOJIs9BKn17MV+EPKHWno8KTznIfFGX+dBR50Hbfkc48N9ruOPLjphVttyzouG9Ne54trfet6Sxyg4pQOkuW0lHkhKLEUwa/txcHohBoXIHRLfGkXYyQ8pzpvOfMsxwTrolIus0zeLDLmJZCwVz3obPUmh/359B6dxYtd+bR9sCEr/dMaCtzQFnrRXuZO8oqP6gXM9MglEIlUeqDqtyfjmJPFEWOtN4zp+XWEr7fWMSPGwtpu7kQRZ4p7fcs+XbLlveX7flw3Y3X11x4fN6B8lOOlB7v4u8L13TzUW0e7xtO9a6B1O4bxOvsCdTvGUbemn+Tn9iH3LUDSI8awNHY4ZxYI2z0Q0mLGklq4GBSI4aRGjyA/UG/cmXVMC6sHMy+wH9ycuVgvt51gsow3p8zo267Dk17p9CwZzIXYgeSFdGHkwmDOBLXl70Rv3EoYgCHw/txKmEQR6OGsjVwOJu8+3I3cwmdzUI2GELnZSPaMvX4mD1dcumFgapDHBDPVqB4skIuFoW0sF3MkJ+upfOpYO508XwEgrk+YRjVFj144v4HKqP7Q0UEipeJdIo9jpj1P98mA2U6hPlLyD+bN/Hh2GIqXf9CrXV3mpz/yGOHP1Nt3pMaMzUeu/7Mi92GqBrXdhULYRxrSqb1adcSWIyGVK+2Qkk4j3z+SaVJdx7MU6M5dXJXAZDSU3EDSJaHvNgnSWe6cBg3b0Yl1EiimRCf++VOvl735n3WIj6fEYtfM1rOWfL5pCmfT4nXxXw8swSFWJY+FoqfGNqqBbRtJYgbxtON8lYhyaSvt0upZ8fDIOqCf6HOtDuN5j1otOxBg3UvnqyaIANuWk5ay3HPY6ufaEsYRrH5z9wy7cGXLGPpRfl22ZFvR41o8v03NQu7U2r0E6XGP1Fm1JOS6d24P7cbH4/NR3HPkxLPf1MyX43Kud0on9ONRwt6kW/xB36cs4LHcXJkKtLFFAIVIUQQQslVLRLtEuh8LMxrsSjFjqciBOpi+HDbg3MrxnIybgzH48bIMPmbSZPJSdAmc4U22St1yVqpR87KSeQs15fkz8vrJ5G3w4j8XQslAO5wpCb7ozQ5FKdNxoqJHInV5vxmQy6lzGZ/hDq7Q9TZE6bHrjCxAB4ji8DOMB22BonuXahyxNxe7Aa02BFmwL5oQ7aFiGKgwwYf4RIWRrGuMZGQim70ESOgiWxYqsGeSD15m5BLXl99Vrups8Zdg2UO42QEpJB7xtqPJ8FFlyg7DcKsJxBhq0mA6WiCLMYRYDEWr4XD8Vo4Ej/TCTjPE2OfATjNG4GDAMLNHIzrnMGorXQeTKD5IOzm9MHK8DesDXtjMqUPCw0Hsni6uAEMxGLWMBZNHchiQ1EABmA2fQDGBr9jMn0wi6aJ4jAE6wVDcFw4FKf5I/AS22aT3/FfMgAf48EEW43GY1FfPOf8kbUW/8upkAHSnfjprCPnV05nd8BEtvtPJGWpLls8NTm9YQEvb0dxar0eR8MHkhb0C4eC+5EWNois0N85H/sreYl9qdw2lLr9mhI4ViAWNbtMuX3AnrwjHtw77MqDIy7kH3bi/iFHru+04Op2C3L32JB32Jk7B+y5uc+Ge4ftuX/EgZu7zSk8IKiVtnL08emKJR9vWNHywAllhTed5b50iAzfyggUotuoCKfjURhtBf50FHjz477YC9jz7a4NX+85oCzzQ1m8lM4CZ9oeONJR5Ca9BJ2PvOms8Ecl3r/vQPs9VxT3XHl+2po7KbO5t2UuhTuMaLnnjKLcgVZRAAoX86PQlNYiW1S1PqieBNNZ642qPgAeB0NlAK0PPPkgeD2XrHlxwUwqbNofOvAj34xvtxbQcmcRHXnmKPOtpRP6201r3l62pvm8PVVZltSddqP6pCdlJ3wpyvGlMNuR+lOLeHdmKkWJf6dw7d+5u+xf5Mb/mxvLfyN3WX9ORfzO8eg+ZET05XDkEA7FjSV9uTpHY0aSFjeK7cGD2Rc1ir3hg8mJG8QlMdtfMYLU4F84vnY4X4QaqzKAzxdNebJLn2d7p/Nk3wzOxA7mRNxgTi0bzNHYARxJGEra8tHsCRtMduwg0iMHcTByHCn+Q7ibZYLqpejug/lxegatR3T4dmIO7RVRcoGrkm5fYUASssIEqXUXRiqBWuh4tk6GrIhCIdKr6lePodRcjXqnHpSF9IayCBTP18plp6IpWRrxRBeuer1dhsS8ODSfxz5/lwd/o013ntj04IndH6g06yVx0S+tu1Nh3YsXWyeiEujnl5uki7tN5DW82C7HSbzZDvlBVC/9B2WLunN/jhpPUybKJbAoMqIAiANeyi9FQfhvUZAy0aaNEhKnfJUisx5en3PlffZi3mQvlPLSlnNWchH89YyNHAd9vmgtuVCK+kg6HsfIub+IqhQ47fbmTXQItlFzKrxIlrwjAZMrc1Dj8eJuNJh0p8qsGwWWavLzCWxExYpRFC7oxmvPv/DR5zduTFajboMGPPDkybqRlIf05mnkEBoc/0rJTDWK5vSiesn/UDqnFwWTu3F3qhp5bv+CRyHSvVy4pCeVc7pTMacnpbN/4t5MNR6vVZewRiEHFVwr4dzuQnp3PWIcJB3GIopTqIZE4phQDpUEc3/bNM4uFxRQHekBOLtKm+x4XTIE/kE4gJfrckw4f1dPJD1eMIK05Mfc3TqL/J3zuLZpKpmx6qSFjyYjegJXt8zi7t4lZCyfyIHoiTIDeGfYJHYJI22sAbvCtUnxH8e2QOEN0GaPoIFGGkhvQHKAOnujDDgQO4UdAhQXIBzEE9kWMkWOibYE6LLZx4BNSw1Y4zKSXRGi+Ewizmow6z0nyPSw1c6jWWY7lCizgcRZDSPGciirnMbLPUGM5XBWOakTbzOKVc5axFqPYZmDKBhaRFuNI8xsDCFmQp4/Bh9hEjMeicvsgail+I7Gb3FvHOcOxGraQGzEoT+pP4snD8J40iDMpg3FzHAwiyYPYsm0oVjMHozNvMGYTeuHiWE/Fk4dwKJpQ1g4dRA2RiNwEOkzRv2IcuiPj8lAXIyGSQOC+8K+RFn3I9HuVy7HjePNsXm8zTbndMIkkj21SPY2IMVLn22+epIk2pQbQkaCOsfCRnAkaACHg/uxx/8XDgT9QlZkb85H/0b+uoE0H5lIU858Sg7M4db2mZxLnMK9fRYUp1lSljafsmNGVGYuoirThLJjltzZa8GtvQ7cFLcDuUC2J/egPXnHPLi7x47CfRY8P+3Im0tiHOLMt/tufBXdfuFSOoUaoSyEHwIfXRaCUiyjKhPoEAH0pcEoygK6YhUfCa6+6L696cj3lBr9tvv2tBc4SdOWUA11PnSn/baTNGwp7jhTn2FG7qa53E6cTckOI77cdKSz3B1FrQ/Kx97QIG4EYXQ2REqV0Q+xWxAegGI3Plw14/lxY54fN+HFSXOenlzMm6tmtBY60JJnIeWr7Q9s+HbHho+5Vrw4b0bjKWvqchyoynLjUYYrjzJFzkIARTlh3Ev3426aDc2XTOC+MY37h3Ar+m/ciP2Fc5H/ISPo35yKHkFOzBj2Bw7kUNhgOZs/FK/JgWgNdocM52DMSA7FjuBA2GDSIoeQGTuEzPhh7Isawib/X8leM4wvd22hKoBP55dQt1Wb5n0zeHpgJlkRgjHVh5PLRnFutToZ8UM5FDeEgzGjyIgbzrGYwRyKHs3WwGHkZZvDSxHrGErLyem0HNTmS/ZsWkXc5osNXYtOYW6qiZM4YmXD8i4zlTz8xdKza/Qhoh5fbJ9EtV0Pys3UqHT/J8o73nS+WE2HwCQ0C/VPahcT6nkyTfuNuGPZnRr7HtTbd+OZY0+anX+i0amXvA002nWnerEaDWY/USwgcZGD+PEgUEpGhQ9ABtI3bUPxdgffzjtR6/A/FM/rRomJGq8PzpNL4C4ZqDCficO/qwAI/b1YJgtvgKpZyEHXSFOWyLN+f9GdNxnGvM9Zwrfz9rResKPlvB3fLzjw6dQSvt92lQepuAEIX4RAmnQ8T0TxcjNKoet/Lmb/XWFCqtplVKwYxBOPHjyz6E6DWS8qbXtSHdYX1SOBiI7gYdhv1Dj/gdcef6bB6k8ULP4jHZccebluvOQilc1VI89QjcLpapSLEY/xzzya04uKuT/Lp3h2Ly5PUePZdkOojaDCv0/Xx87sIYvAw2ndyHP4Gy13vaRaSCmMavVdCW4I2qjcB8RDtTD3iXGWuF2Ho5LhMxFUZ5hwdoVA2QgiqLo0eeWs0OfE8klkxQljqzaH4zQ5ulyf7LWTOL5an9Or9aWT+PpmIf+cyu0tU8ndMJn8HfO4mTKDYzGaHIk1YFuwCGcRh/4UtoVokbHKUBJCD4SrcyRWnwOROqT4jGJ74Hj2R+iwL1xbPmc2GrE3Qo+NS9XZ6KVFir8BKYEGJC5VZ4OXDpuWiq5/PEdWGJKWMI1NSzVIDdRjf/Q09kRMYU/YFLYH6LEjYGJXSIynJhvdJrBFBMy4jmeTuwZJnpqsth9NjOlgVtmPJ85yJDHmIwhZNAS/+QMJMB6K66z+WE/pjdr5VdMJMf4P1oa/S3nnoqkDZJe/ZMoAFk8ejMnU4VhMH4nptCHyNmA1eyCORoOwmdkb6xl9sZw5RBYG48mDsBDyotnDcJw7CNeFA3FdMhwP01E4zPqVcIv+pC4dRaLVP0gPHsirjHm8zTHjVNxkktx02OprSLLXRFK8dTm9fi4NF305EjOO/UFDORI6hGPhg9kf0If9/n1JC+pPZlA/zkb2oXz3eJ5lT6XyoAGP9k3l2noNCndN40XmTD5kafHulCafLxrw7dIUvl6YyZOc+eQftOb6Pncu73Ym96ALNw84ceeAEzd2WlF42JHCQzaUHLOi9rQTtWccqcg2p+mCI9/vLKXzoT8teV605Iv0ogB+FATQUhhM26Mwvj3wp61IkDZFeIYPHYV+dBT4onzgQ/s9dwmba33oTkeRd1fsYq69lG4KnvzjdDOur59N7mpDKg8Y014chKoxFpoFP90PVY2nXARTF0RnlQ+tRQ605lnw+fI83p2aQ3PGXJ5lLeb5OUve37Sns2IpykoPaTRrf+DCu+sOPD3vQN0pWyqyLGTUZs1xX4rSPCjN8pGH/8P0YO6mB3Anw5PibGcazizgcaY2F+P+wQnff3Ax8l9cXfU7xyJ6cyhkGIcjxnEkWoO0WHUOJ+hwME6f3eFaHIzR4kD0GA7GDONo7BAy4oZxMHo4KUED2BU5gh1BAzizdhTf7ztAZRCfzphRk6xF4y59mvZP4VTscLb69ZUjpczYYZxZM5rjK4ZyLHooByMHczhuFHvCh5EaMICHmYvhxQp4HMr3U4Z836fJx7Tp/CgNlo5acTCIDlIsDyWJ8vEy2h8LBMQqFCK79qnIARbL2BRe7ZtBlV136QSusPwDX3JMUbxahULweJ4K8NoO6Tl4IkJTXP5EtWk3yizUqAn9D993G1C39M/Uu/WizrEXrxIGU+77L0oXd6PMuAd35qlRGdyfb1c95HJY+AKQoLqdPN81h7L5apQs6E6R7R9oveAEr8XYSXT7yTL8Rfk8tQsqJxVBm6Qqqf3JajqeiB2DUCQl81VkN2cs4vtpK76cs5FpYN/PO/JdYFdOGtMi6LOPE1CJ2EYh/2xeQ8fLTajEXkGOpZLpeL0NxesU2q658sj5D1SZq/Hc7idqLHpw37I7rw8uQHHbVxrMXuw0oM73TzS49iJ/SXe+bjPk685pPDLrRfWCn2SnXzKnO9ULREffjcpFP1GxqBflxj9RPKcnhdN6cm9Sd+7Y/4O2okC+ZCzhwcIeVM7pQcWCXtyb2o1rM9R4vnM2SCOfOOgFD0k4ildKcJyInVQJxLcY/1R3EW+V1WFyD/D0jA3nV2nLXIAzK7U5LXDQIt9XzP3jdEkXGegCArdiMmc2zJB7xuMrJnFi1SSJi0iP0SIzdgLXk6bx7KwbBfsXcXKlHkfj9dgXqSe7/B0h2uyN0Ob0eoHCn8WZFXpkxmpyYf0MchImkh2vz42UhVzfsoCza6dzYeNsDkTokOStxTqhAPJQZ62XBuu8tUgUCWHeumz00iTZX4TC6LPJW4uNnuL3mcIWP202eguNv4ZUaK501iTSYjhRViOJshRa/6GEWQil0BjCLEax1Kg//ouGEm0tVETaOBn+iu2U33GYPRTbmUOxMhyI2tEQbVbYDMfTeDhGBr9jLArAjIGYzhjE4imDWGw4FNNZIzCa3BfzmYOxE+Oe6b1xmNMXR6MBOMwfgtnMgSyZ3hfr2f1wNR6Ej8kw3BcNwdN0BB4mw/BY0JcIiwHEmPyHWOM/c8BvEE3HjHiVZcqpmIlsdtVhZ8AsUrwms8VDkzOJs3l8zpX0uFEcCh3MgYB+pAUP4ljYUA74/0ZaYF/SA/tx1PfvkinTdGQCDXtHUJk6hILE/tTvnUDj3qF8yxlJ+zUdOm4b8v2SHj8u6tByYz41x024JYuALTf2WMtx0N0DrtzZ60L+ARdKjjlTdERQSJ0pPuJIabo9Vdn21B93pPGkE++vLeXzbV8+3fHmW56vZOr/KAjmwy0vvtz24f11N95eduT9NWda8335lOvGx1wPvt0T+GUxLnKn464zrddt6LxlT/tNOxozzMldNY1baw0p2TOH1pJgEIybJxF0FNvSencB33Pn0pZnjqpE8E+c+X55Dt/PzeDbufm8Py92A060VXihqBWFwkvuIt5esuPJSVtqT9hSfcKV0mwnSnOc5B6kNCuAgnQfCrJ9KMjxp/B4KIUnI8jL8uZBmg1F+6dzK3Eo2f7/y82EgVyK/o3cdWPJjBrLdt9h7Akdz4EoXQ4nCIiggXx2R2hxUHZWEzgUNYK0qMFkxw3hcOwQtoYNZG/MKHYH9ef0qmF8vm0jYV5vcxbxZLs+zfsm07jXkOPRI9gdPpTMVWM5HDWYzIQRHIseRHr0UPaEDWBf5BB2hQxhV+hQHmYao2oWsLEQPmcb8OOAJh8PT+Fbvic8W0OnzKMNkdC59jrBuRH0T0G0FJ1zosQVCFmumNF/PW1FqfNPVFh345GpGs3JE0FEMopDUix9n6yjaYc+983VqDbrISWj1QG/0XLfG/K8qfX7G0+de1Bh1k2qgFpvePA4YohcaFYYd6fIWI0ix7/y7qSVHAfJ5fDjtdTFj6HcuDt1Nn+gwPPvqArCu4rOK+G2FTcB4Qno8hEINIOQkgo0iHADdzSsl36D79VreJ5jwafMxXw9bcHH0xZ8FolgZ+34cMaa9ycX0Sqw509XSQ6PODzFDUhwe3gqiJ5ClbSFztdiv5HE8yR9+edrsPmJeoseUvlT5vsPVAUhvEqayOOogaiu2NJ+fhHf9ujyIUmDz1snUmb1M+ULulEyswfFM7pTKcY+83tSPr8Hj4TXYcFPPJjZg4dzf+K+YTeKZvTiwkQ1HidOg7JoakIG8GCaGiVzelA87yfuT+/Bbcu/oSwMQSXGPPUCLy2ooiJjYHkXaE50/yJlrDKMDuEQromAx7G8ve7K2eXqUrZ5frU+J1eJmf9E0hN0ORInmP6TyFyuT3qcLtnL9Ti5Wo/cVCPOrJ0i4XAi//dolBbn1k6hNstJsq9OrhK0BME6m8ih2MnsDdflULQ+l7bMJzdlHpmx2tJFfDVlERnxk0mL1id7mSF7Q9RJj58ijWNb/YWBawKJSzVJDtRjo582qzzGs8Z9Amvd1VntPJZ4+xHE2Q4hwWEEsTYjWOk8hhXOQhI6UrqA44W7134CYRYjCDEfTpyDOsFmY/A3GUOo5XgCzcbgITr9BYOJtpvA0YRFbPMxIMJkOLZT+uJiJBbCY1Fb5zKSBMfxuBoPZ8HUfiyY1h+zOYMxnvwLiyf9iuXM/iyZ0ZdF03tjMu137OcOwHn+ALksdhYFYN5AzGf0w2x6HxyMBuI2f4CUjnovGoS/+Ug8Fw3Cz3QI/ov7EWs9mBDjf5Lk1o+mzMV8PmvPmRgDEh3VSfacxHafqWxxV+f4qonUnrQkK34IaWH9OBDQh7TgoWSEDiUt4N+kB/1KTthvnIn8F3dW/krd1oE0pvSnMWkAFWv/RdWm33h9cCgv9v7Gu4yhfDurydP9/Xl1ZDAd16fw+coc6nLmUplpTF3OEoqOmnJzny03dzuRf8iVkqMiWMaGigxXarK8qcx0oyzTkdIMR6qzXWg46cqTs240nnOh+YIrr6568ul2IN/vhdCaF0rb/WA+3/Di/XV3Ptzy5vkFF96K7kwEed/14esNR9pv2dJ6zZy2XEt+3LTjaYYZ9xNncXPlZB7uMKStxB/V4zA6Sz34ljuPH1em8uPyNNpuGKG4J1zUJny+asy3G+a0CEdxZSDU+9Fe4Yyi2o22YhGJacmjNDNKM+wpzrCjMN2ZspylVJzw41GWLyVZgRRk+5KX7cHDEz7czfTl3jF/7h12487uRVxPVCd3ZX/urerNnZW/cCbib2SG9edgiJhzjmVXhDa7Iw3YHzeNQ8umszdGj4MJWnIXcCR+DGkxI+XCNid+EOkJA9ke8iv7ogayO7g3J1cO4NMtCyjz4V3OQpq2T+T1wenU7JjK4ZDBpAYPZn/8GPZFj2Jv2FAORQ3hYJTo/oexN2IIO4OHkOLXl/x0IxTP4lA9Cef78cm0HlTn/T4tvt+yg+fCxBRFZ1UInXURtD6ORinMTo2JKJ5tkDN00YmLcYxcrJZGURT8K48s1ChcqEax739oL46Cd6kSJ9283ZBi624y0KXcqgf1oX35cdMH3iajLAiiIewXXrt1p9pEKHmmylm66lE09SvGyXD4CiM16sx68tDxD7zNWCwP2q83vbhn/TOVC3tQZaVG7bpxqASSWhSn5xtRPN/8/41gEsAmMQsb5GJZhMV3iqyB9/v5VBTD8ywTPp8wk2OgT6eF+sec7+ft+SxQEOetUFZEyjB6gWJQCdxC0zrpkxCIh9Znm2l9sRHlm00oq2JojBpEg8VPPHf+s1RFFdmq8X7/VJT5fpR7/oMyUzUag3vzMUWLL1s0aPD/VSp7SuaoUbugB6WzeshFb+nUblTM6EbVgh4UzutBybyfuT9dFMNeFBn1pHhO1yH/0PZfKG/78C3LhPvGPSia0YPSeT9RNL07d2b34F2GmdzTiDGQUuQlP15Je7XAe8fRLvwAAlctZL4ifF4W/Gje5rpxZZ0+Z5ZrcXalLqekC1iwzrQ5EieWwRPJWjGRbIGHXiZC3kUeQFd05OkVemQLX1SooCQIvtA8rifN42CYOgcjdEhPmMbOYC32hetxMFKX46uncSROX6qCUv3GSEro9iBNdoTokOI7ng3uI0gVeAgfDTYuncB6r3Gs8RzLWq9xbA7UZt3SCaz1nMAat/GscBhFjM0wEhxGES8e+1HE2Q8jxnYQK11ESLxYBI8mymY00bajCbccTqT1aILNRxNiOY4g0xEELBkh8wTcFwzGc24ftvmIvOMlHA6dJouAvWFfbKYNRM1jwa/Yz/4V85l9WThjEDMm/sa8Kb9hOu03rGf8Kjt98+m/snDqPzGe9HdcFg6WXb7n4mE4Gw3EcnofbGYNxmbWIBzmDMJj/jC8jAYQajGccNvR+CwehPfigQSbDyPIpD8es/7GOteBvDktEorcuLhsMqleumzznsIOn8kkuY7j1EoDGk5bcjxhIOmRfcmIHMTRoCEc9O5HVtCvZPr/g3PR/+LG8n/xcM3vNKYOpXZtH2pW9aFi1X+oWPcLtVv6UZv8O5/SRtC88zde7u1HTfK/eH90MFzT48d5fdpuLqDt7mKaL5qQl2ZJUboHBUfdKDjiQEWWI6XH7KnOdqMs3YmiY7YUpttRluNE9Qlnak6Kx0m+CnbP49OuNJ71oPGsG59uBfI9P4TPeUG8veXPi0sevL7iyZur7ry6LEJqbPiRa0nrdTNacwWewo7HaYu5sWIyt9ZMoWDnNFoF6KrKn9ZCJwmma7k6h2/X5tN23xJlsQutBS6SCKoU/JTnq+CJSFTypOW+Hd/vOdF80YGyLDuKjtlTlO5ASbYLJVlu1Jz0pzTdg9JjrjzKcKHgmC35x6y4c8SG3EO23D3sQN5+U/L3TKVktzqVuwbzLmssNTsHUrxjNKdWDGdX4HCSA0ewLVyd/fFT2Rs7jQPLDdkfp8X+uJEciBnM/sgB7A8bSFrEEFkAjq8YRPqygRyO7c++sN85t3YIH2+YoijykC7V5zsm8Wr/dB7vmcmx6NFsDBzKOr+BpAYLdcVoDsaO5siykRxdMZq9kSPZGSR+oPpw/8gcOp8Jhkwsbaen0XpoAp8OaPLp1DxU9VEoxbKzOpSO+jDaBEepcTWqJ/8NYRejGAk12yrZPkJ582THFO4Yq1Fm0p0Su595uXceqseJPE+awiPLXtLsVWKmRk3kQNruB0gTmPLFZigOoyHqd5rdunVlBW8Rt4eu+b2qfhUvtk2l0LQ75Uu6UWvWjRL7P/J8hyFNq8ZSYf0TDVY9qHb7E99vuMJLgVlYT2fzOpQvNqJ6sbkLIyFRzEKe2ZUyphLYhuZkeL+Pb3khvMhY0iX5PGXG1zNWfD1tLdVAH4SUV0DmqkSa1zrJ++8UOPFnq2l7slaa0lqeJ9EqeEivEvl8xZFSr7/Q6Pgzj217UuvQnXzvv9Jxz5sPh+ZQKFAZJj1otvoD1UK6KqB587tTOqsbVfO6Ub+wJ1Wi65/dg+o5vSifoUbD4j9SsehnSub1oGxhLyn7LJrTjYdyNPQz+fPVeLJFDwpDeRTQn+K53agx/gNVc38mb05P6rdPh8aVXWOgxysktlvgztv/zxEsmEECfV4tCn4o1ITx4ZaHzAQ4vUxTFoCceE2yxMG/TJeMFbpkLtcje7k+ZxMnc0pERa6dxK1tszmzSo/LEiVtwKFQDdIitTkcoUlahCZHosX4SNwiDDkYoS/n+ruDx7MnZBw7g8ZLMFxqoDo7w0TAuwG7wyeyNUCbDZ5j2eytzsalGiR6q7PBZwIb/TXYFKApX9d7T2C1+1hWu4xlldMYljmOYZnTWOIdxhDnMIZlzqNY5jyCOIfhxNqJLOAxxNiPJc5xLDH2Ywg1H0GUzXgirEcTajqYoEUDWOmqw2r3icTba7LKbhzbl+pyOHwm653U8ZjVG5e5w1CznfEv7Gb1xnrWIExmDGXOpIEYTRmI8aQ+mE/qje2MQVjNGsrCqf1ZNKk35lP7YWnYT8aLiegxh3lDsZk9AFfjITKYYOmiQSw17k+wxXCCLYcRajWSIPNh+C4eQLD5QAJN+rDRayTPT9ny/aIz5+MNSPHUYYffVHaKPOClmlxYM4XHJ805EvYr6eF9OB4zlIyQIWSHDOF0+ADOhv/OqaD/ITfm7xSu+Y2qzX2pTx5EbdJAHm8bRsn63tyM/w+58eL/DaJyw68UrfsPRYm/Ur3lX7za/wvfjo+i7eosOvJMqM2eTmmmGYVHHXhw2JkHQh6a4SS7/rJj9hQfsenqoDPsKDvuQv25pVSdcKbyhANVpxypO+dCzSlHak67UH/eg8ZL3tSdc5VP02Uv3gn08hUXXl22k/P5FknudKLtti0t18z4cc2SZ0eXcHftDG6tmcpDUQBK/FDUhaAS8s5qH5Ripl8TLKFnUs4o+CyCE9S0ls+PgmXAemehP58EAjvHmposWypyHCk/4SUDVEQBqznpQuH+hRTumUfpwbnc26rH3VQtbqdqk7drBnf3zeL+vqk0HJ/Je3HjuKHP17Oj+Jg5iDcZo7i6pg9HIgayO2go20NHcmi5AYdFNN6yKRxbNYW0FRocShjOvqi+7A75nd1BfTkQMogTy4dzfPkQ0uMGsjvkPyR7/4XT6wbz5Y4lioduvMmcR+NWXZp3TZWZtodCR7DGZwCrfQawJXQ8SYGjSQ4azs6IkeyMHM6OsBFsDxrOrtDBFGQvRPViFapnCXzNnkzbEXW+p2nyeOsY2op8JURP9TiS9uoAOh9HoRLu3ydijCJwDKK7FrgFsUQV8/it/Ljrw0OXP/HY/idqrX6i1PXv1MeNptSsF6+sfuaJjRrlYb/R9iBIjnCEOkclDunycBpX9KfBvSeV9mo0b58sD+qOZ8moXm6XpqmXmQt55PonaRirNulGtVwW/8xrt79SYtWNhnXjUQlgmuj8RTKX6PRfiPFTlxlMMoGEk/hJouQBtdevlZ9bjIAE9O/LGRveHzfhbc5ivpyykAXg8ykLPp4x4/NVgd0QnfM6SRLtEO705rWSNKp4sYXvTQJVIpLO1vL6qBH5Dj1pcv6JBtte0hj3fucMlIUxVAf14YEItl+sxnPbP9Nk+ycqjbtTPq8H5fN6Uja3B4/E3H/hT9Qs/gOP5vakaJYalfN/omz+T9Qs+QMVC7pRbtyTvBnd5CK4esHPlBh1o8jxf2m/4kLLaSsKTXrKInBrihq5Jj/z8YI9NAoF1zKJlhbGPZFCphDAuOooFDVx/80YFoqhEFSVgXy87c7VDfqcW6nD3a1zOLdan0uJhtzdPpfbqWJmP41LQjSyYzb5u41krnDR/vlyAXxpjT7XNk4ne/kkjsTqclh4AGK0ORipITv9Q9G6HIzSYXfIBDkK3RE4mr1hGuwMVmdXmDZ7I/XZFa7L3oiJ7AnVY4vP+P+fCbxJMIJ8JrDBT112/xt8NVm3dDxr3Maw3mM8q527CoCAucXajyHGdiRxjiNZ5jqKeOeRJIgbgK0wfo0mzmkckXZjCBc3AquRxFsMYavfRFY7jSNoUR9Wu6iTEjxd3hACFw8lwmI0vnP74zl3oIyLVHOY0weHuQMwm9qfBQb9mKXfj2lavzNftzeWU/pjotcb0ymDmD+xL6bT+mA65VcWT/oFqxn9sZszGJu5A7Gc1Rtn40G4i3GP2TC8Fg+Uox9fs2EEWQ4nxHIYYVaDibEbRphFf5J8RvLsuAUfTttwPmEiqV467AmcxjYvXVJcRnNu1SQqjizmcFBv9nr9i+zwAeSEDyI7ZACXlo/lQuwwTof25uaKwVyP+Q95K3+leutg8lb+g4otA3m0aSC3V/fnyqpBXEvoT27CQE6H/M7lmEHcW/ELZRv/SttFXdpvzaf13gLeXp5NXdZcStJMKT7mRFGGq+yYC4/aU3LMgdIse0oyrSnKdKAo3ZHas15UnXSh9owTz6648/y6J08vCg29Ew0X3OTyuOGCO40XnXl+yZGPua58ynXm810XFBVCuikciwG03XGg9boFyhs2PD+2hDurDcldLm4As2l91LUD6Hga3zXiaEpA1bQaZfNamTMrfgi+PwriR5GPlH42n7HkxVkH6kU8Y44DdcddqMx24VG6ixxnVWYtoS5rNg2ZhlTs0+BB8hDykwbxMHk4t9YO5ua6EdzcNJp7yYP5dmUSyvtT4K4+HzIG8ubgIJoOjeBUzN85GtGftMjRZK0yIGPVJHLWTuXYCj1Orp/M0eUTOBgzlIPRQ9kXPohU3z7sDh5MWtRQDob2Y7f/f9gd/Cupvv/g7PrhfL9vC8WefD69mKYdBjwXBWDbVA6FjWJj4Eg2hY1mrd9wEv1HsiFgOElBo0gJG01yyChSAoex0fs3HmYvAcFcerqM7yen8e3gGL4cGE/dpqF8znWAJ8vgcQSqukCUteHSjCcPwaaNtMoxizhYhbxTyC67wG6NOyZxVyxvl/Sg2lqogrpTb9GTRvvuVIX+g2/3l8rxjjjcOwTVU8hIa6KpWPY7ZU5q5BsLp+xEEBJT4dx9lio5+rzeIGmrlQG/yPD4Fza9eGbRi6olPcm3+wMfrrjJgPgu5INQ+WxGJXIIhPRTjH9eJKMUJrSnm+h8KpAQm+HjHjobNvD2jC0fT1nw/qQZ74X087Ql38/a8uWsFe9OLObDFSeZONZZv4ZOkScgEu8E5lq6lVMl3E5IQVVNa+Xeqn7VCGpdfqbGUo0y+5/4ctYBGhL5kG7Eh4OTaQjvTaVlL6qtelC8QI1y4148mvczhfN/onLxH6g27knlgp7UW/yFqkU/USqVQL2oW/JHGsz/RJPrv7i/6M9c1FTjlrYa+TN6cHeWGo/Xa8CjIOrXjOWikRp37P/O63RTCQ0UQTFSxSXork+6SKLC0CbyhFU1MagEJ6hCuOZ9oTqAz/fcuZ06hdPLNcnfaSTVPcJjU7Z/PiW7pvNo92yZZV62fy4Pts/g5qZJ1GeacmOjAXdELnDSDLIE/C1BT6rbxOL4QIQGh6K15WG/N1yMgLQ4EKnN3nANDkZ1ve6J0GZPpC77ogU9dBKHoiexL0Lo+rVI/a9JbLOvBuu8xrPOS531SzUkNTTRawKJnuNZ6zaWFULy6TSaGDsxBhrDCrdxJDiPZKX7OOKdxhJtO1biIOIcRai8hsQ/r3fX4MIaI25td+JA3AKClgzBe14ffBcMJNhiLD4mY6Qj2GXuIDwXjsBx3mDUAu00MJ/eh/l6v7JwykBm6PzGDO1/s2RKb+ym98Nq8m9YTvkNR6PBLLUYjcuioZga/o7FjP5YzOyH2czeWM3pg+3cvnibjcLHbJQcDy01G4mn6TB8TIcQZC4O/6HEWg8gzOQ/7AgcxUvRmZy15fLKqezw0Wdf8HT2BU5ll7eY102l7JApRwIHcMSvD2dihnAiog+nogdzJGQwh4OHst9vEGkBAzkXM5RbK4ZQslF0/n0oWteHB6t6cy3hN07H9CEz8D9kBfXjoFcfzkSO4v76YdTuHkjn9cl8vTyFTxf1aL05jXcXZtJw3JjaE/Y8yrKnOMtJZs8+ynSmLMuB8mx7CtNsKct2o/KkM9UnHXlyTihlbGk4ZSUVB42nha7eQWrrP9324pPg7dx1lK7iDzed+HDfjY7qUFQN0agqg+i850T7NXMUuZa8OLqAB+sMub5sEnmps+ioXobqRSLtzWvpfLEWxXPBpBcoiVV8LQnmxVUHGk+Z8Pz0Ep5lLeRx+iKqjy2h/oQN1cdtqTnhQEWmDWVHllCTPp+X54xouTmbTxcMqDswnPIdQyhJGcSjrSPI3ziMW6sHcmNtH8p2DefLeQPacyfzOkudeyv/RdnGQdxZ3ZvsqP+QFj6AI1GjObNOmPREqtI40qJHcHqdNmnRwzkYJRQ/o9gWMIDdIcNI9R/IJq8+7A4ayIGQ/uwN6c2OwN84vWY4X++IArBUcuqfbdfnzYEZ1O6cxLHIMaz3GcFqv2FsCBrLGr+hbAwZyXr/4azyGcLGoNFsDhxOok8f8tIXwfP1qJ4tp+3sTL4fGktLmgZ1GwZTusMABFf+cSSqGn8UVUF0VEZKGqXi2Wran4sRi9DTC9pmUpcr9/V2OkvjKfD/lUILNWpthYv1Z+otu9EQ/ittD5bCaxEcn0J7o5BzpoA4iOvjqEscSpldN/LnqlG/UlcujZVP1krchDjQxdfJx638yFhCvXVPmqx7Um/WjUKLHjRumQQSvSw8BimoBCriaRc5VALaxPMyWcpQFa+64IK83gmf9tHyKJaPsvs349MZSz6cNJUqnY+nxNvmfDhlyqdrLtCwTprfJB7j2ZquQBnBN3qaiuppCopnAjS3DprWoioJ5sOB6VRG/MaLPQZQGUvrTT++5JjQft0C1R17mpM0+LhnKk/XqlNg+SeKZnWndH5Puc+omCucvT0oXfwT5UY9qZ7dnUqjXpQb9aJywR+od/gHiq2Teew3gHO6alzRVqNg5k/csPsDLXkCVuhK495ZdN5YCjWxdFZHShWXWPyKFLEOmV0g8gKWSWqooiKsy59TKZzDgjHlx+vr9pxfq8nJZerk7zLi/GpdbiYJuJsRlftmUrB1CvnJUynYMZ2bm/S5lTSFirRFXF2vx/kVmlzdMLVrT7B6CrvDxnMwVocDkVoSAS3C4PeHi/f1OSwWwtEGHIzWYW+EphRC7I3WZX+MuAVosVsufsezI1g4hrvC4pN81FnvMVZ6AAS+eYu/gTSArfcYR6LnOHkbWOk8muUuY1npqsEK17Esdxkpm+goGzHuGUO8xESMJ9p+HAEmw1jnpsmlDUvYHz6VGJvRBJqNxG/xMPxNRuE6b5CU5HssGYf9vBFYzRyA47xBqFnP6oOpYR8WTOyN8dRBzJvYm9m6/8RqZl+5QHCZ2weXeb/iYz4Y+3n95FLYauYQFk/uh8n0AVjMGoj9/CE4zB8obxKO8wbiZjwM98XDcDQegOvCfoRYDSPUtC/RZr8Tsfgf7AkYRrMwrJyw4MKySez0NWCn/2T2BRmyzUODsyunU5dhT3bESLKCB3J95SguJwzkwvLhHAgfTorfcNa6DGPL0nEcDB5LRsBArkcP4uHKATxc0Z/i9YMp2jyW87FDuBAziNPh/Tnq35szcSO4tnoQFbuG8/64Bl/P6PIqcxRfzmvz+eIUvl435tmZxZSmm1KS6UD5CTfKclwoPmZHebojVeku1J5wo+6Mk5RTNp2z4/UlB95dtOWlsNxftqPlliutd9zoeOBJ+0MXWoUMs2gpbaWh/KiKQSHGN43LUFUE0nbLBuUNK1S3rHl5dB4P1k3i5sqp5G8z4kdZPLwW3JdE2hqX87UilM8F3ny858Kz82bUZBhTm76Ix1lm1GWZUJdtQvmxhdSdsqYqx5zHp6x4dtGKzzdM+XBpFh8uTKXjxnRarkzl6ZEJlKQOojBlMPlbhnJ3wxAebBnOsxw9mrKncDtxKI2Zk7ifNI5jvr+QHdKX49H9yIofzoGIoZLOmRk7ihPLxpAZO5jM+IFkCdNW1IAu5VbUaLZ49yXVvz/r3H9llVtvtvgMYH/IIPaHDWBPSB8uJI6Ri1pFnitvM+fQvHMiH9Jm07B7EodChrDKYzCrxd+z3wg2Bo9ks7gVBI1ghfdg1vqPYI33INZ69yXv6EJUTWtQCpzxmen8SBvLt0MTqF7Tn2thvWl7EACNsSgq/Wgt9unCBYjFcGM8bU/FGEQceBukq1ZiF5pFrsMO3l92Jc/jz9IYVmvaQ3Jw6kL70p4fLE1ggtQqnMGq5h3QmCxxyQ0bRvDEsbt09D5erSkXxyIpS47rXm6QB/CbbEfKvPvw2Opnmuz/QoGxGiXhA+iojJfZAcIboGpM+a/pTOwmBHk0WQLopBns5VY6XohufauEwPF6G2+uufP+lKW8AXw+I7J/LeUu4MMZSz4LBdBxU96ds0VVsxLFk/W0yzSxROlvUD4VLCRB9ExC0biJdkFHfSrQzSvg2fL/R9RfR3W9tt36sKvu+9nP3vupe4UtSHeDYHcjiNhYhIAgKmCBpHRjd3dgd3dLd9itgEHD8Rvnxdrv+8dnoCzHIr9XzHPOY9Is1NDCAL7sGU3xzN/JHvMTT+b9F2TPhQfufDnuAo8DeLt1BHdH/ETR6N8oc/yN0nG/KStnzthflTxUNe7fyR7yEw8H/syj/r+QN+Z/8T3RHA4MpmppN67278CDfh2oDOhG811vlVVQtZBK05fBrkg7K2gukhIZqayUHgNhGYn0s5gmoYXKk+1L/cPZtOXO4+WpSVxO6c2JaGvurh/B5ZQ+nIg059H6IQoRcXPVQO6tG6F6g88l9eZ4jC3XVg/hYop0odtwMXUIhwQDEebA3si+bJMTfrAlW4Os2BZoza4l9mxdLB3BtmxbZs8mOf0vtmTjYivWL7Zi6/JebF4qFk5z1i+0YO1CSzLmm7NqgSWZ/mas8rcgXTqD54n/X24G1iR4GZPiY0qKr9wEjIicoUfETCNWuOkQNUef0Oli69QjZKpIQ+0y0JLJhu2MfydtQibpE+lmQug0I+Y79cTbsSe+Lga4j9HGy1EP99H6TBnUk+lDtZgzRocOXqN6MHlgF8b17cHYvloMt+vCSLGDOnTCdZAm00doMW14F9xGiPVTFnh9XAdq4ejQg3H9ejJhkMwINJk5RpupQ7szbYgGUwd1Z8qgv5gxojMejtI+o8V8x84Ej/uTcNc/2bZAl+d7x/DukCsnJFThY9POApovcwB7TsQMpfSAm7ID7l/YjVMhPbgc0ZOjy3qwbkFPUv1MifG0UWyMND8LMj26KXnozLLuXIvW4W6yAVeTzMiKMOZEhDbnI7U5HabNgcU9OBamxdP1duSsMqZkgwlFm00o3GTCk8yevD9uz7sTgyk7ME71CBcdmUOODIP3zyZ3zxyK9s+i+OBUKo9N4/WZaXy8MJkfQuC8PoXvVyfRel8Wf6FszqLhgQ+t+QE05/spDpC4F3guRR4r24sunvrRcHUqLVcn0XzFVbHbr0facSV6AA/WjqIpO5SGglB+PA3m3Q0PKk668uKUCy+Oj+XFyfGUHR1P6UGB2TlTsN+ZvAPjKDgyibyD0yg6KN3IY3h3Zgy1l4dSd3kIn4/14cNBO97u60XeKn2ux3Tm6XoDrid141ZqN94c782PG2Mo2NWXfYs12b6gO9sW9mBjgAabA3XVwr0rRJvtyzXYE6GpFv6jYdocCe/BsWgNDkd0Z/8KTbYFabDWvzupPl1I8+tCtPu/iJjblZVz/mJjQDf2huiwOagrh8M0+H51Km135vDl0EjebOrDu82DKF3bn93BRsR69yRugTYJ83VJDzYmY7EJKQsMSFygT7SvBrG+miT5a3Bnx6h2HbhsCfUn+vN9mz4/dphTmtCTc57/wbOdI6FimZqfiB20pSCIttJgNRRuLJdcQLQqOhc0hEgrqgBFGPiv03izfwL3p/1TuXrKxwmu+Reeuv8XbzYOUrZfkYsE5qaGslWRvFhtRuX0DpQ4/0RVpJ6qWOSjuHYi+SiD1eXm3HD8NzXwzHH9J9dG/sQ9r4403wtSTWN1byTotYoWKRUSgugr6RJY1d4b8EbQ4HITkPevgbeb4NN26vIjqNjvyLsjrtSems7XE1P4csSFT0ddqD0tEtA0Ph504b0wkwrCFEFUbiPNL5KUBbTpWVJ7B4A0flUkKOS1dA40vxJ5TDavRL5ddOOe2z8pcfpVOZnKwnvScGAElfN+58nEf1K8XIemy+682jKM0mBtisf/kyqnf5IjcLfRv1A2/Gdej/tf5AzswMOBHbjf/2dyh/8bBc6/8mFpZ9hmx+dILUpdfqFy9n8rJ5D0ADSWLqW+aLEKXjZmByl3UlNhqMJ7NEupfNFyKFmmFv+m7Pm0Zc+n9ZEPTQ/daX3qQ8kBR7LCzcgKt+bm6qFcSu5DVpgZ5xPtOR5tyYkYW04n9OVIdC/2h1tyMNKSw1G2HIkUZLQdZ+IHsjfETjUkyhxg+xIrNi0yYXOAEdsWGLN5viHbgszYKgt/kDnrFxixxl+fLUss2LTYnHWLTFgz34Ati82VdXTdAmMy/Y3J9DNk3XwDDkYNIM3HhBRv83a/v4TDfExJ9TZidYAFq+dbETNTlzh3uRWYEOdlSMQMHdWzEjpdNgUTlk7WJ3iiLkumGLNgvB4+YzQIcNZmkYuu2hgCnPWYN94Qf1cLPMca4DVWF58xWswa0pXZIgFFetiqFLBjPw2GOWgwxLYTY/p2V393HqCDU7/uTBjYiRnDOjNnVA/cx0iXZA9c+msxfoA8PZgyrAfThndXO8qsEbpMH9iNuSO7MntYRzzHaeE1VgPvUZ0IGteR0PF/sNlfm+d7RvN2/wSyltqpQpg0abbxdGBTQH9Oxg8jd/cEDi/vyckVMvjtxJnFnTmwoDOrfTVJ8TEmaV4voqU8wceSFD9T1i2wYK2vEVsWGLAtSIcDEdbsDLXlaJwdl5LtuJlkyblILbJCu3ImWo+spd25EmPA5XhTzoVp8ThFl9cHTfh+qT8vjwyi8tAEig9OIf/gFPIOTKP4iOjqrrw46crbsxP4enUKP65P4tsVJ+puuFB3ayL1d2fQmO3Lt0dz+f7UjybhkzyLVY4NqmKVbtlUHkZbRQhNT+fx4+pU6i9MoPXyZN4fGM+t+AFcWjmAm+nCKffg07npfFa3iwk8O+LM86wJvDjuQtUJV0oOuVB6aCJF+10oPjSR4iNTyD8wmfy9kyk9OJE3J8bx7eJIPp3uQ9Uec/JX65Cfqcnj5K7cTejK/RQtnq415HaSBvfSuvM2y4r3px24mCg2z87sWa7P7uV6rA7oztpFOmxbqq9SuFmRupyIMSQrUp+sSB2OR2txOKwrh8K6s2+5BtsCZQPQIMNPgyTvzsR6dyHEsxMJPl3YGtSdzQv+YpXPf3N0RQ++nneh9cZ0vuwbypsNvXm/aRBFqwewLVCfeD8tkoP1iPfTITlAn+QAbVIDtEkP1idDbgMBesTM7cT5THuaCxZDWRD1xyQHoE/dTguKY3tw1eM/uR+uR2OuP22Vy2krW05bUSAthf405PvRIonRsijVfiWhKpFcRFcXPlCbFJ28SuXzySnkev1fHo/qQJHo246/cMuxA3nzf+dZmjX1F9xozV1CW9FSPq4y4437z7ye9hNVgV1ovTSTNztHUrHSlPvT/p3rQztwd3AHnozuwJVRHbgfqMmPO3KjSFc2TymdaZejpH2svUiGd+sULkIK5WVg3SKn9Zdr4P1Wml9t5NU5D14fduLdETntT6f6iCufD7nwKcuVT8cn8e7gBKqPTOHj8Ym0Fa74G2ktmYJUmv9fXWNlLI3SkSzBsr/7ERqFMyQJ6apEPh115cZ42dh+pnLWf9K4ypai2f+LopEdKB7TgbvT/0nd5dnwIpq2R/PJ8fmD/DE/UzjsV54K5nn4Tzyf9O98CDOkfKkuV4Z04H6fDmT37aBmA+/8/4BN1nwP68ZtgeGtG6ggb81y+s8LpP7pQlrE3lm6nAbpCBAWUFGIwlq0SUdAjjC65tH0UDqD59J8fw5N9z3I2dFe7pIVbseZ2N6cibXjdJQlR8OMOLHSiuNR1hyNtGB/qBmHJSm80oKsSEuOS3YgwoyzK+05sNyarYEm7A+zY/dSIYOasmexsZKHLiT0ZXugHruXm3I4uhfnkgZxIMSGXUssOJM0lONx/RVx9HR8X26vc+Rc0hBVvnUw3I6zyQM4kzqM9QvN1YA40duMlHkWpPmZkTHPmJ0yO1jWlxRPQ1LmmrFmgTW7IwezeVlfomYaEjReg6g5ZqTOl0axvoTPslBOoODJRiycZIKfiwGhs2yImCl1kebKHurjJK5MQwWQC3Y1Vty2Doun6OE27E9cBnZklEMXRtp3Zkzfbozuo4FjP0E+aDBLdQJo4D2uB55O+kwdrqveP324LlOGSi5AE/eRXZnr2JO54wyYMaQH3qO7M2dYJ7yctPGRYcTYLixz7c6y8b+z3keD8p3DeblnHCdX9Gadnz0bAgaw3m8A63ztORIxgOxdLhxc3pMDCztyLVKbG+E6HF/Ujd2LerLKR49kHxOi55oQ5WtG8gJbknx7Ee/Vl/SFA9gQ0petoX3Zsrwf28P6Kh3vfHxvHmT24na6MccierJ/uR6nYm05Em7JiVAD7qfoUbZTl++XevP6oDUvDw6mZK+ExiZQfmIyz05O5v3FSdTddlPo5bqbrtTdcqXh7mR+3J7MjwezqXvqS7MsKlURtLxcqRgrghMWv7nY1loFQ1wQTENuAPX3PKi/MpXGCxNpujCRdwdcuJs0mAvRfRSDvObyHL5fmUntBTdly/twZirvz07jxcmJVB5x4dmRiTzPmkzZoQmUHppE2eGpFO2bSMl+V54dduLLuTF8vzSAD1l2ZK/qyZN0DQrXa1O0UZ+8dUZkrzXlfoYRd5J1KdigR/1FB5pvDqDm8lAupxmwN6QH+8IN2Rikw5oFWuxYrMveJQJp0+DIcj1ORptyKEJX/bvtizuzN1STHcs02RLcU/H6V83vSZJ3N+K9uxLp8TurFnRVi//WhX+wLbATV1LNqb4wke9XpvFq7zBebB/Mx4PjKd45lq1L9In27swKz7+I99cibp4GSfN7sGaZHhtCjcgMNiDRT4eUBdrc3DyYtmKhpi6kLqsX9dsNqNtuzvNUXW7N+xcPQjV4d3ocvAxX+GCKF9NSGEBjQYCyD0o5vCpZFyaO4uEIr1+KW8QZlAof0vh+ZS4FwT25M+YnRb4scP6FZ1N+oWhCB/Lm/JO8xV3IW9yNcr//5L3nv/FMLJ1u/yTf4z/Idu6gXDClY39RaORboztwd/I/KYi0ounxknbejziRBO8soSxx+kjg640MZqVHYJVi9KhC+ecyIF5Nm5z+P27l072liiFVc3Iyn49N4bMUvxxxpfrIRN5LM9iJyXzOmsznw5NVMKz+SaDqIpYay2a56cjXWJlAa2WsCog1SCWkqppMUfkCIY4iNZT5IVRl2lMY2I3PqXY88/0fyib8TIXzb+SP68DLaAPebBnCveDufD83jaab3nxKsKVw3K+UjP6FvKEdKJzwKx/WOEBeMK83D+LGuN940u9X8hz+wcMBP1Pg8X95Ey1OPisapdxFQm45i1UiviVPwl1L+VG4mMYSoZhK+jdEJbybcwNofuxD8xM/6u950vrIi5aHntTd9uDJlhFcSRvKkXA7LqUM4kbmUC4k9OFiogNXUvtxMbkPl1P7cjbennMJDlxN68M1QUAk2fNg1QBupPTlcKgVB8NsORRmwzGByIWacyjEhGORlpyKseVIhAW7Q4zYG2LCwRBzdgcZsyvIRDGHjkf3YdtCA4WRvrZqFEciHNi8wIiNC/XZH2bO7hBBSZuS4WdOmp9IQ9Zk+JuRPs+ULUvsyZxnToqnESkyLPYUuKK16hqInmPM4onaLJmsR6S7BQnzHFg2zUTNBWTwO9dRB28nA/zGG7BwvBZBrjr4iklntB5eYwzwHNYDj2E9mD6wBx0Wje9G8KSuLJqkiWufv3Du15VxA3ri2F/QD9pMG66J1+jOLHLpio9jN2aM0mOixIiHaDBrhAbThnXHbWgngidoEjxVj5kjejB9iCYzhnfHfbTcGDSYM7ITgc6yAXQhxPVPNvprU75nNM/3OnMkxI41fg6s8+vLtvn9WOtlzoGQvjzaNp7di7qzx/d3bq/U5drybpwM+G/OLO/M3sX6JM/VIcHflEQpYV7ah4z5vUhdMICERUNIC3Zgw3Kh9NmxfnEvtqzox56w/hwLt+XJhr6cWanLnhA9doaaqt3/coIl99INeHbIhubrI/h2ojcfD/Siav8QCvcNJ3f3EN6emkj9tel8vTSe+ptSHD+Z7zddaXo0k7YCf9qkH1hYM8/i221776X8OxVep1JfHEpDfjA19+fx/YGfGnA1Xp9B0+VJ1J11VpvAm33juR3Xl6uxfXi6cRRNDxfRmidE0SDachbT8MifrzJQvjaF2stu1F6YyfvTk3hzehJVWc6UH3biWZYLzw878/64I3VXR1F/tQ9vD5hRsdWYwo365GwwIH+LFXczxO1jxoV4Qy7GafH6iD3c7Efb7T5wbxT5263Zs7wHW5bos3aBARsXGrAvVL5nov3rcThUVxW27xCv/9LubFvek83LNNi0rIcKeq1d2IXV/p3ZsEhCXxrsXa7FtdW9yNk9gvITE3h5cQafb8+lOX+pehqzF1OfvYT6/DBqskMpvTyPh0enc2LtMHYn2LMu1IjkhT1IW9STlAUapC7UIjlAl4T52lzfOuxvl48/X7N68X2HEY07rXiTpsudhX+SE9adik0W1BcshBdRUCKp0fZmMOHhSCOWagYT9v2zWCUFKb/9MzkhS3mPtIWl01YQwdsto3k85188dGrHNqtylPEdqJz1v1T6t2jCT5SO/5micb9QOP4ntejlOv2s8NCPx3TgzoRfyF+mw6eTs6C8fQDb7viRobL0BCTTLMGvN4KfTqVFwmmCg5BqxudraHkmBfOb4MsOGksT+HB6JrWnp/D19FS+npquFv1PWRP5emoan49N4uvp6dScmMrnrEm8PeRMzT1/2t5IAE4cRpmK+yMZgLYXiYoK2lwRRZPKCMSpz03Ip9JKJq4zxDFUFk7VzuHcH/8Tz51+UxmASu//y6d4U+5P+gfXBnbg3vT/w48bPjTenkvBnN+ocvmNklEdqJz0bzx2/Znna3qrGdjnE1O5P/7/csmsA9fsOnB91C98lbCXzB9eC5k0gSZBVhQtpz43mIaCv3scCpa1l9iL718W/ydzaX3iTcuTeTQ+9KTlqSetOX58vjqHMwm2ZEXacGCFgN5sOBxppTANh8MF8SB9AOacWGnHwVAzDoaacjzKhmOR1so1dCLCkhNR8jqQU78ZB0IsOBlrz5k4By5nDOZCxiAuZg7lXNpALmQO5eq6UZxM7M/RmL7sC7Nla5AZWxaZsc7fkG2LrdkZ0ou1C01ZH2zB6oXGrA0wZo2/MWneRqwJsCJzviVrFrVvAGnzzFRmIMnLjGRvS+UMivcyJdZd8A+mhM1st36GzDJXLkspil8y1UTJQEummTHf2YC5o7WY56xPwEQD/FwNmT1KG09HU2YN12fqgG64DdZkysCedFjg1JlFEzrj59SN8Q5/4TJAA6eBmozq0xWXIVrMGq3LjKGd8BnbDV9nDaYM76GAcNNG9GDWqB5MGdqRGcP+INbTlKWzDJk+vDPTBvdQvOk5I7rh7dgdv3GdCJ3ShbDJnVk+4Q9We/ekeLcjlXtcOBLahyQPS1I8rFnv24v1PuYcXzmAB1tGcnSFJqeWd+FGVGdykntyO/wvLof8weHgHmxaoM86gSoF92HV8sFkBvUlc/FAkhcPImWBPWn+FqQFWJK2yJxVwe22LLmiPV47gOvxetxMMeKcYA2W63Mt0YLizZZ8PtGXurN9aD5rz7csO0q323F3lRUXEo3I3dqHxmuTab4xkW8XxvL1oiPVF8ZSfdmZr3em0ZTjq4qrG4RcKLLPmwy1+Le9SqC+aDk/chZSe38eP+778+P2XBquTaf16hQaL4zn6yknXu8dz73EQVyN6cvjDSNpeLSQtqLFCmrVkr+UppyFND6aS5NkCO550HzPi6Z7XtTfcePj+VG8PzOMj2dGUnNhJA3Xh9NwrQ8tN/qpoW/lLkserDbkeroJF5NNOZ9syqVMa04nW3AyxoAnG634crofbTeH8PXsQG6mCMJBk/WL9di0zJRty43YFarLgUjjdrBbiCZbAzuxOagLWxZ3Z9PibmxZ0p2tiyXhq6s+xu1VtlQJlfLqbL7d9qbu4XzVTyA4ZsrD1fBOvNuK6Fgig3EpEE+EN+nwQdDLmbRUJPO9aCWfn4ZSfHEuFzaNZFuEGauDtYn36UKsdydubx9MW9FCWovmUXd2EN/2WFC3w4I3KTrcD+pIYZQmz1fr8+HkcJAMxTPpD15JsxTEVIaqms1WYQJVxavFr0Fw0VVSGB9Lo2wGz/8eir5qd/HUyUxmvxOPluuS79eRgpn/JH/yz+SM66AWxOxhHXg6rAOPRnRQG8WDSf/ggefvlMRaUnPGndaCSAWTUzq8yDByIldoB9kEMtpP+K+lSH6VkoWUw+hFJo3PVvHj5RraPm9WMpV0O9cK5+eMG9Un5PQ/iS/H5aQ/WfXxyvvkz5+PT6Lm5BQ+Zk1QKBKB3qlOY0FLyLzhpXQLJKlCmCbZBCQpLD8LwVTI8Pm5zAuS27/+t6m8zJrE7Un/TtH4f1Dm8X/4nmRC7qz/w4PhP/N0aAduuvzElzOuNF6fSoH7L7yY/iuf/P+gavZ/kO/8K/cdf6Yy1R6eR/HjijuPvbtyrFcH7s7VpCU3QgHuml8n0SxBOKF8FoprS1rclrcTQUtCaJWnaImCLzbnCHLdiwYh8D5yp1WG06WBlGRN4MRKa06vtFcL+eFQM/YtN+VAmBVHo+w4GmnF6Xh7jkZYK9Ln0QgrjkdbczjcnKPSB5AxknMbxnNjx2TKz/vx+UEI33Mi+JEdTkP+ShoKVtJYFEdjcbx6msqTqS9L5mtBAu8ehFN8dj7XtkzkWNJwdq1wYN0CyQqYs2FROwpi9UJL1iy0YXWANZn+lqyeL5q/mXqSvfRInWtEipcJqT5WJHiaEz/HlAR3C0X/DJtuQtAEPSX5LJ0m4S9T1QewZIoZiyaZqg4Av/GGzHc1wdtZj7njjZg91pAZIw2ZPkyfSQM0ce3fA9cBPengMeQPvEZ1xGtsDyYN6oFj3644D9HAcWA3XIdp4+5kjNtwDeaMFkdPNyYO7YxT/87K+jl9RDfcHTXwGNOR5TN0mT9ZkzmOMlTuqOYKPk7azB3TTYW/oty6ssL1X8RM78TWhXrkbRrC8z0TOBnaj1QPC1I9rFg/r5eygR4O7c29jcM4Eq7NiTBdLkT05EZMT25EduNaeDdOL+3BsRBDtiwyInORLRlB/VgV1F817WQsGUhqgANxnqYkBdgS52dGqkSyF1uzT65xIQY8TjPg00EbSjcbq+rCs5HiiNGlZJMBn7MsaLtiT/MFB6p2WnM1yYjLKRbcWW/N82ND+HrNhcY7k2m6N5X6W1P4fnsK3+5O5ceDGTRne/PtgQff7nsrlo9olcIuby4NbS8XL1pGfXYgzU8W0HTHg7oLE6g7M5aGc+N5tceZO4mDuRjpwKMNI2jJCYbSpbSVLqOlQE7JC1U7UosqwPam6YkXjQ/nUHdrAg13xtB8ZyQNVwfTcnswLbccaLrWi9ozfSnabsmdVcbcWWfB5QxLziSacy7FluMJFhyJsyBLnmgDbq8yp2SPA/fXmHN4eQ/2hxuzJ8qaLUsN2LlMm4MRMgPQ5fAKLY5HdWfnkk5sC+7M9qBO7Ar+iyvJJmRvdODLaRfabs+h9Y47Tbfn0PzQVyEI6nOE07KMNvl+FEpiM4SGfElvSi1h+wYgXBwJaknheVOZvJXZibBq/k6+VsUrH3vVFT8ubR7F2sU9ubW1Hy2F82kr9KbxwnC+7rXmx05r3mUacHvRH+SEduXLBmNq9tuq8hsJEMkiI41gTZUraC5brtqxKI8GIWsKKroyipYXsdQ/i2mvgyyLUR9fFqWWt9IfkAgVcXA/mE8HxvNs/SCqUh14ldKHV8kOVCX1oiytH1WbR1B9wk0hJpBTtdwmXqeBlLo/S6JJTt5vpGksgaaqJKX9t8kG8FK6hiU7ICXwosWnUf8qg6b34lBKVT227w9K1eM0qo9PpfqkVHhO5cvxKXxWm8AUvhybzAc1GJ5G7Ykp1J6ezoczbjRJAcwbQVJLxmAVLeL+UYt8PI2CyRBHlMwh5PbxNlN1HzRVpdFSIRWUaVCRQOWaoZSuNOHbnqG8DNXk7sgOauCbPboDn9YNoE04TPc8qTs6lir//+RrpDZfwvUodvkHhaN+4fbwDhTGGqv0eltuIIWrB/L1+gLa5POQ77fkM2STLgxR+YqWwsW0lobQqJrMlivOj1g+KVxES44PLY/dabwzlaZ7bpDrQ+PTedzdNIRTK+04HWHD8RVmHA+3UKf9A2HmHAmzVC4f0eaPRduyf4UZ+8PNOJs5tB2DfiWIH8Vp8HaLAgAqPLYgM0QqK42mqSiSppIoWoRMWiE23zg1L0K5yGR2JGTVNHWIaXuRydu7ITw94s6p1BGs9TNUlND1QUICtSDDz4z1C61Zv9CKtf4mrAswZZW/Cem+piR7m5Lsa0n8XBOSvAUTYUKMuwlRsyQDYIjI98FTDVkyzYRFrnoEuBiqFjCp7/Uco808FyNmjerJXGdjPJxMmTZCj8lDdHEZ0JOJA7WYMECDDtP6/c7s4Z2ZMvhPJg7ugtOgbupxGaqBY/92q+ekoQJ902KOkzbTRmji1K8zrsN6MGloN7zGa+E1uiP+Tt3xGa+hsM+zR3VjlswFxnTHa0wXFjp3ZZnTf7HC+T9Jnd2NA4sNyV/fj2fbR3Es2JoNPnas8enFOh8H1nvbsy+4Dzczh7J9oQbbAnQ4GGzI0SBtTgR35+zSbpxbqsH5FbocXW7AnhBbNi7uw6Ylg1kd2I+MRf1JXySzAAcygweQETyA9MA+rFnSm7ULzZSGl7vGgh9Hrfh6yJjKrWZcXNmFW6lalG+z5ONRa94c0OXdQSMqt5lyPUGfq+nWXFllyu21huTstqL2ristee6Q701znjetBfOgeD6ULKDxqTf1Dz1peOhFvZTAyEmlRJKKS5UMVJ8bRGv+YhrvePHtnAt1p8fSeFZuAE7cSRjEjfiBPNk8mubsYNqKgmnID6Q+ZxH1qhlJwHN+1D+aS8MTLz5dcaVotzVvj9sri2fDJQear9rSesOOuvO9KN9uzq1UUy6nmnE104yL6WZcSpObkB3HY83bF/9Ea04k2HI6zkJtuAdDNdm/TJPdyzTYvVyXvcsE5aDJiWgdDq/QJCtSg2ORndgT/D/sXPTfXIjX5dmBYdSccabp6lRab7rRfGs2LQ98qXs0nybhz8iiUyonf6F2CsBLunkjaC4JV3WELeVyAk9UenTbM/HOx9NSHkdjiRSIx9JUKid2Yb8I9G0lyIn0eSpv7yzkzY05NBZK/aY3dWeH03ioL9932vJmtTF3Fncme3lXvm0048duC95tt+HzWVfaKsJpfRVPiyRLxWooHPmyFVAZ075Ql0bTWr6S+vIoJYdIcAx5JIH7IunvfuBEdXKWMhlVDiOLhHrRi+yXCe9lgLtGBbuUs0gGrhVxtMpGJgTSqkTVRSCLXdMLeZtM83NJ/4okJOExsYKm0ViVSMPLJFrfpSqtvvbqXD4emcjHQxOoPTGd2lNuanEX4NvHrEl8OjaZ6pMSCpNNYIpCQSsp6ORUXh9yoenpEtpeJ9H0RvqG5XYhm04qTXLTeSW6v8wiJH+QqjYAqa1sqsygtWo1bc/l61mtugLaqiKV7n7P7X/xaHgHHgzrQFWwBj/2O5Ib1Jm8FVrtN90DI/gY0gW29ufdos48Ht6Bp4M6cG5wB54fGQ3vYlRATm4msvg3VMQqxHVrcRQtectpzlvcXvxeKLObYFVQL7C3tuIgVdJUd382zQ9nqVlc0303KJhP1UlXTkRbcDLSlguxDlxN7stR2QSirMhSXCBb9oeYsT/MmkMre3FuzQie3VzK9/JV8GE7fNisbLFtpbHqd7SxYLn6PW4Qym/2In48WcCP7EU05S9RNZVNecE05QbS9DSQxqdB6t/Wi7wpuOoqCdslw8d1NJcm8vLyfM5nDmXDIiPSvLVY62/I+gATVs8TZ5Ap6xdYkOFvTqK3KQnzrIj3tSBurjExnkbEeBoTJVmAaToETdQgaIoOQVP0mT9Bm0VTDPF30cfHyYDZw7rhPkoDn3F6eDnq4jZUk1mjdJg5Wg+3kQZMUIu/dvsNYGq/35k1oitThnTEdXBHnAd2ZUyfvxjd+08cxQE0RIMJQ7szVbz+Y/Vw6d+dcQ5dcR7QnSkjtPBzNcB/nAYLx2sr6JvXqM4scBG9qTsLBf7m2pXlrh2JnfwHydO6ET+xM9t9tXixexQf9o/l1DJLVntYk+7Vi1SPXqyZ25d9Qf04H++g0M/bAvTYH2jIqaUGHA/uzoUIfc6HG3I6VJ8z0RYcjrRj61IH1izoTbqfPRkL+5K6qA9rlw1i/dJBrA4exqrgwUoWEgbH9hAbbqTa8Gq7NZ/2GPBimzG5a425l6rHy919eX+wD09Xdyd/vRZV2814lGHKtWRzrqUa8WCNHsV7zKi+MYrv912pvTuN7w89aMwNoKkoUHX/qhj6309TXgANOQHqF1dcIqq3VK6y4mu+503NSSd+nBpH/SlH3h0Yz72kwVyO7s3D9SOV9t+St4i67AU05AhuWroGfGh84k3TIz8a7s2l9MAgHq0TT78Bz3eZUXfBlvrLNjRd7cOHw9bkrBGfvxHXZeFPNeZimiWnYi05nyiOBStOJ5lzMsmC4zGmXEyw5HKiCVeTDbgYr8GNDF2yVnTjVroVlxP1OLSsI/uWdGPrgj/YFfQvriVq8Xx/f75dmEDb7dnK0tp6XwZwMpALoLVArutRNMsLunxlex2mcHjKo2iriKZN7LDPYmmVF7ss+GJBLI9XvbQtlfE0lcaoG4HaCEqjaRa3juB/JQRULAGgmHa7ZvkK6gvlxRjAp5Mj+bynF9932fFujQl3gjuRE6bJp9Um1O+y4tN2cyo3W6guZmHGC1tGSmJUP674yQWRrEiTkbQUhdMkt5PyKOpLImkqk889gbYyYfAIqiGNJtXVm6KGqo3S0/smgxaxa75IpVHmCMLpqWwnbbZVptJcnqAcRtK7q3p9RfZROvvfWr8MgNWAtr30vUWVvsfR+jxGWYe/nJ/Bm33OfDokso4bX8+6UXtmOp+F+nnKjXeHJ/D+iKsKhckm8P3MTOrOzVJykDwfj07k+1UvJYO1vZGBdxItlUm0ViWrP4sLSZxByioqrCR5W5mmbiUtz+Rmsk7VWUopTdsHmZGs5Hn6AO67/m+e+PzBhy19eTb/L4W6uCTgu7WDaDrpzOvg/6FuZU9aDg7n+cIuPBnzC3n+mlTf8AEJ44lDrmJlO+RNboAl0bQWRNFaGE5Driywi2nJl00gkNaioPY0ffECWnPltTCbujtTaXg4HfJEIp3L7dV9ORtrzbn4XpyNs1cL/tFwcyUDHQmz4VCEBfsjTLi6YSTPboXS/GoHfNxP2+uNtJYn0VIQRkvuEhqfLqAlJ4imp4tolgU/e6H63Zan6UkAFCym+XEALY/91YGn5Y4XDbfc+X5tNj9uzqXp/ny+3/Sm/oGYDv5GuLyMUdLniwtzOZcs2Sddti4yYluwhcJEi0QkvexJAovzMlF8INH/hR6a4GlGxHQ9Vs4RFIQhwRP1FAl0/nhd/J118Rmtg7+TIV6jNPAcJRJ8d2YP64HbwK64DenOrJE9mTZMqx3130eLkbbd6DB3XFemD/2LKYM64jroL0b3+gPH3n8yvn9Hxg/owoRBnZg+UoPJwzWYKNWQ/Xsyvnd3pg7XY8oQDeaM6MKCcRoEOGqy0FmT5ZN0WDy+vQIyfq4u0W7dWTnxL9KndWT1zB4kT+vK1nlaVOwaxbvDrhwMNCdtlgXpXvas8u1Hpqc92/ytuZhgqzhAx8PNOBVhypkV2pwM6cZp4cos1WXXQl02LTRkTZA56QttSPWTNh4b1gb3Jj24v+rb3Bw6gHXLZfF3INbbitQFfVktkKYFupwK1eNRigEPkvW4HqPN3WRTHqdbcz/VkksxetxINCB/gxkPUo25FmfCjQRDitebqIX128UBfL08ivdnx/L1upsqjam+NZtvDzz59siT2gcefH3opeyg7SUx86m+5UmD9JVWhELpclofzuPzcWG2jKHhtBOvd4/mZqwD12L78XTTGJofS7+pnCjkVjGfhqc+NGfLzWIW1Zcm8fXiBN6fHMZDkXeS9Mhdq8+HY5b8uNiXl/utKdlsSvEWA/I3GvF0vQWXkk04m2jDuWR7TidYcTbRklNxZpyJM+VKgiG56014vteUTydseH3IjKr9ZlyI7Mr5CF3ORGhxbIUm+wK7cDxci9ztffkhCebrU2m8Pp3W+560PfKh5dE8WnMX/c1mEW57e9esvG2V5iqRWP5muTcJ80b+LIt8RWL7CVn6aGXDeCa3gUQlA7VK6XllHE2lUTSXtd8W5OrdUhZFU9EKlcCVchCx2TbkLeL9qZF83m3P6zRD7gX+RW6EFp832dCwx47qnZa82WbB92PDqDk5lroHPvBc5B0JkkXyo2gpP4oW0yDuoFIpGAmhsTiU+vJIvpdF0lSVQGNZAi1VskjLADWDxhcp1L8Q3TqNBuHzSK/u83bQnFrolXWz/bQtG4MMXaV+UfT9Zil6l1rIV9LpK+6fdDX4lQ1AaKWtL5NUL29LTqBq8/p8dIKyTn885sanE3Lqn8SXU1P4JGEvWeDFBXR8Cl/l1C/PKTc1HBYZSOYBEgr7eGIK3yUc9ypJdSKL9CSbQLN4/1+m0lQZT3OF5FUSlPYvMLtG+VylK+BZBk3yucr8QGZc8lQkUXttPo2PAilNseDhyA7kyjPvL77fnMfztQ48mdyBJ04deJNirTqAv131gGzZgBNAXEhiRa2KVWiKNkF1FEbQWhhFc7FUfUbRkLeERum2zl9AW+ECdfutk7BXtidtT0RmnEnjY3facv0o3DeCo6GGnE+w5WSMBUcjRPc3Y1+oCftDLTgYZsfpjCGUX11I8+uN8Hmr6kFuyJdip1BacpfRLDLt04U0PxbZdTH1jwKof+hPW04grTlBtDxdRFtuMOQE0/pwAS33fGm+7amqXVvvetJwbTYtt3xpu7eAHxc9aLjhzY9rHtTdnUvjU1+1JlAcRmteKM9Pu3MqoS8Z3hqsDzBlw0IrUjz1SfUyIHG2FonueqohLGaOPgkexkRM02bFdF2WT9MjeJI2wZP18R2ngd+4nviO1cZ7tDbeY7SZM7IHbkNl2KvBjCFS9NWNyYO6MHFQd0b36spIux4Ms+5GBx+XLkwZ9D9MHfQn04d1wqWvDII7MXWYLPLdmT68E3PGdMdtuHQF/8XUIVqqNWzq4B7K8bPApSdBLhosnqDH4vHdlG0pfFIXVkzsSNzMriS5dSJjZic2eXQhZcrvpLp1Za1Xd/I3D+fVoakcDrYlZboxGZ627Y1gXr3YHywlzv04Ea7JwcUa7A/szMnQHlyI1iVruXj5jdi2SJ9Mf31S/Y1I9bMgxdeEzUuEzWFFeoANKfPtWb+0r3IIpQXak76gD6sWDSQzsB+rA23ZvsSC3YF6nAw3Zc+iHpyOMudkpLnyAJ+KsuRctDH30/V5lGHEzQQjrkRpk5uur2YHn49a8e3sAFpvOdFw3VmVrX+/MZXvt2ZQfcON2pszqLkxna93ZtLwyIuaGzN5cdqFD9emU3vPne935tBwYxbVx5z4esyR78fG8WLHMO4kOHAl2p7sjaNpeRioeoXJF93fh293p1Ejvb43nKm9OJyma6P4fGoA99K0uZmkQ+4mCwq2mVKx154HGabqKdhsQf5GU3ULOJ9owtmUXlzI7MupZEtOJZhyPsGa05H65Kw15/0hU76fMqbxkg0VO3ryOPMvLkX8pYbwp8J7cGRpV26lWVFzaSqtd2dQd3ky9Vcl+Tyd5vsetGXPo+WptKEFKC67VC+KZi+LepssJuK1F2mlIpZmOdGXSouXyDsx7Qu9nETVQiQySPLffnxhHkkwKVFp8cphJelVtUitpFH4L8USBpJTe6xys7RVhlJ9cRJVq225GvAHj0K6UrPNlqZDffm81YyP28xoOzuCz/v7kp1mSPXV2VAhcL0YmkqX0lgcTENhIPV5i6gXF5bQJssjaSiPpL5spTopy6ldKJzNop+LW+dlu2TSTheV+kjZBCRI9feQ922m0tybVNArvd2LLy4bZe9cRcvr1TRL17BaaFNok5mHavsKo/aOOzWnJvDjuMDdpvLpxAxqznnw6eQMPonN8+QUas7OUE/tmRnUnJxGzanp7c/J6VQfbz/9/zg3U7mD3hx0pmTHCLXYySxEbVaivZfG0SRym9zAKuTmFUuzBORetW9wjcouKq6oDFrerqHt3TpaX6+l7d16WhVHKZ1XB1x44tORklBDmm4vgJcJNN5fQEWyDdmLdHi1dYz6Pre8j1cSnPwOUJ4IYjmtSqL+eXy7E0vkwdJI2uTQIIlfkVryZAOQU7c/jY89+XFfKk9n03x/Bi0PZtGW7adIu+eSrTi+0pysaHmELGzOkSgrdi43ZVeoFTe3TeZrWSpUb1O3rPq85TQ+XURLthQ5LaLp6QKacxbR+CiA1ly5hS/h+wMZNrcv/M3ZQar0qenJIpoeL6Lh7jwa7/jQem8uLbdm0XJnDo033Wm+5UPrXX9aHy2CJ4tovu1F85051F2bQv31aTTe8aDlsRgjQvhxP5jbmxzZssiYtfMM2eBnzPZAaw6t6MP2ICv2LHdgS5A1a+eJRGRFkpcxse6GRM4yIMbDlBgPc6JnmRI104yF48T2acByNwvmu+jj52SA7xgdvEf3xMdRnEEGzByui6vkuPpq0GHqkP9QNs1ZQ/9k7pjOzBrRhUkDpSS+C1OHd8Nt2F9qSOzn3I0ZI/5SVwnxk3qOFeBbD8IFUzrDEP/R3Ql17Ua6ly7R03oQNK4zYa6dWO2txWqPjmz26cga986snPAvkqb+Tt7G4TzfPZFjy+xJcjMgaZYJ6R5WrPa0ZF+wLTfS7bkQo8fxZZqcCevJxShdTob05Nhyg/YNILAnmwN12DTfgE0BFqz1N2XnUnP2LDVWQ5bMBX1Ys3gwa5eJO8iB1UGy8A8gc2F/MgPtWbvEjgx/EzYFmrNtiRnbQ8zYEWrO/khrdWo4v1IWfx3y1gorR5s7SdoUbDDl1W4LPh404/tpG1pv9KHxeh+abw/n+zVHaq9M5MsFKVp34+v1qXy7NY3qaxOVD/3TeRc+XHDm3YUxfDw3lurTTnw74czXI2OpPjSKVztH8SCxDzdWygI+kCYpmrnvQd2d6TQ/mM6rEwOokIaz0/34croX1aft+HKyP2W77LidZsC91abcTjfhZqoFt9Nsua8yD+ZcTzHlerolF9OtOZtmx/E4U84kGHI11YScLf24l27O/VRtKnfoUnfGkk9HzMhe1Y0HKZ14mKrJqdA/OB+rQf6uAWoAzWMvmu5MpfHGNFpuz+SH/DLfn0Nbji+tOb40PvGlKU947IIeXtk+2BWpQW4CsnDL4Kw8Rmn58sgG0FaZCLLYV7VLEHJCbqxMor5UFv4UNTAVho0MKOVplkVYbILSB1vYHsJqyJOic4GciY0wSeERTgR15W5oJ6o3mvB9Ty9qd1pRvd0czo+iZn9/cmK1yE8y5PMJZ37cnQuSExDgWNkyWkqX0VywlLaS0HankuAHisNpLIumQQJTMqhU8wBZ9KWkvX1hV5hpOcGLl1/eJ0XuMmx9m6E2AxkOCtNfXD9tMuh9s5amN6tp/FsCUgC50mgaHwfz9eoMvpwdz+cTjqqft/rYdL6d8aT69Gyqz81ShMyaszP5en4W3y7OVrLP/5sByAagMgDH5JnE97Mz/s4FTORpqj2VB13hVbIaKrdKKU5JDM0lK9XGKrJXS6kgl2Ug3p6SlvkFspnL1/h2NS3v1tH2aj1trzcoO6liHT1PpP7xUrXh82GtksakuxgZkpaJ/JFM88tkGmTm8SJenfrVvy1LorksQd2eGsX9I5uxzGfKImjIl6L3IFrzAmjNkxumD81PvdTT9Midxvuz4LE3ny/N4GKyLcdjLDiVZMPRWAs12zocYc6+EBOFfs497kPrm/XKZVZfFkWd6PbZAWrhb3kSoA4v9fflpi03Dfm9ErrocppyF9OSF6w2hObcYJpzF9Mms63sIBof+tN835fmux5wT8wPsinJ5+ZHS14gjY/9aXrqDznzaL03h+brU2i5JVmJ6fy4OoWmO+4KpUFuCK/P+ajMwjpfXQ6G9WH30l5sW2TG7kVmbPU3Ynew5BEGssbPnHQfc6KmaxMzU5+0ueakz7Ug2d2E0IlahE7RY+lkA4ImG7J0qhnzRvdg3qhuLJBbgljzh3ZnYp9OTBumTYdJg/6bOSO74Dn8T+aO/E/mOv7FtCGdcR3UHZeBfzFrRGcCxnUmZJom/s6dmNbvX8wdqUnwFAO8Rv3B8mmailvtMbQzK6drkeqpQ8jkrviM/pNA504sc/kXCW5/scr9L9Jm/knM5D/ImNOJvA1DqNruxP4FFiTMMiF1rg2JM03JcDdh/zIb7q3uzZmQLtyK0uZebE/uxelwYYUuh4L02b9En0MrDNgyvxNHQ0zZHmDMej8z1vkZqN7PzQuNWB/clzWLh7B2WX8ygh1IW+RA2gIH0ufbk+RnQeJ8E9KDbFi/1J7Ny2zYFmbDxhBztoUYcTzaiPsZxpRsMqVqmwn5a3qSv1aH3DU6VGwz5PNhM9quine+F6137Gm42YcfN0YoZ1DdrWl8vjKJz9cm8eW6K+8vjObrtQnU3XDl61VH3p4eyIdTA/l6egw1R0bz7YgjP06M58WO0TxI6M/9hIHkrhvK10vT+HBmFM+P9eX7LUc+nutP1T4jSrZqU7hJi5y1Ojzb05uCLbIBGHFvlSW30m24kmTBxSQzrqZZci3dlktpvTiX0YsLaxw4l2bH+XhjbqTo8uJgL94d7U3lbhser9LnSbo2Hw+aU7lJl7uxXShYa0zeWmNOh3cmf98wKJXT0Dwan3hSd38GrffdaL3nRsuDOTQ/9gYZ0OUHq3SmDMbayqS9SYa2kbTJafhZ+9CzTYaN5THq9Nfy941AwkYy2JWFXhwp/28DaK5Kp7EiUd0ElHb+TBaOvyUW2RBKotrLQIqE/75c2UkFFNYq/J03q6i84MGDRH2+brWmfq8D3/fa8WWHKW0nhvB932DKUk3IXdlTIRxKM8yo3DlUMeSbi5ZARbgaWFMsb6NU85TcBJoqpE4yirrKCJpfJ6hTvpS2tHOEZNgrC2Fqu34ubxXITYJd0unbHsISuqdsEHJybn2zRlU+igRWnxNK4+Mgvl31VAUutafGU3PKiY+nxvNJSl1OuFF3xoPv5zyovTCbbxc9qDk3k9pzM6g93179WKsKYKbz7fSMvzeASXw86touAZ2awufDEyhe3Z8nab35cHmuqs2UwbWc+CV8JT8vwVq0iV1XafJSoCNBOUFlxLd3E7zLpPWtSEHSayxDYpFxYhSeXDZf5YJ5t4bG1+03GrGQtr6Q28VKGuUgIINuGWwL1Vb1GiQp2Us2ADVkr4qhoezvCs8C4fwsoCnbW/VfNzyaQ2uON01P5XdOTu3zqbk2i1sZdiqceCLGilOJNhyLtyYrVtq5LDkS1YuKC4EKndH6Nr09SSzyXsEyVR0qM4Xmp7605c2nNXeBslwLZqK1NJymfPn4QeqQ0Sqaf14wjWLkKFhMq2wgj/0U96vh7hxaHnnR+sSHpkfi0vOlOUcce740PfWhJduX5odeNNydTd3N6bTemk7jFVeark2i5ZYbLbKBPA7kyxU/jkbasspHm0R3DZLdNVnloc2WAAsOhA1kx/JBpPnaEDnDmCWTdAh00WDh2M5ETdMnZoYhSydqMndk53b9f1RP9bgN7cK0/n+pm8CsId2Z0q8TE/t3YXz/bnSYPPQvPEb3YO7wv1g4viOBU7rj6dRTaf6ThnfEbeifLHLqRsQUDUKm9mDe2O54Du3Cksm6BDh1Zr7jnwRP0mfGoC6ETdFSzTeLXLrgO6YjobI5TOtC0uxuJLv9SZjzfxA5uRPpHhrcXz2A0q1j2LfIioRZlmR49WadT2/Welqwf6kND9f05+zSTtyL7snTeA3uRHXjfIgOmzw7kzrjd1Z5dSPDsyPHIm1J89QlcrYByX5mHIqwV41Vq/zNSPK3JGNRL1IW2ZEY5EByUB+S/KxJUyUMFqQFWpG+0JLNS2zZHtqLzWG92R5px6EYWURNuBJnSO46S17ssaJkgy6Fa3Wp2GbM893GVB934ONRG94cMuPTSWu+XepDw80htD50pPHuOOrvuPD15jhenxlM/Z1JNNx04euloXw8Y8+7IzZ8PT6Y+uNj+XZkLLVZjrzZ48yD+IHcixtA3trBVOwbQOVBWyoOmFJ/cxitd0dQd6EPr/ebqlDXvTRdHmSa8nC1GQ9WmXFLBr2JJlwU22q6KTfW2nFjzUDOp/XmRLI1Z1fZcyHDhlurzCjZbs7r/SZ8PmbJ810m5GToUbjalNe7zclbrcXF8E5ci+/JnUwjSo+Pbx+E5gfQ8NST7/dm0/LUD3J8aHjsTtPjubTlLlKaqbibmnKDqc9eqNw1beXS4xrRHrIS54xsBH/PAqTXVc0ExNopkoPi74iUInhmsSZKOlbolP9/PIOEg1QxiiyekhkojaKheAkNxUEgH6+0Pe3bIBwZwW98WMOn65683zWAhn19+LjFlM+7LeG0uIWG8SLDnIoEAz6steJluhlPw3uSl2ROxbbBvDk+gWbRfEvDlHWU58LOj1clKu1e+RhV2iJhP1XdKNhmhVeQMpd2a6UgF6TSURZLKYIXN1CbOEJk8FkZTmtVFG3FK6i/7cfXS+58OTONatH6T43n22kXvp2cQO0xyYnIqX4qn09M4+tZd36c96L23Gy+XZqjTv51VzzVI3Tdb2dntt8A5N/KLeDvfMC309P4kuWqOEEla/qTk9qb+xl9qDo7S80D5HQu+YiWAknaLqelfIX62bXJoLwihjbR6EUeUv0BaX8/6WozFldUy4s4dXKXmkrZ/NreyCaQQqu6raWon1+j/KxFypObnHwfxG4qN77yOJpEGnwe326plEFwaRQthRIUXKjwKs1PPGl54k7jw9lKAmorlFtmCJ9veHAh1ZKzcSacizNX2v/ZeDtOJ/TiaIyV4vy8vRMBX/bQ/DKduopIWivC/24OW0xTfhDN+QtoLVhIS+EiZb2WPmHJGTTmiWtPjB2htJWGql7ixsJlNAmdtDhEfX5t+cG05S2i9ak/rTI0zpbPN6A9pJbjT6Ms/vJneZ+8RvKW0Hzfj5bbHjTfnEGr3AaujKf1xmRab86i7a4/Xy77cmCFBWlze7BjmTWb55uzaYE1iXMMiFRlMIbMd9ZiwQRdAifqs2yKASGT9Uj0MCNpril+Y7rgNUpTgTm9x+uzeLo5ga6SEjbCb4yeqoucP8EUNymE8RjXE69xPQmcpE/gRE38xndk/gQN3Ed1xGdcR5ZM1iZssjbhkzQIn65JiKsW80d1IXKGEdGzDZTH323wX8wYLMAvKTHQxXdMZ8KmapEwS4Mk9x4kzOhM9KR/ETm5C8tdOpM0S4PH60dRuNWJfcF2JM60ItXdgZQZ1qyaLdq8NdeT+nB2hTZXI7S5HaPLg0RjLkTocTLMhCOh1qTP6UaaezcSZvxFwqyurHTXI9rdkExvbY6GWbB3iR4bA3qydr4BGQFmpAbZkSilyv6WJM8zIzPQhsxga9YstmVrSF92rOjLhhB7tkU5cCC2F8dibTkcKhKKA4Vb+lC4wVR1DResNyBvgyGvDw7kUZqhQkhU7bLhfZYt744aU3/NoV0WujmAH9cG8vlif2ovDObNYSue7zPi80lr3h21ovb4IGoODaP2yGi+HB3Di51jeJA4gPuJg8hbO4hn+/rx8oA51WdsaLs5iObL/Wi8OIC3B20o2mLJ47WW3M0w5V6mGfczTbmVbsKtTAvurLHm2morzqSYczqlN6eSHTibbs/5DHvOJFjweKMtpduNeL1Hn1e7dchJ78L92O5kJ+tStk6PQgHEJWpxNUmb7L2DVSeunOQb8/zbr+BP/WlTAzJvNd8QCJfY8poKFytsb2uuhNfkRbKclucraRS/vVo4E9RCIUPGxnKxQ8rCEE9DWRQt4sH/G1Amp2k1IBU0wt8LhFgTJZ3bItA1xcZPpkk2EhnMloXSVB5Ca0WYYsYLFqKtLIQGeZFWxcL7VXy/48eHnf34tNmc91uNaTg+gLr9/cmP0qQ0Rp/3q22oTDShIFKX58lWlCeZk5NoQuHG3lQdHs3nqzP59jhAvfgpj1C4ZN6IFTWONrFOvpXhqGxM8rm3c3Tk5C9hqra3axTSQdlDZdMoWKqGgZ/Pu/L5jDN15135dtyJLwdH8+OkC3VnJcnrRM2xsXw58nexS9ZkVe7++ZQbNefm8O28JzVn51B/xYuGa158vzCbL6emK9//J0FCZE3iw6EJfDo6keqsidQel3awiTScc6P2+ESKMnuTm9yLvNVDObTchBvbnKgrilPcn7aiMBrzpEBnKY0ly5TdU3UoVMSpzVtuAbIJyM9ATuvyyAm/5UWC4inJz1WGyuqm8CpRzRnkJtRYIbc4cUbJv01U2A2RnuTn2yzSoMyDylcqs4BIYK1FEVAiNtAFivDZkj2X1mwv2nJ9QGYBpcv4cM2Dixm9OLBCh/OJVjzeNISbGf1UDeTpGCuy4uwovbQQvuxS0twPsXKWiEQVQavkP0qWqluAbAZit24pCaatVOyby9RBQhb4xsJQWkrlFhhBW7mUC0Wp9LiaURRHqp5ikSFbhEeVvwwKVigHnNxc5H0tuQtpyglot34/WURr7jJany6l6Z4fzXc8ab4xg4aLzjSeH0fTRVeaLk+n9c48vt9cyKkEoSTrsiXQmrUB1sR7GBHmZsDiSbrKaRk4UdZfbZUJCJkicwErVgXYEzXTiPnjeuI5UkOFeGcO/otAF31CJhqzUHIBQzrhK1WRjgZ08HTSVGEun4n6eLtoMs+pC0sna7Bicjeip3UnYaYu0dN1laa/1KULcdN0WebYlaBxXRWPZ4GrJuP7/ovpgzsSOkOsSB1ZMK47qzz1WOPeldVe3UmZ3ZXEmV2Jnt6dFa4dWeetw6NVw8lZP4bdC61ZOdmIpNntG0GmpzU7F9lxLNyOvYt12RWoxWafzhxc1F4GI8PaIyHmHFhqyiqPzqz11+LwCgv2h9iR4W3AOp/O3E0zpXiDJXfitDm4oBN7lxiyylePdf7mrAqQyjZLtob2ZlOYPRtD7dkS1pf1IXZsj+zF/jh7DsXacSS2tyqAPhnTm1MrrbiWYsWjNVbcSzfkfroR2ettuJtqzvV4Yx5kWPF4tQl56/V5sc+Er6etabxsy7eLdlSftefHxT7UnJLbggnP9hnwbI8pn48OoPbIUD4dGMKHA0N5tXskj1IGcCumL0/S+/Fm/yBqTjrQen0gtSesqD3Ri2e7zHmUqcej1abcX2XG/TWWPFhvw7U0E66lmXIlxVS1fF1IEW+/FceT7TmZ6sDpVBtOJVhyaqUF15ONyF2ny/Nd+lRs1eRpenduRsvTlaqNJuSv0uFWqg452/rSWCQvjmCVtGx5JEMrsXjOp+mhD4333Wl95E1rTgD1hVK5GKJwva3FQmoMp7EkTBWPND2Lo1FsfrJwVIkElEKDOHzkhS/DXem2FRlItOW/7ZQKgyALv+j9crqUU6fCF8jwVP5bIg1y+pccgXDhKyLUxxe9XiSbNpFriuXFvYSmqnjaPq+n5qYvH7Y58HaTEbWHevFttwMlCfrkRerwIsWckjhDcqIMKE60oirVmpJkM3LiDHmx0YGq9XY82+jA291D+HhkLJ/OTaL65myangpqOkr1A8gGoLp75euSzUx9/nKbkZOwFLuLAyqImvOTqDk0iq/7h/M9axT158bTcNaFxlPj+Z41jrpTLnw/MZ4adTMcT80xVzXI/XpmFl/PuVNzZg61Z935fnEu9Ve8+X5+jrJ7yolffP/vDrrwdp8THw6OV3JP9RH5f43n06FxfD05iZrjE3ixsT+58dY8TR6kZnDr55tzMGYgr64HQ1UKlMpNQL5/gTTJRlAUSmNplDqly/dTfi4SaFMWXnFyCV5apL2/3UNCE219LU6p9lazJiX/JdOi+EJp7XOdqkQ171DlNHLil82gPIlWMQSUr6SpqF3+ac5fRFOOHD78ac33h9LFNDyeT/7eMVxKseVici/OxFpyKcmWq8n2nFtpzfk4eZ81j/ZNpvXTNvU51OcHKWt2S/58mgsCaS4JprlEkuFJaoEXVEhLSRCtAperkDlQOBTLHELQ0+G0VUbyI3uhMhxIUFBKadqkYa0sWt0SpY6ytTAMiiJpKVyhbgmtRWG05ksuYAGNObL4L1IbQZtsEA8DaJXZwc3ZNFwSHth4Wi+60HppMvUXp9F2N4CaK76sn6dJ0hx90n0tWTlLn8hZ7X3BQS7aLJ9sRLjURc4yZNlUU5ZMNifAWYNAF0313wOcdPAarcmsId2Y76TH8knGLJtgwCJHbRaMN2Cuox4dZo7RZMYYTWY56TDHSUuFuYJcexDppkPkVA0Wj+vI0gma+Dt2Y4GzJismaRHqqsOicZqETu2K77iujLX/nWlDurJofE8WO3cmeY4mazw7s9mnB+u8NMlw1yRzbk/SvDRJ8ejOjgW6PM0YQHbGQHb5GRE3xZh4N7kF9CLV3YZ1vsLu6M86QQH7apHhrc16X23W+fRkrY8BWwPMObWyH3uWmLJxoTGHQu3Z7G/CtkAjnmzsRcV6A2p3WfJmoxFF6XrcitVl/4Ku7Fmgx6b5huwLsWffCge2h/Via0QvdkbasmWZIQej7TiR2JcjsdYciLbgaLyD2ggOx/TigFADw4y4kGTF9TQrLiWZcWtVL66n23I52ZKbGdbcyTDnbro+VXtteXvUnsId5uRsMaFyjxVfzw2k6fow3h+z4fMJB36cGsL3rKF82TuQ6oMjeLtrDPdj+nBvZT8eJ/Xh/f4hfDvVj5pjNpRv1KZgnR65q014lGHGgwwjsjea83ijNTcyLTibZMSpOEPOJVpwOc2eM0k2nEq24WymA+fSbTmXbMblVHNuZ1hzL9OEe1KTuUGP0s263E/owc1YfW4nG3AzoQfnIjpyOkaf1zf9lfRRd8+Txnszabo/k7Zcf1pzFtD2yJdm2RSy5UbgR3POAhV0a8lfRtNTOUG1++ZbxdpYlao03tYySfpKACqZRnGViMOkPJ7WijTaqlbTUplJy4s1tLyU4eHqdm+8yCjik3+d2S4pyIlTwmJiWRRPfXkUrXIaKwujTrDAxSEqzCU3g9aKUJrkZiIzCAllvV/P57MzqNpkTV1Wf+r29yM/pifFK3V5m2pJSbQeeVH6FCaYUZZiRXGyOQVxxjxfZcuHTf34LM/63rxf24sXq6x4taEXn/cN48PxcdRnB6i2Nln0xSKq3DSCV3jVztqRm03bi2i+3Z7Fu/1D+bpvOM2Hx1B3bDTfTo7h+0lH6o450nBiPN9OOvPjtCs/TrhSm+XCN9Htj02m9swsdfL/dt6LHxfn8u2CF1/Pu6sT/4fDrnw6Okk9Hw658OHAeL4cmciXIxP4emwCtUedVe/yl6zxfD81kZJMW7LjLHmcOIAz4QPYFuRAuq8Jh+MGkXd0Nl+fhIDkLfKWUJ+3VN3QGstiVFeAmr8oXV9uZzLUj1bBtsaydveQ/IzaQ3KJ7dJQVRJNFXITkMG3pIlTVfCs3fYrp36x965UTjDZfFTuQ3IeFTJ3EYy3nKQXQlkwzXkBfLg6g5wdQ7mUaM25GEsuJdqrBq97q/pxPs6aU9FWnIiy5MrqodSVp6mf+4/CUOryFtGc56/S+s25fu032hLpGJCuiBBa8tq5VMIZkuxO/ZP5Kh2u7MYSYqyK4dMVD17sGUubpPQrItrrO2XmVBQORXLwiVAW57aSCJV2b5NbqBTVFATRlBsEkv/JDaJR7KPZgcoF1HTbg9abM2m66ELLBWdaLkg41IX689PhXgCl+6aS4NaTWDdDYmYZEz7DgLAZRiybIi4gc1Ucv2hCd7zHdmPhBF1iPCwIczMiaII2gRP0WDrdiiXTLfF1NmDqgK74u5jgPlKLOSP1mD5Uhw5zhA09uiezx0iloxbe4zSY59iZBc6d8Rv9J57Dfmdq//9irqMmHsO74DuqI4Eu2rgP60yQSw8CXHoyxua/cO3bGf+xXUmcpUH67M6kuncjeWYPUufoEjNdk6jp3Yhy607YpE6s9dTmYcog8lYN5+hiW1JnWhA71YyEmdYkzrAkebYJu0P6sj7QgpR5RiT7GLM6wIyUuXrEz9YjxdOEzYvsVBlDsrcuyXO0SPc0UI6jq3F6fNhuRu1WI2q2mdB40IoXG3W5H9OdK2E6HF6oxbkwE85F6nMs3ICj0RYcCjPmfKwZjzf25+nm/lxINOFMvAnH48zIirNmd5gZO5YbczDahqMrrTmbYMOpOHMuZ9pxMd2G86lWXEyx4UamA3fX9uH+ajvur7bgdqYpD9Za8GitEc/329B2Zwx1Vwfy/fwAGs4Np/rgIKr3D+frkfG83unIndg+XA2352nGYEq29iN7jTR36ZG/zpAn6brkrDYmd50FeeuNKd9lQ/ZGC65nGKmQ15V0S26ssed6ph131/fh1hobbq+35cGmXjxYZ03ORiuKtlvzaLUB1+M1uRTZkfy1hlyN1OTYkh6cXqmtEA+7g//i3g4neLeZ5rxlNN6eSfO9mbSI8yLPn5a8hfDEn+Ynvqp3VYpt2lOa7Scb8TZTHNXeWStDUBlwvl79t+UxQ1355fSnCs0rxPcvzh+xR2bSIC6Yd9KIldauO5dGtL/A5LT4N8ZYNHYJMtWJBquGeeE0FK+gSYayFVFKQxaNvrlKikME+BahTuJU76KhKoPXR8ZRlzWEmj19yY/XITtUg9dJlpTHGZIXpU1pkhllydYUxJtRnGTB2w39eLehr1r8P66ypWadHW/TTPmywYaarfa8Fgvtvj5K81Vkzap06otjaaxKou5lKo0yABbSaNEyPoqss384TYfHUrd/mNoAvp8Yw9ejo/lxdAw/xBZ8cjzVWc58OzGJT4edFcxNhr+1p2fx/bwXX895UndpLrVn5/Ahawqfsto3AEkHvz/oQvWxybzb58THg07q1C8L//cTLlQfHkv1UWe+n5xEYZoVj2NNuRfvwIkVvdm9bACbF/flcMJITqUO5eFeV95e96Mpf0U7n0kWb0UrTadBBrZqwJ1MU2UcjeL0qkqiUWykgtR+ITcEsetK/WQMzbJpVCTSIFWUMrj/fwN8WfzLpN4xsh1FrVLSSWomJG6rtsro9ttV6XJaCoJ5eXEKuXuGcSnJgtur+qhSlyvxdtxM7suVeFuuxppxIc6Ss/I1xdpRdS0IPm+jUaSlsvYbYVOuP01PPGnN86Ul35/m4kU05i+iIUdkyzD19baVRVF/34vCdbY0PApSC7/MRiSz0Jq7gifB3SlYosHXU1MU06qlWHoJwtXNV7o+ZEOTTIlIQxL6VE1mIgXJPKNgseo1ECup5AnEQdR0dy6tdz1ovjaF5gvOtJ53pv7kWBrPTaT58gyabvhxNKo3EZO7sjG4LxuW9GN9UH/WLexPhq8VqXNNSfOWhjE7Et3NWe1rw8oZRiwY241A554sGKuJ++C/cB+myfQhOkwboo1r325M6teNaYM06eA9Thevsdp/P5rMGyfl7T1Vd6+/Y0d1wp804D/xHNtd3QDmjvgDz9Ed8ZGkr7MkffVxcfgXU/p2YvkULVI8exI7oyshU7VYMV2PiNlGBE3uyeIpWgRN0sF75F/Eu+nyKHMceeucOLLUngx3K1LmWBPvZkHcdHM2BfRhfYAl6X5GJPsaEe/1NzHPr52PEeNuSMxsM5J9bEnyMyHWU5t0HzNWeRuRtVSP/HQDXq03pCihK2/Wa/JuizZV67QoTtfiRmhXytaa8GaXCeXbzLifasDdJAOy040o32xGlZSJbDWjZIctj9aZcivThKvpZpxLNOZcoimnY9vZQJdSBKxmwKU0Qy6mGnAx2YhLyabcSLfg4QZ77q214P56c55utqBwpznvTtnDY/H3j6Tx9kiaro3lx2lHvhwex+s9Y6ncNor7iX24FG7HvbR+vM4aR9WhfpTtt+fZ4QG8PT6ULxdG0XDHhXdH+1GyxZzCrZY83mRK7k47nm6zpWhvXyoPDaLq0EBK9/aieJc1OZtNydlgxIs9FrzcZ8qdlG6cDO3ImRXdeLLKlHOhPTgU3IODKzQ4EqnFgUhDPuVE0vpyNfWP5tN8cwpNt92UFqsGZjkLaRMuUc5CVcTRUrZcsY4oCaNJQjT5yxVKQa73MsxrfhpK86NQWh4vozVPmDhR7bgFORnKwqGe+Pbykbcp6hT2ab8jRZF65C/vwcPAjmSH6fB+51ga7sqwN1olKpvL2pPV8oJtVR23cbS+SlB4Bhk6NzyPor58GS0V4e0W1PcboHYfX27PpzprOJ/3D+KhVImG6/A8xZKSOGMKY/QoTzKjPNlaSUGlkhhf15d3Gwfwdn1v3q214/06a96ts+TTRiuqN1vxbbM5P/baUHN6bLtr6LlgHNLbv67nwvkRV1ACNZdn8OXgCGr3DKXx4Ei+HxjGtyMj+XF8DA3HHfl+aBQ1B0byTaSg05OoPT6JL1mTqD4+jeqTbgokV31aJCB3tfhXn57BeznxH2k/+b89MF51SojsI0XwHw+M4cuhsXw75szng6PUrKnmsCO1R10ozrRVG8CTlAEckz5bfys2BzpwNsOZq+uceLJnIo93O5F3aBLPL/vyNTuMpkrhGEln8mqFvWhVqeE4BdBrFFSHbOiv5MQv+YEYNR9pqZAGMukYkPdJE1k8zYKXliyHbNIVUTSWR9DyLFbdFtoEOPdO+g5kQ4nk6+Ngyo5N4fGOkdxY3ZtrqXbcSu/NgzWDebBqIJdWWnI5xppr8dbcTLDk3EozjsXYcGvLOJpfbqD19WrF4moSFpfMiQoDaStaQGv+fFpKAmkuXUx90RIaikKV0aFRHFAV0Srl+2RxR0pijGlTOIe/cSAlMXzIdODm6A48nf2/+bBndLskJLWUpeGqp1se6S1uUbBDmTOEqBlD+5xgicoVND8JpPHBfOrvzaP5gR8tdz1puj6dxosTaLnoTPP5cTScdlSMsNZbc1TFbIpHN+JnaRM7R48MPxuSPcxJmmNInJs2K6fpEzfDhOhp+kRIWYx0sLvosFiGxON6MG9kV+UA8hhjyMwRBrgN1WbmCF3chuvQYa6zHj7S4+ush+94HRZPFT1Jh5Bp2oS76bJsshZLp+oy37ELoVO0iXI3IGBCJ8Jm6LF8ghaew7oz2vI/mD3kL8JnaRI1sxvBrsKi6ETgdH2CZxowf6oufhP1mOusi+dYDRI9zbi7xpkHmWPYs9CW1FnmKgiW6mFDuqct63xt1eAj3VeXRG89YmZpkelrTLKHxKD1iPbQJ2ymMXE+vUgMsCTOW24ItqzyNWZ3kCHHl2tzLVqLvFR9cpJ6cD3kv3i+QZ/a3YZ83GnEx13a1OzX4tsxS17t0OfdbiNe7dCjcoMWr7fr83GfCR/2G/H5qAXVJ+34eNyWTyd78/F4P94e6cPLg/a8PdaXV2KjPGhL5WE7Ko/YU37YnsojvXl5ciBvTg/mw6VhfLg0mPcX+/Ht7lBa8p1ozHGiKXsCdTedqT41lo8Hx/B69yiebR3Fw/je3Ix24Mmq/tTfnQXFnrQUzKL+qRt1T6dB2Rwac1x5fqQvxdtsKN5pzavj/Xh9sjc1V4e1Q+HujqXx5ii+XRzE26M25G/WoWKnAZ8PmfBqjxYP0nuQtbQjZ8K0uZmgw7UYLY6HaKo6x92Lu/FIkLzv1/I9O5i6mzNovjmZ1gdzaMxfRmO+nMYWq5OM2OBaSiUkFa4Gd0g6t3AFlKygLTuIN/sdqYoxp8KnExXev/MyqAulQZ14nmzCNykoF9KmDBPVIFCgb/F8OTGNouCOlMz6B6UTfqXU6WdKJ/9G4aRfKXf7lUqv/8PbJFN4NF/ZNBVjSSQepTPH0/JKho8Zinnf9DKWhmfy4pXhXZT67zIMbHyWyo/rbnw+OIKHkYY8WKHLswxrihLMeRymRWmCCaUJ5hQmmFOSYkNlpgOvNg7gxfo+vFhvz6uNtlStMeXdVmtqdthSt9Oa+gP2vN1myber05QXXuUCFE653RbaWhLO28Ojqdk7jO/7h/F931Dqjo7iu0hAWZJJGMqPw6OpPTiKmixHPmeNp/b4VGqOT6X21AxqTs3i4/EZVJ/24PNJ+bMEvWYoBMTrfeN4uWuMYgN9FinooDMfDzm2zw8Oj+HH8XHqhvH54FA+7R/Oh93DKUqz4Um8Ffdi7DghbVXzjNnka8LeJTZcTR/O/fUjubN2MLfWDebupuFcWzeEezvHUXhyJi9vzacmN6RdFnkWDS/FyRWtNuE2+f7LIL8yVi3u9aUraBDEhthoq+L/tn+2D4Fl0VcokMqV6pbRWpFAfUks7x8to+ScBw/3T+D2xhFcSunD1dS+XEvtw7Xk3txK7cfjdcO5mdKX2/K+eBsuxZhxIVpu8RacTOjFyzvL4Mt2mkRaKgxWp/+28lCV8xCDgADl5HbYLC41mWuURdH4LJqmF/J1SEJ3MeUxBjzw+Hcab/qqDVxsslLpWXN2Oncmd6B4fAcKZvxvPu4f1x4kFL6UzArKhW4rrKv2Q5EU1UtlpdRaysyh/nEgrZLylxDZPX9aHgXQdM+Hxpszabk9g+ZrMg9wVjOBH2fGUi+bwv15XM8cSoTrX4S4didsui5h03SJmGlA9BwpiDdSA2F/aQJz1cXPqSfuw8UJ1F3VQi500cd/vKFCQUwdosmUId1xHaTBMPsudJjrqofXBF3mTZTF2owlM4wJmWHACjc9NXCQDxA1u72gOGSKBsum9iDOU5/E2T1Jn6OP/2htRlv/jtfIv4j10lCn8QUuPfAVANxsfYLc9PCfLP9/A7xd9PAa2414Dz3urBrDkzWO7F9kR7KbMUmzzEieY6neprsbs3mRBUmeGqT5G5LorU+Klx5JHrqsnKPPSk8ZfBiQ4GNGsp8RqfPMFVY12V1Kx7U5ECZhMh2uxxhyPUaXs8s1eRCnx7M1mnzabUDtIWNe79AmL7Mznw/pU3PEkBfbDSjM1KR8lTZvtxnyfpcen/cbUn3ElJosM76dtKTutB31F/vy40p/qi/0o/bKcNoeT4HcGVAwA4rn0JQ9naacmbSV+NBc5EVz/mzaij1pK/WkqdSLlgo/KF+gCmHeH3Hi7e7RfN7vxIvNY7gX05srYXZkrxtK/cO5UC465HxeX51A5ZlRNOfN5vv9CVQeG0Thvt7k77Wi9vpwmh6NpenhSBruDKHu5iBqLvbh/Ukbnu83onS7Fp+zTKk+osP7A9rkbzDiUowB5yP1eJCmz8MMHY6HdmH/cmn3MuPjg8VKv61/4EXTzak0XZ9E60MvGuWaXLRC2d+aK8Te2T4oE66PXH3lBc+rGBrv+1EWYcCdCR0UFqBYWPDjO1Do2IEcxw7kOnegZNZ/8mHdQBAc9DMJhq3g4+4RlHn9FzkTfqJy0j+odPyFZ04/USV/d/2Zt26/8mryLxRP/okPScYgjWtFi6kXF4ZgEwTK9n61wikoqehFvOr8bRI/f6XYGSOVI4evu/j6JIiaw+PIWWnK43B9qjLMyY42IDvakPIUK8pSrMleaUhBgiXPVvfj1cbBvNkyWG0Cr9bb83qdNa/WWPBpkw3V2+34utue6p3WfNjfn7oH89thdZIWfp6uhoyND+fz+fAovu0bqjaAmv1DqD08nO/HRikn2LdDI6g/Mpa6rHFUHxmtdPpqZd2c8fcGIC4fd76cmsP7LME6uPH+0EQ+ZU1WtwSpfBS9/8P+cXw+5ERtljNfjzry9ehYag+13zLk43zaO5hPe4ZTmGbLg2grbkfacirQhLMhNpyW5qoVltxNHcCTzEHkbxxO3qZh5G8eyaP1g3m4cYgaul5N78XNNX24udaBvH2jqDzlSvUd7/abnXJ6SZYjgcaKKH6I7CJum8pINRdQWYkX7R3J4q6pvreAT4KLOD+H3IOuPNrtxI31w7i8agDX1wzicmo/rqT042pqP66n9+daWl+uJPfmZsZAriQ5cD21D5cSZBZgytmV5uq5tWUUre+2KJR1c+EyWvIXKSlG5RoUgyqaliphVMmcQRb1ZNoq4pVbrfGFvH+FYkQ1XvXgSbgOXy7NUUG25opo1Ynw9cZcnrj/byrH/0LZxN8o9PkX9efd4LmkmiPV3KDu0UK+X/dUuAfZAFoKxRUUqhAj9bmBKkAmMwDBSbTlyJ8XKLR72wMvmm+50XDBhfpzTjSeH0/TpQlw34Oay3NZ5yMhW20iZ+gSNVufsBm6KoO1bKohIdNNCXARLEQ7FXS+sziFDJg7sifeY7TwG6eP71g9vEZrM6lfJ6YN0cJloBYdvCdo4+Gkgd8kXRbPNiNwmiFLZxqzfJYREe6yu+gSOl2X8FnyaOHn+DuR07VIm6XFOh99lTIba/s7C5y7kOyrSZyXDgtduhPk2kWVGC9102HhZF3mT5RbgC4+47qQ6K7P/cyx5K514ugSB9Jnm5IkITAvG1LcLUj1NFUlyltDbVm7zJaUAEuSfIyI89Ahdq4hUTN1SZlrwLr5eqz312ZtgCGbA61Y7a3D9sUGbAoyZudSAT+ZsG2hLpv9dNm/UIOnybrciuxMwWoTyrZZcyO+Iy+2afD5gAk3o//gYfyfvNlmwrMNOrzZbsD7XYZ82mfIl8PGvN+vy4eDunzKMuX5PlNuJnXkRpImRbv78PL0KF6eH8nHW440FsygpdSLxuK5NJX40lTkS2upH82l82mQhb8sUCVNf9yfx2dB+B524f3ukTzbPIpHSQO5FtWbR6uHUC/pwUphBy2kuWwBjSXz4Nk8Wstm0pQ/ne+PXKh/5AjZMpQaS+O9wdRd70vNhd58PmfPq8OmVO3V5+1hQ2pPmvJhnzbPduioQW/Wsq5kLenE1ZXdFQPoRrIeh1focm3jMDXcEz+91Oq13ptBy71Zyu3Tljuf1qLF6tTUVLaClopI2irb9U5xPLQ8D6c5N4j8ZVo8mfAzeeM6UCC1gNIh69SBYsdfKB7zM8+cfuXFhH+Q7fIbzxMsoHgJ1VlOPJ7xK8+n/YOyCf9QzVkVrr9R5foLLyf/xFu3n3jn9iufZ/4bL6f+StG0DrzOMAVJ7Aq3X7pt/y5WaXuV+TeaIEMhneXFrjz3wvmXm8bXPTQ/X8XHfWPICdejINqQ55mmFCcZ8ThCj/x4SwoSzClKsqQsrRcVGb15uX4QLzcM4vnavrxYZc/HDX14mWrG+7W2fNnel5rt9tTs7EXd0cF8OTqKlsJQNbxurBSraAJ1tz2pOTySrweGUrNvMD+OjeJr1ii+Hh1F/clx1B0bS0OWI43Hx9Fw3ImGM2L7dFPunq9nZvLlxAxqRf45NYfa03OoOSkhrynqhvDhoDM1R134ctiJ9/tG8Xb3UD7vH8nXI2OoPTSCmgPDqD00jC/7B1O7fygfdw4mP9WOO+GW3Ayz4V60A3kZQ3ic0pfHKX14kuRAceZAijL78XLrKN7sGEvV5uFUbR1B+ZZhFG4YQNnWoZRvH8aLvSMp3TKQsh2D+XrDSy3ucqtreJFI80sZ+q+gpWwZzYJvFtS0JI9fJvA9dzG5+x25t3kQ9zYN5tba/txZN4h7G4Zxe81g7q4bwoMNw7iV0Y8bGX24ntGbKyl2XE134HKqA5dTHLic1psLSXacTbDmbLwVJ1eaczHJljc3Av5/p/+2gkDaChYqD78CEEoORazIz9tzHGJ7lXSzUF7FiaQyHs8kCCeafxzf7vjz/dEi2qQf4lkUbc+jaLgznxLfjur3unTSPyic9BNFy3ooVIT6GBJiu+XLu62Dac4VppTgSsRRFK9uCA1C+M0LpOXvwKSquhQMxdMAWh/MpeHKVL6fdqLujDMNp5xouTCR1htu8Hghl1OHEe7albjZBiTONVZFMSFTdIiabUKCjw3RnrYsm2ZOyFRTImeYsVScnSM08BjRjaXTLPAbo4W3gOJG6+A+sv3pIIUtCybqstjNmMDpxgTNMCHQzZglMnH2NCXc3YAYbyOS/IyJ9tBinuPvLBjbhTQPU9b6G+MzpivjbP+TZZN6kO5nQNj0rgSO/5M4dy019I2Yqc3S6ToETu3Joqk6+Dh2Jd3HigeZztxPGcpBWbg9LFntZUuauxUJM01J85JCZQs2LLMmcYFUPxqRME++SF1WBckwWJ9tC404EmLIwWAdtgfrqG6AHQstVFnz6nl6bJBC5oVGCqUaOUs2Cn3ORxlzYH53spboczbKlIux2jzfbszr7abcje3Ksy3GfN5nQemqbrzYJJuAPm926lN7zJqa45ZUHzPmY5YpFduNKNxsQsl2ewq2OvD+rBNvLzny5c542krdaSn1pLl0Lq1lfrSVB9BWMo+2Mn+ayxfQXB5IW9liFTmvPjuN1/tH82LXUF5sH82jxP7ci+/P03VDqH/kCVW+tFZ50VzpAc/daauaRnORI815Y2h+MoKG+/35fr0X1ecsqD5jybujprzPkrcWfJLP94QFn48b8GqvFk9SO3I/uRuPVhtzIVabxxtsuZaoz500Iy6KXTZUkxt7HeF9Bi3SwHRnNo13Z7QX0Ajs7bGXop02yzW6QtwOEu2Po6E0VFUrUhnCp/X9FO43e0QHckb/RJnzv1Ey9h9kj/qJR8N/InfEL1Q5/0qFy68UjelA7oRfeJNsTsWijhRP/IVi118pdv6ZAqcOFLr8QpnrL1RO/Ik3U3/lzZRf+OD2Dyom/UzVlF9V/WLzLS8lIwivRgXIRE5SPB1BMqcpWqUgn2UIKNpso+jOn7ZB9T7e7HXkyXINCsJ1eZlpSmWaMU8j9MmNsaQwyYL8eDMqMhwoS7Pn9frBlGU4ULWmLy/X9uHlql48T7XizSo7PmzoTe223lTv7EPtnr6832RF9amJSi6QQJucOD+fc6X28DBqDw6j+oC4v0bx9chI6o7L4u9I40lnGk840SB/PjGOuhMT+CpET0E6H5/Gu0MTqT05i9qTs/l2Zo563/uDE6jJmkzN0QlUHx5HrWQGDo/lzY6BfNg9mE97h1C9bwgfdvRVm07tviF82tGPDzsG8TjOmtsRNlxbbsGjGHsK0wbwNN6ORzHWZMfbkBdnTU6MJcVJdpSl9qYoyZaCBGv1vZANsiy9F1Vr+/BiwwBebOhP5VoHitf1ofaWH7xMpPGNlMongEgikp2oDKdZTt1V0Sqw9+yYI08296Vgx2Dytw7m8bre5GwawON1fXmwWgJqDjxa1YebydbcSrXhVpo1NwTSmChhR6HWWnMpyZqL4gSKt+DkSmPOyBA41U4NqVver1c25LYCCXkFqkGt6pNQoD2ZEcW2p8UlgV4paXRxpCUq9HerdEAUhtKcu0Ld5MSN1CpNaRLae76Suht+FHr+S91oCyf9QsnEn8iZ+gtfdgxXA2OBC9ZfmsPH1b1pzgmmUV4bRfJ9iFOmhqbSZdSXLKFZMOTiOBLOUf4SGiVncseTFrEXn59C0xkXWk5NoOXsROrPTaD1rhdVR6azxluPuJlaJLnrkOwuSowhMW7apEpj2CwjQiZqqznAMuduLHPRwHdkJ3xHdsNvTHdlDZ07rLOqh5wzrKsqkO8Q5NyNJRM1CZ7Uk+UzjFgy05gQdwv1NszdiJWe+upUn+pnSOo8I1a66+M/piv+IzuT6GOCj2MPnG3/kxVT9RW61H/MfxI3pwfrA/RYI72tvjpEz9UhfK4egdN1mD9Bk/g5RlxNHMbj1SM4EGRJ5hxL1vo4kO5pR7ybKakexmwMsiBjgT7x83RJmGdMRoApGxebsWWZibJy7gnS59DinmQt0WXXYnEA9WCLnx6rPXRZJaXxPkZEzNEjwsuMlb62qnB5m2wSwbpsXqDLhnkG7F9ixNPV5jzbZsnjZC3uRnehdI0e73YY8WGXHh/2GPH5oCXfTvam+rgt38/1puFqP+qu9aXh1gjaHrjS9mga5M6hLd+dtiIPmgs9qM/3oqlkPq2lC2gt9qU+ewY/Hk+jtdALir1Vd0Dd7Tl8OO7Km0POvD7gTNWW0TyMc+B2lC2P0qypvjCS+gfD+PagP98e9KP+QT/qbtlSd92cr5fN+H7Fiuozhnw8rsuHLH2qT1vw+YQ1z/cYUrFDh49HzWg4b8unozqUbtHkYsgfXF3Zg4drJCxmyd21VpyJ0uFEhDZnYvU5ulKXgoseKtQj7oRW8fxLr8F9TxofzKMtJ4A20fyl0EUq+YThX7mSlsoolfhtvOlNtvt/Uzi8A+Wjf6Fk9K+UjfwHVSP/jYKRv5E39leKnH8lb3QHyhx/oWzMz5Q6/8aTMR1UnWKJ6z8odv6NQuefKXP+iWcuv1LqLPLPL5Q5/sSrib/wYcZvvJ3xG6+n/0bu5N94sb6/wjTI8FAFkMTxIc1eynMu7CGRpyJoUpKVOE4iqH+xirbaQ3w6NYuHobrqFlCVaU55kgH50Ybkx1hRlGhFXqwJRYkWagZQlelAeaY9lWt7U7GmF5WrbClPs+LVKhuqN/fmyxYHPm2xp3ZXXz5vsaN290Aa7/ipfoDmolBqTjlTd2g4DcfG8F2koEMj1fPj6Gi1AXzPEgfQWPW2UfDgp6XsxZVvp6ZRfWwqbw+IJCRe/5nq9C+DYfH61xybzPfjrnw9Oo7aQ2P4Kk6ffcP5uGsg77b35eOufnza2V8t/rV7BvN+a19ebOjHvWhLbgorf7EJ9yNtyE/qS1HqALLjevF4pTU5Ky0oTe5FQbwNJUliex1ISaIdBbFWlCXbUZRgTVF8+1OaaEt+jDFPIw0oWddf6d/NL2NpehmnLJFIcYoakEqwawUfTzhSucmaZ5vteLW5Nx93DuTN1r582D2Il1v7UrG+F293DqRqU19K1w+geOMA8tf14UmGNY/SrXi62o7sNfbcSjThyko9bsYLqdeIs5FaPNwxQrnJhKgqg10lvxSLpCP21NT2XIYs6hJO+xtH0fI8SvUgSweycqdVxVD/OIiyXWNoFkebhAnld12cQM/jqL3szgO3f1Aw/heKxv9ElRxcRNYM7KJwJCI3vj/kQs1eJ9WA15DfDpRrzVtBq2QbpNReZMvScJWv+CG461wZDC+g5b43zTdm0nJpKk1nXdQBofG0M/Vnx9F0bQqt9/04uNyU1DkapLlrscHXmB0Lbdk6z5L1HsZkzjYkYboeMVO0SJ5tyooJWkRON2TRWE2WjNcmepY5S110CR6vwwInTfzGadBhnVcX1s7tTvzMTqq1K3yGDsvd9AmdZUrYbHOWT9UlYoYecXMMl0tVJQAA//RJREFUSPY0ZJUkaX0sWOKqyZwhvzN10B+49u3IzCGazBrZVZ341/lqsnW+Jpv9NVjjr028ty4RngYsczdh4aSeJHjocTN1OE/XjOVQsD1pMy1I97Aj3dOemCkGpM7SZ9dSazYvNiLTX5sNgcZsX2zCriUGHFxhzs4AUzZ59+TECmOOLddjg5882hyPsCTNXVuR8lbM0ifWy4wod1Nifa1JX2DF+kUmrAs2IiNAn4z5IiHps2uRFpejDbkU3pUbUX/yYochTWd78eOkBXWn7KjOsqX6hD3fzvWh4XJ/flzrT+O9YdTdHkbzQ0eaH4sU40r9kyk05s6gIXc2DQWetFUsoKV8AW2VAXx7PJWv95ypf+RMtWj29ybQeG0S1cecebVrDK/3TuDZtnE8SRrAbRkCp9vz/vhQaq8NpPZmH2qu2/P5giz4pnw5ZsCno3p8ytLn4xE9ak6Z8vqQsH2MeHfCjhdHrKnYa8S7I2Z8P2vDm33aFK3X5nxIZy6s7M7ZldpkhUmnb0/1HI3S4VS8EcfiTfjwqB3R2yw8kwdzqLsrZRs+tAotUUIxxVFqQfshcKwSue4m0Pw8Vr04vu5x5doIqUP8iZyhP5E7UuSfXymVZ/jPFI/+iYJxv5I96mfyR/1C3sifqRj/D0rl3439mSKn3ygc+ysVE3+jdNwvVDr9xkvXf+O5y2+8mPQzr+QWMP1X3rr9Q90Icpw6UB5tBEUr2imhqkQmmvqqGBqlVlCKXCqi1RBYqh9l+Cfk0MaKJKjdT82DEG6HmfMgzIDSTGuKYgzJXaFLUawV2dEmPI0ypijekueyAaTbUbmqF+Wr7ChNs6Qyw5qKFAs+bOjFj529+ba9D1+29qFaFtudfdVs4Muh0bQUrFBs+bqTztTtGcD3gyP4dmAE1XuGqCBYwxFH6o85qRd6zdHRShb6kTVKBcK+Hp+k6J+fj7iq9q+3B135nDWd6qzpfDo8iS/C9j85jerDjtQcHMXXw6OpPjCct2rhH6BO/l92DeTrviF83tGfmt1DeLbalpK0XtwVn/wKS66J5h9hTXZcb/IS+pOT0I+C5P4UJtlTnOpAcVof8hLtKE7uTUGCHdnRFpSmOPy9MdirpyDOmoIYc7JX6FKaaEn9bW/aXsbwQ6yQFTI8FQtoFDyL4us1Dx7H6ZETrUNhrCEl8aYUrjSkMMaI4kQzChJNyY0zoTTdlpJUO0pSe1OW0Z+yjN6UZthRsdqOl5v78HnvUL7sG8rnPYN4s7U3b3f0oWRLL95c9VQ2YnEmyZBaeo6FNyXZkfbmM0ljC3pcNoP224BCUFcJbjyu3ckk9tPSSJ5vGUhJphWtouMra3G82gxq9ozioctPlE74hdJxP1E59icqpfd55j/5dMpFVZ1+v+5La7YMf0MVbqK5YBGthUFqQ2grCKe5MFL9XkjfgQqNZQdBTiBtj+bRdMONlqtTabzoSuO58TSfdabhxFiar0xR0LhziX2InNRFoXlECkpwN1Z0hvDJOsTOMCRutgkR001ZNtkI31HdCXTRxXdkdzyGdsF9WHc8R8htoAfeI7ooOajDvvld2DqvO5v9e7Let7uycIa5abNC8KIetkTPNlMBhGgZunoYkDbXjKQ5eiTPNWLxBE0m9/0fnB3+xKV3JwJctFjlZ8RWPw32BPRgx/xubA3UIcVbk8hZPYic05MkH122BhlzJ0NuAGPYPd+SRDcTEtzMSZltTfIsC1Jn6LMr0JiDIfocDNHlSJgBB5bociXBjrNRZmQtNWOLlyZHlpqxb7EJMZP+YPdiQ45HmZHsocvSaVpEz7Ug1suCOB8bEvwsiJ+rx+qAdhkpyd+A5Hl6pPvosWquDtvmdeVWvD5FG8wp2WRIyUZN3u0z4PtJWUBNeH3AkteHbXhx2Iq3pxyouT6cL1eH8uP2aL7fGcu3u+Noyp5MW8EM2orcodwbyubSVu5DS6k3FM2hJXsSny8PouqwJbUXB/H9/Bhqjznzdrcj73ZP4MUOJ25F2XAjwo6naX2ovzWDtsJZtOZPpjVvEi3ZrtTdHc2nc315d8yat0fMeZdlxrssE14eNuT5YWNeHbfh5XE7SvaYULBdn8q9phSs1+Jphi6nQztxLrYnxyP12LlIg/1S8yiM/9Buyv6ZFWtMba60dq2kQU7+D9xpfOBFnZxK8pe0w8LE6SPtSEUraCuJUdWNP+QWUBXDx9UjeDDynzwY9BN3+nbg0dCfyB/7GwUjf6ZcBsHjfqVw9K/kj/mFgjG/UjzuV4pG/0zx8J8pd/onZdIxO+4Xnk34lQqRiZz/Sbnjb5SP/ZlnE37ixZSfeOH2G5UTf+XN1H9QPvlnnq3QgZxl7QlUqZGsiKKuIpxG0XLVqU10X7kFhNBcsqTd0lcRDzU7qClI4maUDfcjjChfZUtZvCl5YXoUxZlTnGTD43BDcqNNKUmw4tWa/rxY24eydGsqM2x4taYXZUmmVCQZ8mG9udoAvu0azIet/Xm/yZ7PW+x5v9WB72cmK8CXnPK/7RpI7b7h6pHFv+7QKJpE9z/hxI+s9tP/x32D+XZ4JN+OjuOrQkBMoTprCrXHpynN//PRaXw+NIUvhyZTe3QitUec+XZ4DJ92DaZm/3Beb+5NxWprXm/uw7ut/Xi90YFP2wfyYWs/Xq6zozzNmrx4S+5HWXBjhQU3V1hxY4UVt1ZYczvMlvsre1OYMYTiVYMpXjWIgoyBPE3szcNoGx5F2/BEbgdxtuTF2ZAdbcXjCJmX9CInxoLSWAvKVprzar+jWuxVHkAF9toTv62FyyhZ48CTcF2KY80oibWgKMqU3DBD8qNNyF9pxqMwfZ5EGvM40piHYYY8WG7M/eWG5MdakbPSTN3K8mKNyVmpT1GCMSVJJuTF6FKZYUHVpt7U3F8E71bTpG4ckjAWbV8w45JZEB6RoLaTaHsmA3pJbf8t+0gGQfDXUkMp7CNphnsSyNu9I2l4HKySzoI1oTyM56E9KRrfQRkTKuWgMuYnKsb/xh05kKySmdZyhXhuLWoPiIlVuaUomObCYJUCpkhyAxHKUEFhOEj2QEJoYrm+563a9KRjo+myKw3SsidzgFPjaTw7kbY7c8nZ4US0m4aywkvt7UoPcxY492TuaA3mOWnhO7obfuO08R4rdbw98RiuoRb+mUPE99+V6YM7M33gn0wb8AezhnajQ+asLiTN0SZqSkc2zu3CKvdurJjchWVTdFg5x4I0b3NS5ooX34AELz0SRHOaqkninB6ke+vjO7ILzrb/o4phUrx02eTXg21+Xdkb0I2DwRrsW9KTHUE92bpIi11LdNi/TIsTYcY8SB/Go4xR7A+0IsFNTv2WJM2wIGmmJcnTjTgQbMztVEtupRhyfmVPji/rodrAbiaacinaSEk/G7w0yPQ0JH7an5yLt2JnYFdWunUkdnZPUuaZETHHmBhfaxLmmZMRYE7GPLlRGJPmp0OmjxbrfU1Y52vAvmAtbsUbcGZZV84t78qduB4822bAh4PGvNhlQOF66TA24elWE/J2mVO814ryg3ZUHbGn8mgvnp/ow8tT/XhzYTDvLw/n0/VRfLg+gteXh/DmylDeXRzM8+MOlB+w4tlha76c60v1mRF8EM12jyOvd4+jcvNIclL6czuqF0/S+9J0bw6UeEC5J00lHjSVeNJW5g0lnjTlTafuqQsNTxz5en0A1Zfs+XLJjg/nbHh/1pZ3p3tRecSGx5v1uZ+mwcNUHc5GdWuXeqKM2BXcg6wwLe6ts+T2amNOx2hwIdmMumJBAQuK2FclgJseCf3Tn9YyAYQJG0X6iZfQXLhC1eVJarPheQytr+OoSujDvSG/8HjQTzwc2IHs4T+TN+JXcof8ROHIDpQ6/vr38zNFo3+heOzPlIyVwfBv6v3l43+m0uUXqsb/SrnTz5Q4/kzFhH9QNeFXnrl04P2sX3nj/k+eu/2Dt9P/jXx5wYXrQqGw/KWyMFk5O5orw5Te3Cr1k6I5P4+kpUp87O1eb7H88XkN34pTuR5ty4MwPV5IgX2SGbkRuhTFm1OUaMmTCANyY2QWYEVFRh+er+lHRYYtxYmmvFxtR0WqBRXJxnxab03Ntj583T2ELzuH8Gn7IKp3DuDT1t583TuQ+qxRNBwdTfX+YXyTANgxJ74fGaXeX390BD8Oj6R2/zB+HJE8gBPfj8pm4MSP45P4fnwatVnT1LBXyt2/HJ3Ex/0T+HpkMt+POPNl7wA+7+rD+629eb3BnopMK8ozrClNs6Ig0ZySNCterHXgzca+fNw2gDcb+5MTY8r9MAPuh5tyJ8ycu5G2XF9hxaVlJlxbYU7RmmG82ulM5eYxlK4dQemaEVRtHMvT+N7kJfUhN9GBArkRJPfmaYwdj6KseBJnSUGsBYVR5uRm9qYuezFt72WRFdS06OwJvD4+iYIYM4pWmlIkm0WiNUVxFuRGGpEdYUR2ZPuGmx1hwtMIYx6HGfEozJRH4WY8jjDjabQFubFW5MZa8DRa3FtGPFhhwNNIU55GmHAvwpBPt+a3z7DEiin2zgpBi6fTpmiyguhoz2i0yu+LSEGCCakSC2p7MFGcPs0yU5JEc6VUgIr/f6WqM23KD+THlamUe/xvnrnKBvATz+X31elnysf/RMHEDpQs/B8a78rhT5AQYbQWhNMiGQORxeSkL62ASvsPVX+WTaCtQDaAxTQ/8qfpni9Nt72ovzyFtutTabk8mWaZBZwdT8vFSbRdn8WLo1OIn6VJvKchUbMMCZ1uSOAEDXyddfAeb4DHGA18HLXxGavzdw+ANh4jNJk9tDtugzqrRX/m0K5MH9KZSQP+ooO/c3d8xvUgYOzvrHbvyjr3bkRN+J3l4zuycromaV4GJHnpEe+pq9rqU9wNSPWQBbQHGd49CRzXnYn2v+M5oiMbA3TZOv9Pdizsyvp5Xdk5vysnl2txerkmJ0N7cnJFT04u78nlcBNy0kfwJN2RA0G9SJ5lTpKbBZketiTNMCV+sjZHFhvzMMOSx5km3E0TTIE+12J0eJhpwq0UY85FG5Hh0ZnAMf9N2lwNzsabciHRgP3LdTm4zICDodYke+qT7KNPpnRuLjIn3U8GxobsXarDkXADNszrwdYAPY6uMGSP/+8cW9KT08t1OL+iGzmrtHmxx0TRMku2mJC/1ZzsbSYU7LGkaJclxbutKNlrS8leK8r221B2wIqSfZZUHrXj2bFePDtuz7MTvXh5pjevTvXm7anevD/Vm5qLA6i/Npjv50Yorsz7A8682e3Is61jyU0bxm1BQWQMoF7IgCWeNJfMprnUi6ZybxqKPf6+VbjTIDeDokk0546j/sFQftzpT/VVO2qkDP56b75c7s3bM7Y832/C8z3m5G2x4liEJjsCO3EgpAuPN5vx6mQvXh2zpHC7PgU7e9EgtYzSeyse/6d+CnEr+Ie2ksXtxSjCRBfmSZno/vE0C0NeTkuvE3i9fjg3h/3Mg0EdeDriZ/JH/kLO4F/IGSJS0C+UjG3fACqcf6HK5R/qlC/vq3CWDeAnKl1+pdLlZ6rG/0Lp+J8pln834R9qFvB6UgdeTu7A65m/8Wr2v/N88m88cexASbJlO8BM4QUEGCeZAJF8JLovNwBx/4hEtIK2F+E0S4BMPt8Pa/helsaDpN48idDj+SprXqRZkhthQE60CTkrjcmOMiYvVgbCdpSn96E0zY6q1fa8XOvA81U2VKWLDGTCu9XmfNpkR/WOgXzfN5xv8uwdQu2uAXzd3Z/avSL9DOP7UZF3xtJw0lkFv74dGs6PwyP4emiE0u3rjzur57uc/o+Mo/boBOpOuVEnELijYvl05stRcfyMp+bgaGr2yY3CnrebTPmw2YrnmcaUpxpRnGzC40hdHkXIo09pqh1Vqxz4vHMY1buG8XHbIMrSrXgUZUBBii2vt4wgO8mWJwk2FK7qx4tto3i5fQSvto7g3Y6xvN02ljdbx/B++ziebxjGqy0jeLllOC+3jKBs7SCKMvtTtnYglav6UZbUi5xUB77c8lcwOEkMi9zy7f4S7qfakhdrRr7IRdFm6nkaZUrOSnNyV1rwKNyYxxHydyuyoyx4HGHOgxWm5Mb24lGkJY8izMmLtyU7xopC+TgrLdW/L0rspaQpyTV8e7CIttfJCg0iOJDmygSanrVjJ4Q/1CzNbM8zaHkliXRJHSeoKlJhFEkJjxBqVSe1MKoq4lUaXWSf5qfBfNw+lJfRujyb8hOvJvxEhXMHPrj9O68m/MYzl58pn/QTuVM7UHtiQnsuoDgSyqLbk8IykJY2O8Fbi/VZqk3VfCKc5oIVNOUIUVTyAQtUMlgAcY2XJ9J6aRLNFybSdN6FxnMucH0WNRe8WONjTNhkLVbMNGH++J4EuHQjaJouC0T2cTHG21k4Pzr4jddj7hhN5gzrgseI7uomIF0AMwd0ZUq/v9RtoIPLgO7MHNmTyFkmrJurw/rZnVg3+y9Spvwn2+f1ZJVHTxLm6BE7S5cML30y5+qz2leHDf7d2eDXgxWTezCt7+/4DO/IRh8ttvt1ZeM8LdUDkDKrE8eW6nMxwojTEYZs9f2T/Qu7cma5Lk8yBvEow5F9gb1JnWNJ6iwb0mZaEzPRgMQp2mQtM+DJajPup/XkQYYON+J0uJtgyH1xriQIzsCU/UtMWTauE5lztTmfYMWVZDNOx1iwb7EeW/21WefXk6xIA84mWrEuQJMtS004H2/JzXRLLqRYsCWgKweXGLB9Xhd2L+zC0WV67F+kwYnl3VTTVuEmfV7ssaZqtw0F28wp2GVO0R5zKg7a8Pp4X14c7cXr4715f7ofX68Mo+bCAL5dHULd7VF8uzaEhkdO/x9PZx2WZda9bazpHsekm4dupKVLwMRAVOwWu4vuLkVEFOxundEZxy5EQjoFO8Ymz9+xb97v++M+Hhl0MB72Wnut6zovvtwfS1vRODrujaT77kg6r3nQddWF9kvevDjkyePd3jzfN4rGnX7ci3fhWoQjd5OH8+XmDLqrZ9NeMZW2yhl01s2lvXYOnbVz6apdQFfNArpr59D+aApfHo7jU5Efn+948v6KPf9dtubVeXNenzfn6Qkjmg7pU3fYlAd5BpyLHMTtLA1aj1vy7JQxDYe0eXLCjFeXRkiRgG11iXSUrqTrwQLahRntoQhcD+Hjw2V8Ed2/oHxK2n/BbBFZv4IDH8WHY5P5d+TX3PfoS5Frb+47yXFveG/uOPbioVtvit16UTGiLzUj+1Dp20s69EURaBjdjxo/0fX3oXFcj/mr0k8sgvvROP5bWgK+onVCL54Hfc3zqd9SP6kPj0bKUTRGjuY8N8k1KjDMQl7YLfAP1ator1n/P3LjBtorV9JVt4buxh4vQGdDJLzM4WNtMpXZ7pSHy6hLMqY52ZwHG7Wk2X9xuD53N+lI6hdx+FcnWkvLYLEHaEq3piXDmoZkcxoSDXmdY8GL7ZbSgS90/sLp+3b3cD7udeHjXmc+H3Tjk9D5H/Ph8wnxjJCej0e9JZnmlxNiBzCStlNj+XR8lPS8EzsAAYQ7Npr3J4Tccxz/nRCMmLG8PuApzfmf5lrxepclr3NNeJ6tT0u6nqRkqksyoTRSn1sbNLm2Vp3iCENpgd2y3ZEXeY7SaOpZri01KcbUCxnrXg+e7HLmSZ4zzws9eLrHjWcF7rze68nTXS483y32Cu405zjTvN2Zp7s9eb7Hi/rtw3mUbkfdNmdqRQHIGE5jtisN2z14cWGmhL0WuQeiADw+PpX78cOoSrGhPt2hZ7+QYE15nBXFkebSc3eLsXTQ39igz9W1utzaYMytDUZcX2vA1bUG3NpkzO3NhjyIsuRBpDmlMZbSKOphhDkPI82pTHek7f5K2utD6awVSIfN0hhQzPWF0UyQZEUEZ6eIthQFQHCmRPcvbgYiEU0wpkTojYDRVQuwnTAnigKwma5rs6lZPpiGad/wNKifJEio8Zfj7dyfeD3tWxpGydEcIEfFODn+2+sl3QAEGuLTXUEXFTGmItpSYE02Sh8L0qlYTneIW0LlFslkKcJnRO5wx535tP09mc9/jqVdQOLOj5X2AB3nxsL1mbz/ew4HVxkRNWEIGwKGsjZAScLwrx6rxIoxmsz10STYXVmKhxTz/hnu8kxxHsx0d0WCnIcS5KLAVFcVAuwGEShGQL52yoxzVGS2pzLrRsuTMlWR1KD+5M4ZzJ4FCqTMUCE8UJX02Xpsn6tG7mJtts1TZufCIRQuUyZ8sgJThv/OQs8B7F0u4+hKTQkAFz1NhQ2jfiJs9NcULFNm32pB9RxI4VJFLoYacCPehhsJHuxfaUdUoD4JU0xJmmpKbKA+cRPUOLRCnbvJIqxdlesJavwTocH1aAOuRci4HW/E7UQzjq01JmKsOtvmybiSYMOVBDN2LBpK2owh7F1lyPkYS64ny7iZosmRzZrkrtThnwQjrqeYcHCDBoc3CHaQuFFYcGqrPtmzfidr+s8cX6dE8XYTSrbrUp1vQnmukQR2e7THmNJdejQfseK5GPmcsOb5GXve/enGu0uuvDxtw5tz9ry7OJw352x5dtqW1tMOvPzTVcJCf7jkyMdL9nz+y4b3Z5x4e9SHZ4UjpALQkOvD7VgHrobbcC/Fjvbb0+h+NJmu0nF0lk2kvXQCHaUTaS8ZT/vDSXSUT6PzkTCcTaG7IpD20nFQPp7uh6PoLvLl/d+OvLk4jOenTHl60oSX54fx4ry1tEN4cXoYrUeNeHbcmObD+jQdNebpBY8ejXRDUo/p6/58Ou9Mp+P+bImQ2NUQSodw31YJ9LKQVIqFWbQ0zxRmrs83FnM98Gdu2ffivnNv7jn35q5TX0o9v6HE4yseikWwbz8qfHtRI834xfinDzV+/xv7+PWmadxX1IzuTa1/Pyq8elMzui+NAX1ondSHlgnCB/A1T6Z/Q/kYOR5O+4GOq/OhNVZCMwtPQnvFCj6XLeXLo1X/67pEqIjQZ6+SikN3w1aJSip2AO+qY6nIcqJ0qzotGZbUJxhzZ50at9Zpc3ejFnc2aVMWbS4d/o3pDrRkD6c2xZLmdGuebbPncfowmlJMeZFjyZNMU97sspcKwDvh9t3rysd9rrQd9ODTATc+i7n+ATfeHXLl3WFxG/CUsiCE/v/zcX8pFe71fk+JBfT+iC+fTwkgnB9vj/pJ7B6BhP5wciwfToyUCoBQzYhxT0uGBW9ybXiRbUJLmhHlEdrSnFxINctjLWjZ5kZFoiUVSea8LuhZPj/LHSZRUWvTDHiWZ8M74RHY78az3cN5XuAixZO+O+zLh+MjeHPYg3dHfHhzwIvnu90kf8GLQg/p8y8LPalOH0Zdpi2tOS605LhRk+VEQ5YLjQdG094YAS+S+Xx3DVXbvajLcqFSWuba8niHp/TUZTpTl+lCdZoTTdleVCY7UxZnT2msPSXRdjwIt5aeW5vMuLHJhFubTbgbZs6dreLVhLui8w8z5c5WI+7FmPPl7lK6hOy3cjUdIpdavAeE01jQSgVZVlL+9NwApPAhceOt7SHTCkx5TwGIprsmVpLxtovUL7HAPT2Kujnf0TrlK57P+JamgD7Uj5Xj7dLv+LL8RxoD5GgJ6CWNhloi9KBkJR+uzaN8p7sUqtNW05NuJoXtiNtz+SaJHCpys8Xnxa1AOIUFgqLz7kI6r06j8+8JfLo4mo4/x9B5zp9u4Qe4PoOOmwsoTXPirzW6nFmty/HlupxcakDhLA22T1Emc7IKceOGEDHqd8JG/cr6ET+z2vc3lnr+xlyXX5nu+CvT7Psz2bY/E+36I+dtp4S/vSoTXbWZ4qbOytFqrB7xG+kzlciercDmgAFsHTeAbTMUyF8wlLyF8uxerELBfHn2LlZi49iBUgFYMuIPCpYqcny1YMuos3+NlqQCypg9hN3LlTi0TpGTm9Q5sU6Ni1v0uJ3oyK1ETwqWWBIxUUbCNBPJERw9SZuYCcocWqnJ1Vhd/onW4J94GZeiDTm/VZ9LESZcjTXlWrwJB1foEDFakbyF2txJt+NqgiHHtmhwZKMeR9bpcSXRirup+txJUuHPWBk5y7W5GCHjcrTwCyhwJUXGg2wj7maYcSXRhAsRelwM0+VSpDZ3UnUpzTGQngdZupTlGVK+24jyfH2qdhtSukOHyj2G1O23oCLfiLKdelQXmNB6zJb6/WY0HDCnusCUugPDqCgwpmqvIQ0HDHlxyoL/zlnw9oQdLw+48bzAi2cFvjTt9KEowZE7MXY8SB3G27MefL7iQNs1ez5fseO/8xa8v2DBx4uW/PeXJf/9Y8vry9a8+deBtzec+e+mK2+uOvP2hgdvrrry7Lw1rafNeXHSnFenxE3AjJdnrXl6ykpSCz09bsqzEyY8PmLI4yNGPD5h05PCJNK4Slb33ADuzaD9wXxplNLdGEmbAFyJ2MTaLXySuqvonjex0EpXbqB+izG3bOW479qHu8N7ccehF7cd+3LPqS9Fzr0pdu8lqX/KPMUNQMz8xQ2gL41jvqJuZG+pCNSP7iMt18Rs9XFAH1qmfEVLUD+eTu7H88l9qZ/YhwrxGmrQI89rESawcMl6LxZtIh1MzFe7BYJAfFOJ1KjKZXTXbepZTgo1x9t8XpVs4V6cKRXhGjQmCgCcIbfXa3JzrZY0qngQps/DCBOqEkT3b0tDmi01SRY0pFjSmGJBbbwZ9UniEDahNcuUVztt+bjXlbd7nHgjbgD73fmwz116/SRknwdceX/QmfcHXGg/IYxf3nw+6i2Ng0QxEDeCtpOjpAP4/VFv3gtQ3PGRvD00kjeHRvOfiIQ8OIKXez1oyrahTOwqokypE78nMfePNaYq1pKHYWbc3KAvHYzP8kZQnW5HbYY1z3Y78+nICF7uceRZnh0v9zjwet9wvpz0lnwJ/x325P1RwQ7yo+PseD6c8uf9aV8+nREmM4GS8OSlkJgWuPBeSFkPeEqL5uZsax5n2fJilzutu9x4mutK814fOqrXweMwXpycSNN2N5q3OVGXZk3zNmead7hJT8M2F+mpzXKmYZsbDdnu1GW4UpPmTG2aG+Xxw6lKdqMk5n9FIcaW++GWFEcPo1iokqIsKI2z5m6YsTTGenNxGp0SgG0lnQL/LHDPwp1bF9ZDLhUZFBJhNpHuRkGWFeKB6P+FDUVAXYTEqBJ+EmoiJLNb8z53PufbUz+tN4+D+kpPfUAvns3qQ3v4D3zZ+BONgXK0ju9N89he1M35BS5O5dlhX8rCdKWFsHBFC2aVJIkVB3/5erpKBTq9pyiI4B3BDeoUgTI3Z9Hx5wQ+nxtJ28WRdF4azeezXhIaouPGdLruLKIozIgjgT9wetYAzs0dzOV5Ctxeqs6t5WrcXqXGjZUqXF+txt8rlTm3VJHTS9XYN1eZHcFKpAcqEz1yMKF+Q1g/YhBy7jYqjHTWY7SrMT7D9fF3UGW6pwKRQSrsmq9MwuSBJEwaQNbk39mzYAh58wazc9Zgdk4dSOFcDTaMVGKC7R/M9x7EvuVqnFylxIElChxapciBFaocXqPB0XUqXI7W5sJWVc5vVOXvUD1uxttyPc6VvUstiZykQVyQPjGTZMRO1ic+SJvCZZr8m2jM1TRTDmxUo3C1LtlzVSlYpsHFSFMuxZpQuFSb6Alq5C3W5G8RgxitybU0fW5lWnEjyYI7aebcTNLnRpIWfyWaEDdbmTOhRhxfq8/+FVrc22bI9TQNriSocyVOg79jNLiZrE9xpgkPMkUB0Kdyt2DuWEivogA82mNE7T5zKnYbU7nHlPqDNlQVWlJ3wJbKgp7X//fjkjxTyndbcj9Hjwe5MqoLjWk5Ys6L46a8PGTDi0JnXu314fW+UTTt8OJe5DBuhVtSlGDCsyPWvD1rzPMTOrw4LuP1SX1en9LnzUkDXp4w4N2f1rw4bU7TMSPqjhhSd9SI6sMGNBw1pum4CU0njGk6Zshj0eUfN6HhiDEtJy1oPWVBy3ETmo8Y0HxIn5YjRrQeMaTpqFkPE1109iJrt3gBXSVz6RAIaMlIJSz0gtsinggp2lH6uVWio9kgZem+ORHINd+vuefSm7sOvXjg3IdbNr25aiXHDVs5ilx68WjEV5R79YyAKnzkqPPvQ/WIPtSIguDfm6aRfaka0YvGcUIRJEfTxN40T+hL49g+vJj2FS2BfSmd9RPv/5wBAj3cEsvn+lDJn0C1mK+upaNiDV1Snq/IdF1K16OlErpC3BIEG14UgNd311AUZ0xVlDYNCQZUJRhJYx8xi34Ua0ZRqBgFGUsGqPIYM2oSrahPGUZD6jAa06wlZERdojHN6SY8227J6zxb3u0ezut8R94WOvO20IUP+z14Jzg/Bzz4fMidtiPi1Y32Yz58OuzFp8OetB335tNRDz4edufTEU9JFfT5mB8fDo/g42E/3u735b+DI3l70JdX+wQ6wpsnOx2lnURZtAWlMeaUCF1+nA0PI4dxe5MZV9cZ8e86Q25uMqYo0pSHsSYSAE74BN4e9OTtAU/ahb78pG+P7+CUr4Skbj8/jo+nxKhpDG+OjuDNUR++nB/Ps70ePCt047lYdBe6St6CDwdd+XTYjdcFjtLHLwucpJHWf3tcebrHWYpGfH89mIYce97s9uBFvgvP8oQ/QeAoPGjJdaIl15mGbAeatjtRn+lAU7bAbbjQlOFMQ7ozdSlONKS5U5U4nHKxrwk35X6EGSViBxBtTlG4CQ/CTSiONKMoypQXJwPorlxFe+lSOh4ukSIbRZSjWMSKABeRSS1urZIUVAK8hUkyUSEbFZ6RrnqhAhIRpVHwcC1l69SpXC3P87VDaArsxeOJfSQJcktQb16F9KM78Qc+b/6ax9N60TKxNy+DvqZ16rd8SLHieYYlFTN/5POZyZJKrrtyK92PNtNeLqIoV9FVuo72hyJzYS2dInFM3Fhuz6Pj8mS+nB3Fx1PetJ3zoeOiH5/P+khoiI6bM+m6t5RLq/RIcO1HpMePhHr+QpTHbySP+INkn1/IGPk76b6/kjXqDzL8+5Pu9zs7AoaQN1GewilK7J2iwM4J/dkR8Ae7Jg1BzsVGmxGOevgP18XbUY+xXsZM8xNB75oUhMjYMU+D9ClDyQ0eSu6coWTP7E/OrP4UzJVnzzwtlnkMxM/kB2a7D2BPiDonVypzZJkaB5erc2SlGmc3anFukybnw/Q4ukGbU5t0+SvMgBsJtlyLdWPXAhOiJ2sTGygjPkiX+CkGxAbpsGeZDn/FmXJkszYZC+VJX6hN5iIjshfpkbNEjT/jbchbpEPEWBVJuXQhXI8rcbpcStDmVoYld9KtuJ9lwc0UA26k6nEhwYKo6SrkLpGRM1eTQ6uMuZakx7V0bW5n61CUrcODTBlVeWbU7bGkbo8Fj/KMeJRvRnmeqfT6cIcBZbsMebTbUNoFlOUb8yDXgId5JpTtsaA4z4QHO42l5/4OQ4pzTbidqcedbF3ubtehdr8FT49b03JAn6eFlrTudOTFHm9eFvrTmjuCu6FW3AkfRnGCGU/2W/DqpAFPDqvTfECVp0dlPD2hy+MjWjw/aULzIQMeHzWh8agJJfnaPNpnQPUhI6oP6VN5QIfaQzrUHtahcp8mtYd1qT2kS+1BGfWHZDQc1qP2oD4Vew2pOWJN1RFb6s+48b5kiRT9J1QPbUXz+Xx7Kp0lCyWa4YeiFXwSDkkp0lHY/CMkYmO7QPcKrXTNRmgMozrWmnseX3HPUY77Tr0pcujDLWs5rg+To9ilD+Xe/Sj36k2lj1gKiwVwb8kY9shLjnKPXtT59KVZzFjHylE7rpfEEWoe25vW8X1pmtCbysm9ac607UEOiwCWFpEhHCn9vgX0rcddKSR3gky6UjoQuipXSlRQ6RtcJHO93sHry/MojjWmLFyTxiRjymJ0ub1Jm9vrdaTD/+5mGQ/CDKmIs6Im0Zr6ZGsahBks2VJ6ahLMqU4w4el2gYFwkFQ/L3KF7NKe/8RNoNCV//a7ScXgo1gC73Pmdb4db8RyuNCZT4c8+Sg4QAec+XTYlQ+HXCRV0H973fiw35u2o/58Ej6BI758POLP2wOC5+PFf4e8eFnoTn2mHSWxFhRHW1AUaUFRlDW3tlhwZb0xV9abcn2TBdc2mHJtvVD76FEUaUJtpq3kT3i534PPp0bx+bQ/bUJnfsZfIk9+PjtK6vgbdjnQutuFhu32NOY4Uptpz70IPZqybXm83YbmHEteFtjRdsKdrrPefDjmxqdT3rw7IpbfdrzZY8+7o+68OehCa5YFT7dZ8brQiVcFwyWT2qs9LrwqcOH1Hhdad9hRn25BfZol9SlWVMSa8CBUl/JoEyolM5olVQm2PBDL4ghjSqJMeRAhFsKm0oiuMl64k815GGXK86Mj6Rb5viVL6CoJ6cnrFQFGD1fR9mjj/3KohZwznG5x6ItUL3EwS4wgoRYT8aUinCiST+eCqJ3zCzWBvWkNkuNVsDj8e9M8phetM/rwOfQHuhP60RHWl1dz+/IssB8vpojxUG+ezf+VlgV/SCbHF9uGS6BEKkPpqOgJjukUmdOlq2l/sELKXOgUoyYROH9rDl9EIMxpXzrP+/PlpDsdZz1pO+3B5zO+cG8BnXdWcmqJIQleA4jwUWCt51C2+CgQ6adEqNdAov3l2eT6m/SsG/4zy62+ZqX1N2x0/ImNDt+zwf4bNjt8ywqL3qyw6oOcm70BrrZajHTSYbK3MaNdtAn01mHpBH02T5ERGqRBxmxN8mYrkzVTiZxF6uxeps2eZTIyZmgzw+4Xxtv0Z9koRQqWanB02VCOrlDh2FodzqzT5NIWTS5sEXuDgURP+YXUmYPYL64riU5ci3YjZ6bQ8asTJTItJ2kTF6RLXKAWBct0ORNqSMLUH4kJHkD2UlOS55uzabIGMTOVOLLFirTpaoSNUSRzhhL/xllyM8mcv+MNuCGcgsnm/JNoJGXl3sk0k8LRY2apExusSUygEtmzlLifZU71PhsqCsypK7SgvsCcmt0mVO8yprbAnEf5JhJS+f42fR7mGlOSa0xZngkluwSC2ZCSfFOKco0oEge+OPjzTHi4q+d5sNOQ4h2GFGXrUbLTkIoCExoOWdF00JzH+wx4WjiMllxHXhX68ubQWFpyfSmJcebGZiuKEy14edSWt2eMeX1KxotjOrw4JqP1qDYtx3R4csKApiP6NBwWh74hjw4YU7rfhIojVpQeMOXRYUuqjw2j5oQNtafsqD3lSNMFD57/7ceba6N5f3scX4qn8aV8AV8qltEmeC11wt27Qfqm6KjcyucHi+gomkln0Rw+3ZrH5/tL6RCMIGGpr4mVTGFtwuhUG8aXio18EWlcjVvpuLuU8iXq3HSVo9itD5VeX1M8vA937XtR4tZXcgg/8hLGMDH3//r/j4OElrpSuIO9e/F4/NfUj+9N48Q+NIqdwP/cweWj5ajYpCmFePAkiW7htJWiGIW7M0Fa+Imbivgmk7wLlet6nJhVq2kT+Arxe3+aTvezDGp3e/Mg0oBHUQY0iECYeKE80ZGWwHeFGijcgOJwo54RUJI1zRn2UvcvDqlaYVSKE6lhxlIwzOs8ofgZLhnB3hW68OmQl+T4/XjYm48HPaVF8Jt8O57vtOHZDhtpV/B6tyMfDrpIz8eDTnw+7MYngW3e7Unb4VF8POjD+wPuvN3rxCdBDBXFRJjI9rvzstBN6qBFARBjELEYvbHFhOtbzLi+xYLbYTZc22TJNcH62WTO9Q3G3NlqRlm8Fc15Ljwr9OTJHjeeCGTEfjeJN9N2bgwfT/vz+cwYHucP50WBFzUiOjLShPthhtLzJMdF8hy0CI/DMTfaT3vQfsadDydc6Lg4gi9nPGg76sL7vXa82mnO2zwLnmUY8mKHOS932/J8lw3v9gsshTMfD3rQedxX+vtqyjCnKk6Pqjh9yiN0eLhVg7IIbemWVRVrRkOqtaT4qkkUOxkLKauhPEoQW40pF9jueCtJsvtkvyc8mMeXBwvpLl0mBbx3Fi2ms2yNBJ9rK99AZ6WYw4dJMmGRRyCWsN01m+mqWS8xi9rFDbd2Cy+2D6chqC8Nk/rQOqU3r2b05sXMvjRNlONpSD/akn6gI7YPXZH9eDW3F08D+0o/rzmwN08Cv6LGtw+lPnI0R+rTXbxGwpiLryMw0cKQKGJTRcC8eDqLV9BevJwOkSt8LYgvZ/3pOif0/560HR3Ol0OOtJ/1g7vz+PjvYgpnaJLhO5hEn0EkjFIg3n8QkV79CfccwEbXXwjzHsBWr4GscPiRlcN/YbVzf1Y4/MYyh99ZYvsrC61+YqH1bwSb/ICcl4sJHk4GjHTVZ4q3AVN9jAnyMsTfQQ1fBxWCfdWJmq5B/hItogOV2TpJhajp2qwbr8pCdwUmWw9khqsCi71+ZtdCBU6sVuTw8iGcXKfMmTVDubRFlT9Dddi7SoX8VWrkLlLkwBINbsY4cy3MiV2z9Yger0F8oB4Jk/WJCtAiJkCdPYu1+CvKmCMbtcheokbUZBW2TNRmRYAiqUt1OR3jTGygAhv9B5A+Q5F/44bxb4wxl+MM+TfRlAvR+lyIM+F2mh03Uyy4sd2Z5EUyQkb8RuTkofwZZ05VgbXU3ZfvMqdilwWV+RaU7zSmeo8FpbmGFO80kjr5e2IPIPKA88wozhUdvglFO024n2tC6Z5hFO8yp2in+JwpJTtNJAZ/TaEFtXuMqd9jSP1eY8mhW7VHuHYteHXEgpf77XiS78KTfG+eFfrzJH80D+NcuBPpQFGSJS+O2fP2rBmvjst4eVSPZ0cMeHHSlBdnLHh6VshLrXh81paGs8Np/msErVcCeHFnBv+VhfChcjUfJQDXFonQSYuI8EuCJynQKhQz4VC3URrbIKLvytaCCL9+sJjOR6Kbj5Vs9GL+33Z3Nu1iNlmyvKdANERKM9J20T0JFYPIkBU659qtdIilW8U6Pv01g3vBv3PPQ46qEV9R4dWPMo9+PPL6imrfr6TuXxSACu8+PUYxAYgb9w21o8QOoDd1Y/rQPOFrmsf141ngt1SP7ccdPzmqlirTcXdFz+H/P2u/yBDuak2mqzWDrifZPTGEVRv58lBIVwWBcbU0jxaOz/bGREkB1FETTs12B0nyeX+jTHL1VsWZUiT06KH6EgiuLNqU4nBDKuNEx28tZQOIg188NYkWPIo2l7rV5mxbXuc78yZ/OO8LnKUD7f0BD97udefDQR++HPHh036xGHbi3f+AbB8OCEOYszRGeb/fiXcHXXi715WySAOur9LgQagRT3Od+CRQEUfcaD/pLYHknu9y4J1wEx/04pXAOsdbci/MmOJIS+6HW0iGLYF2uC6WplssuLrBlLthYkZuzZ2tVhRFWlKf7Ux1mj0P48yoSrWmPtNWGsm8OeDDl5Nj6Do/kc/Hx/B2nx9Pcj25H2bM/VAj7ocaSl+vMsmUxixz/tvnQPtJd7rOe9NxxpOOs150/TWCjrMevN87jA8FVnwstOZdnjmvdpjyfIclr3ba8EosnguH82m/C5/2ufBsmwWNKUbUJ+rTnGJMY4IhLSmm0l7mcYopzSJ9Ld2C5jRzmlPNJZVTfbIp5ZG60t6jJs6c8ggj7m3SoXm3E91Fc3oIoOUrpQLQ9TCEzkdr+SJGLwLSJ9Ah0sgnTGpeRPh8e5VQi62mS0DjBNa6YgMNMXrUT+pF89R+NE/rTWOwHO9WfUfTjN48X/cN7Wnf05HwFd3xX/PfMjlezu7Dk1m9aA0WEMPe1I/sRf3YvpQvH0q7IMSK/ZmAEop8YZEkViFcwiukhLCOUjGqXEfb3fl8+Wc8nf8E0HbGV/r7bT/uQvshNzr/CoD7C3h+fjo7gtXJGjOENL+BJI8cRKJvfxJ9hxLjrUC412DCvIYQ6jmEze6DWeP0O6ud/mC180CWO/zOquEDWG7/O0tt+7PQ6ldxA9DBy8mA0R6GjHXWYLynMRPcDQn21ifYQ43F/sqEBamQOFOdsMmarB6vzgyvAUxxH8REu0HM9lAlZKQCGwN+IW/BUAoXDGb/EkVOrFbm3GZlzoeqcXazMCJpcTFcm3Ob1Phzk4xrUfb8E+ZI3lx9IsZqEhMgI268jKQgA1Ima3N0lQG3U224lmJDwSoZ2fP1SZ2tS/p8VXavUudSwnASpyoTJcig01U5tsWCI+tlHN4k40yYPie2aPJXnFjw2nI704p/sl2ImqnF6tH9ObrVlHtZlhRlG3A3w5h7WebczjDiToYB97MNeZhrwkPBB8o14tZ2Pe7nGlG6y4wH2wwo2mHEne0G3Bddfp4pxbtMKSuwoCzfjEf5ptQUmFGRq0fzPhNeHDLlzREzWvcb0XLQkKb9Rjw5ZM7zg6a8OuAgzUebd3nyXOS4Fo7iXowtt6JtuZ9mTesJF15ecublJRfeSV37FD4UzeVTWYjEMm+vXUdn4xZJnSN0+LTESNm0PBcxePF0t4icVjGfXwklIXTdX0DbjWC+XAvk0z8BvL84jg8XJvHutAgMH8n74948O+rBl/vLehC5VZt5X7RIMsAg5Z2upP3RMuma3F61VeqoO0QQhshMLd8g7QKE9K27XPBQNvLpRABlU3+h1EOOMrfePPLsTd3Ir6Sxj+j0hTegxK03VSPEWKgXTeO/kdyV1aN6SwabBv8+1PoJaehXVAXIUbl0IO3XFoAgfT5OlXDLSOjnRLqepNHZuo321u20NcXTXrOZNnHFFolhdT2+gA4R4N6aJZEin/89h+p0C0pDDSkNM6Y+xULKACjarCPdAkqjjCiJNKZczNZjxEFvTk2i8ANY/G8PYCONhRrT7HiS48i7vR68K3Dh7W5H3hY48brAWTqkPx/xk24DUgEQB57YARwfwbsDbtK8/90BF76c8KL78gRKYnQ5MvUHDk/+jYNT/uDSCg3e7BtBx5mRdJ0byaejPtLh/0W4hkWwzD536Ws/irWkNMKKB2EW3NtiJi1J74RacDfcihubRQGwpCzBiaIoW+6GWlAkfm64JSVRVhLioSrBhrpUB6qShDTTktYdLtSl2/AoyYriWHPuhBtxX+AxIkwkIF55rCHlcbo0ZRrzeo81X44482mfA5+PONN20Zuuy358OeFM13Fn2o8N5/1ea17kmPAy05wXaaa0ZhjzPMeSZ9vEY8HTLHOakw2l53mGBbXROjxOMuJJqhkvs8x5mmHMk3RjKYjnWYb42IKmJBMaE01pSDClMV5gPPS5vU6dikxzuu7PBjHyEze/4sW0Fy2SsNDtwgVevUnKZpAQESI6tE6420Npq9lIh8BWi/duTbg0MqrcokrjZDmeTetHa3Afni/qQ9vWb3kR0ocPkd/RlfED7Ynf0J36Le+39KF5rhyvV/zAs9nfUjlaTkKa1479ipL5v9P+T7DkEBZIEnH4U76VDhFGL0QLAgldvg5K1/Xka1+dRNe/E+m4OIb2U558PurMl1NedN2cCuXLKN07npUeA1njIs9GL03WemuyfoQqK1wUWe2mznpPdVY6DWWl02DWuA5mhdMfrJQKwCBW2P/BctsBLLX6XXpWOw5Gbpw49N00mTXKkBkjNAnyUmemjyqbAnVJmqnLzhADdi/TITdEi/TFhmyeosGqAHnCBJt/igoJs7RIn6fBrhVa5C0ewu6FQzm4TJUz69Q5uUGFI+sVObpRg10hSpzcoMS59UM4v0mkcDlwI9qFgoVGRAVoED1eRvxEXeImyEibqsuJ9cZcT7Fl30otIib2J3uRCXFTFTi5VZ+zUUbsW21I/FQtwgK1CA1UIm76ILYvlOfgBhlnIw24IuSeifrczjDl5g5Htq80YJlvf/LXG3Il3YJrybpcTdLiZqoh/yYbcCvblNvZhtzLNqA4x5gHOwx5mGcsjXke7jLmYZ4BRdt0uL9Nm/u5OpTuMaBqnzH1B3o6+6pdetTtMaCuQJ/6QhktB/V5dtCAZweNaTlgxOPDprQe7QmSeX7MgScHnKjItqEyy5GaHFfqdrhxN8aCOzGWFGfa8unOLGheDU0roXlTzyEv5tdCXle/CapX01UaQuf92bTfCZbwzW03ZvDl2jQ+XJrIy5N+vDzmy4v9brSKme4uB17stub5bkue77GhNc+O1p1OvCjwkHYRLTtseL5XyFlnSiEmQhHxWSyrajdIc0pBNuwSS9WajT0IaBGHJwWBiAxUYXnf1BOCXb6G7lqhFNrEx6PjuTf1F8r85KTDXGj9RbcvzF91o8RNoDe1vj3KH4GAEIve2oC+VPr3ojXgGxpH9eWhvxxVKxTovLFASovqbEqjqymlh/75OJ2uxxl0P91O9/MddD7NlFAAImCmQ+TKCjNYczhdzUItJGb/BbTVplBf4ENptC5FG7UpDzOkMcmcpiRrHmwVewBNaQdQFKpPeZSYQ5tRGSOYQFY8zrDhabYDj9PtaUy1pyXLidf5AvPszev84XwodJJAcG/2inGNF2/3uvHxgDsf97pL450PBz24H6pMZZIBHw668/6gE13/jOX1IUdKtyjwz2J5jgQNZu9kBQqCBlEcM4zO0+P4cnIEbw+78qJwuKQaEgvm9/s8eJUvxif2VMfbUhJhIaEZHoRbcC/MVHLsPkpyojLFlapUF8ri7bgfas6D8GHcCTXjbqgJ5XHWEvjt3mZhfjPk9iYZNzfrcy/UlDsR5tyJFMExZlKAfHGkKSXRptRKBVDIYc1pSjPmRa4VL7LMeSYS0vZa8fmkK+2nRtC6057KVFNq00ypidOjPtaAV1nWvMy2oi5Ol+ZkYxoSjWhKNKYlxZyWFDPq4/SoCFejJlqLhjh9nqab8nK7Fa9yrHiWZcGrHGtebRfJbFa0pFpKo7uGeGHg06B0qyaVqSa03Z4pFQARVfrl9kza7s6i89FSOipW0lWxlm7BjqoWoe6hPW5xURSEWVB052IcJLKPH6ygfL08T4J78XRSX0nx83ZdPzqTfuBT5Pe8C+9Dd+a3dKd/C1nf8SX+B1qXyfHfpu/5srk/lQFylPn3ptSvD3eCf6DtwmSoWE9b9To6H62ju2yjBIWTipRoskTA0aM1fL4zRwph6vpnEu1nBR3WnY/HXfn4lz8dd6ZD+TpORQxntbcKa711WTPCgOXeMpZ5abDQWZV5dsrMtpZnrp0804f1J3jY78ywHcA0q/7MtB7MLGt5gi0HM2uYPDOthjLHVgG5xaO0WDJKnZVj1dkSqEn8TF3CJw4mfvIfFISocXilKifWKHNyozbbF6kTNU2JtPlq5C0XaAdN9q7UlJQ5OYuVyF8hT/4yFTJmDubwCjUOrlLj0AYxwlFgzfjfOLhRnwMrFclfrMrf4Tb8G2bHvkVGxAdqkTDFgIRAfRID9UicpMm+VXr8k2TPvjXGRE0aQsx0ZXYs1+BMhBano41InK3KhnEioF6ZmGAFckMUOLJenQsRRvyTaMiVWG1uJMi4uc2CwxGWrPQbQPhEBS4kmHE5WYd/U2T8m6QjFQGBQ/gnRca1dC1pxCNm98W5Msp3G1CSr0/ZbkPublOlZIcGpTs1Kc/XorJAm/oD+tTt06d6rwH1+82pLDCh6YjQ/g/nxSU3Xv/ty4frE/l8ZzJtD6fTXjqLz/eD+e+vsTQfcKNiux0lKcMojregLNmG8jQ7GnY48+ygHx13RdziOtoeLuGzQDLcWsi7f2bx4dpUPvzty8dzTrSftufzIRM4bUv3cTvajgyn7bgL/+235s1uK97k2vJ8mw2Psxx5us1NQhe/2jmcN3s8JWPQkx3D+XBkJO8Oj+T5Lk9e7famqcCHz0Wi8MT0zEkfrZP4P91lQqkgrtCi8+/h6/fE3q2XVEPtZSIacoOktmkXPJQaUaS28uHCDCqXKkjs9Mfj+9Eyrg/N476iflQ/KrzlqPWVo26ksNX3plFgH8Z/TaWvHPWjelM+Vo76zdp03F0JzzLpaM2mqzVLsvR3PE6ivSWLrtYd8DSX9tYsOp+k9hSGBuELEByYCLpEWHtzFJ1Ps+DNfp5cWERNqo2Ecri9SYPSMF2eJlvyONlGOvQfCjxBhAkl4UY9UstoI+oEUiHVkpaMYTzJtKUpWZjBHGnNduHd3hGSuuY/sdjd68SHAide5osi4CqNfD4Jvs8eN/4r9ODDAVceRWtQEqXJu/3CCexM99WxPM8z4m2WAU3xlhydNpS9U1TYPuZ3Lq/SpfPUeD6f8OS/I868PezCmwNitOTFBylW0ouXu1wlj4LAWAt37KNYKyoTbahJc6RxmzdVKW5UpzhRk2LPI8H6j7fnYawV96NNqEiw4GG44PDo9/CPQo34c6UWF5bpcGmtkFba8zDKgvtb9aSRWFWiFXUpNlTHm/A4xYJn2VY0phrzOMWMZ+kiJtOYxxnm3Nyiy9EFSuybKc+FEFWurdLk+iotauKsaE6ypj7OlJpoA+rjjagVr7EmEoqjJlqHRxGqPApXpyxUk+poGS2pJrzJFYA9a+n1aaYlr7bb8jxL/H/Er9GjIkyTylANHkRo8u7iBKlT7iqaR9vNKbTdCqKtKJiO0gV0la2gS+RWiz2X2GcJT0vVarpF9y/m8yKqVHhhHq6iZqMST6b0llQ/jdN68zniBzrSv+Nd/Fd8SfuKrsy+dGV+xZfkvnSl/MCb0G9oj/6ezrj+0uJYSJrL/ftyffJ3fPlrBki3ZGEQE0VojZQR3PlgCd1izHpH7NoW0H57Lp+vTKFDoCAujKL7rC/vTrjy8WoAlCzh/b9LyZlnQPgoLTb76rDBV5PNo7RZ463KBj89VnrKWOKqyWI3TWY6KjHNQYnJNopMsVMl2FGbQBt1xlupMM5KmdHm8vgZDUZu7XidHob0WAUSJiuwc64Ke+YNZf8ieY4J3PJKFQ4uV2b/Sk12LpKxdcwg0maqkrFAgYiZSuSuMCF5piLRs4aSt0KdlLkarB09hLRZ6mxboEneKj3i5iiycvxgti8zZOPoH0merc5fkbZc3mpN4UIjosdrEjtJl9iJOiRNlpEyRYv8xdocXK3LzoXKFIois0ad87F6/J2oxclofSKmK7BZRKONGUrhWjWupxlyOUqLv8J1JM7/n1Gq/BWrw5kYM0LHD2Wpyy8cXGvMzQxLrqVocytdjxsp+lyL1+RWqi7XU2XczpRRtE2X4hwZ93NUKMpV5m6OGkU7tLi3XZWyPC3q9hrx+KAZL87Y8/KiKy//9uHFv2N4XzSLz6UhUvaocJwKzbk0lnks5u/R0oIUkWB1fSavz4zh9fFRvDzgz4tCP57u8qEl15M3B3x5e1QEe/jy8uBonu3z5tUhD14UDJcCPT6d8ebzRS8+n7Lm034jykIH05SgRWumKdWx+tzeoEpTthUdJz2lq/njdCMaE01oSrGjNcuNJ1l2tGTb05ghuDaWUvJVRYIxFclmlMebUiqIjAmmPDkyTmKlSy7JqjDaS1bSWbKMbvGmrVhDe9U6SfEjZu2SAki81ghDmFisCev7BqjaTPcjkcYVRdutZTSFGlI7vjePR8tJT42vnGQCE8yfSqH7H91PMoc1julNo0gQEyqgKD06S1dBa+L/ZvzbaHucQUdjOt2NaXQ0p9DRkkqXKAyPt0kjHmHqEVLPdknbHd8T1C6cwv/tpb0qgYr04TQLsmSCwCHoUhxpJH38JNVG0tULvMD9rYaURphQFmVMRWxPAXicZiUVgOc5jjSl2/Ik25nnOa68KfDgnUT4dOR1vj3vhSxy5zDeFtjyYa8DHwsceS/kk7uH93R0ex2pTTHiv0Kx9HWl++okPh5z5nWGAKNpsT+wPwenqpIfMJhLq2S0nxlPx1l/Ph5247/9zrw/7C49n8UIqdCNl3nOPMkRkkk7ymMsqJXctnbUCpdupjNN2e60bHenRejv0xyoirGkIdWOmjRrHoRp0ZAkumxHqeBdDFHhxEJVji1Q5+g8Va4KNlCsFTXxFlTGGlOdYC4twlvTrWhNMeGJuAFss5S6+dYUY55lDOPWen1OLNDk0HwZh2Zrc3SuGifnqXNyrjpXVhlwY52hVKiqE0ypjNaVDHj1sUZUhmlTGyPjWaYFLWlWVEYaUhujT0OcjGdpprzINOdJmpFUaJ6kGklfvy5Kl/ooPaq36tAcZ0hZpDb1uxzhocisXsCXO8F8uSUyLabSXTxfWgx3P1pHl3AL12+lrWodbZWrpUZLGLW6pbSyODrL11G/WZ36MXI8Hi9H84xedMX+SlfGN3xK70vnzu/ozv2Wtoyv6EjrS2dqP0j/gY7IfrSF/chjsTPw6UWVT19K5g6k7dp8KF8PZevpLBUGNZFUJvK1F9H5cD6dD+bSeXcOXbdm0Xl1imT+6vrTD8778OmsBx03A+HRau7njCLUbxChfuqEjtImdIwWW0apsclfnS0j9djgZ8BaP0NCPLSZ66zGHGdV5rpqMNtJi8VeRsxxlkk/nmavSpCdKuOHKSK3NciA0ElaRI5XIGniYHJnDuFgiBoHl2pQuFSLjHlqZIYYEjvXgNUBGoT4qhMWqEPyXE02TVMlfLYeaycqsXW6JusnKks/Z+0EXWJmGbJlijaR09RImqlI6kJtMuaokzBpIPvXGHMh1Iq/NjuQP8eEyLGaRI/XI04sgoO0SQxSJW+xBucijDi2SYVLiTpcTtblUrwmVxN1KVytzcaAoawZKU/iNCWupZpwL0uPK7GaXIrS5tRmeS7HafBXoj65IWqscv+RzBlq3M+24U6ajKsJKlxNVOdWqow7KZo8yNCheJsWxdtUKduhQfUeodnXof6IMU/O2PNEuHYv+fDp6li+3Aqkq2QmPJoPlUugbhXULIfG1VCzFGrEzHwZHUKCdm8Bn2/O5cu1eby9EMzTIxNoKRxLY54/TXkjadjhS+02L6oy3KgRuucMe2oybSlPsefpbl+e5gn9tBNPd9jxRuB9d5nRdtCSljQZZ2f8QKy1HJnevxLh+BXrLOVYa9GLGNfvOTJLQZrnCibNh3xryiM0uL9VVzrQygS/PVoEfQzjcaqAnA3jSZ4LTdlOUif5cpcLjWIBeXOpFHDeJYIyyjfQIVKMxDdQ1Rq6qsSbWADi1kluW4l9IgqCKAAS+Gp9D+5WGF+EBE4sZks20JrlRNnkr6kdJUf9SBEV2Yc636+o8ekrjYhaAoTNXo6a4G9ozbTrKS6PRbiIyPhNpePpdtqfbKereRvdTRl0N4v0r2S6msVyexvdj7fR2ZRKR3M8n2vDJBBZV10yXY+30/1qN6/PzJCon48TzaiMNeHOZl2Kwgyluf6TVCuqosy4t0lwafQlVUlZpDGPog2pjjWSGECPM0Q2gAXVCRY83S5ctc7SGObdPjdeCwOYKNS7bflQaM2H3Ra82WEpda3vdzvxKs+OznMjeZ5rRWmUBm2HPOk44kHX+RF0HnemNVHGhdn9KZw4gHyh2x7zO1c36NF1biJtQqd/wKVneSoO/+NivOREaZQO/6yQ5/IKFUpjrKhPc5LSyxqz7CR0dX26LXWpoug70bLNgSfpw2hJsqQpxYrqOCMqo7V5kSmUOlbcXKPByfmKHF+kxdGFWhycrcSJ+YqS1LIlw05alAsDXGOqBc3JpjxPM6M1xZDHyUbUxejQmKhPQ4o5FxercGq+JqcXGXFsjgFHZ2hxYb4BZxbqcX61bg/WYa021WKXEKFOfZw45I1pjjWmKVaf56nmPEsdxhOB3wjVozZUm6YoXd5mDeN1lhnP0414nKRHU4IujXG6VIfrULZJneoILapjdHkQq8fHf8W4ZCkdRbPpvDeT7tvToWi+1ICJBkawgsQIs00sf4XJUcADhVlLhNYLVEj9Vl5m2VEf0I+nE/rQMr0XbZE/0Z7xDZ3bv6Uz9zvY8wtteb/RkfM9nZlf0R7TC2K+ojP8d+oCe1Pv24tSZznq1mvRXbSE7gqBghY8LREUv4G24hA+F82jQ/htihbQfWcu3Tdm0HllEu1/juLTKRc+n3Tm0zkvOm5N4ePVBRSEGBDur0DUGC1iA2REB2ix2U+R8NFahPrrsHWkAWtH6LHcU5uFrmoscFVlgYsqcxyUWOiszhI3LULctaQCMctRjWkOasjFBBsSM0WHpKnqJAYOIX3qYDJnyJM1V52EmZqsmaDM8ok6hAQaMm+sAdM8dZnmqsryMSqEz9EjbI4BqyZqscBfjVk+qswZocFsbzWWjNFmlp8my8fpsXmCChsD+pM6S56CpeocXKnDX1uHcWGjLfkLjEgIFF/fmPjJBkRPFPsABfaulnFrmzW3sg25sU2HvxLUOR2hxukIPWKnKbJmtAJrRg7k8EZDbqebciVeg+spelwSRSBSjUvRqlyI1iBu4rdE+n/FmY2alGzT41GujuTYrdpnQeNhS1qOClesFf/95cj7v+zouOoOt/zovu4Nd8bCvcnwcA4UzYEHIXB3Ae13Z/Pl1lw+/DODtxen8PrceJ4e86LlsDPN+4fTut+Nx4XuVG2zpTzNkrI0ax4mDuOB4J+kOFOT6c2jFHdKE10ojh9ObaYXtWke1Ka50JrrTUueD093j+TZLh9ac+ylBeL7fFuuLvyRy3N/pHDst2w2l2OlUV/m6fVlul4/Zhh9Q5B2X6Zq9mGpWV9Wmvdi54SB0pjjaY4d1Sm2PN3hxuvdvrze48/zXFdpni0O/Fd7vXm114/XIp94txtNOxx5fnAUXWUiHi+uR/cv5vzlKyQwnCgEnaUrpCQwobARGnvR/YvRkFBYiLCYtkqRrxouOW+7GmKkLl4A20TAefWSIVI+cI3EU+9L08hvaPTvTeukftTM+4H3R32lHYKUyCTm/fXioM+grSVdGvW0N2dIH3e1pkFrmlQIaE6luzmDzqZ0OkUer5QRIPYm2+D1Ad4VbaE2w46qUG0a400lR+/DMBkPw/Qll299oimlocYUbTHnYbgZ9zeLImAgyQ2F2qQpTXCAhklBMI0ZNjRl2ksF4GmuA6/2OEtz/+cFw/nvmCddR5x5kaFP6UYlykN1eSr097vsaT89gtpkGRWxWrSLTOBCO0nr3ZSmTcVWFc7OGsChYGXyAgaxL+gPyRzVfWaMZLh6t8+JD3vFiM+L9lO+VCYYcmburxya+hsFk/qzN/AP7mwypynTncfbh9OUaUN9mhWPsxxoybKnPlXM2U1piNWXFqiVkbpSrObHncOk2fu1VepcXK7HQeGRWaDF8SU6HJ2nzM1Nej3S10RTapPE35sZT9IteJ5pweMkQ+ri9GlOEuodfWoSDLm4RIGTc5U5PV/GuYWmnJ2jx8np6hyZM5RjywbyzxolSkL1qIk1oipKxuMUE2pjdGmMN5RiNkVX/2iLJjURulRs1KAuTJsnica8TDfjZaYxT9L0aErUoTFJT9ollG1Rp3ijCuVbVamOFvJdLZoK3EEgHEoW0FU8F0S6nuiwi5fw+eHS/2Ei1kvvV0EA7aoX3hYRbh9Ne3MUtEZJqV6Pgn+RWFX1E+R4u+4HyBK3gO9oz/wajinQdVKNT3t+oX3bV3Sk9KE98VvervuJqrG9qBzRiwfevXi10w2EwbJ4UY8prVTkAwsJ6DI6i5fQcXcBH6/Opv36XLpEItil8Xw+5cWH4668OyG4YYFQvITSXSOJHjOI+ABtYsZqETNOk1jxjNcmcaI+cQH6bBmhwXI3VZa6qrLISYkQdzWWuKoQ4qrGEmdllrmps9hRiaWuasx1VCZI3AASp+uRNE2bxClqpE1XJTlYiejAQSTOUCNyqiZrx6uyPECLZeNlhATImD1Ck0lOKox3GMSaQA2i5hiwLlCPYHd1ZvvqMMdfj8lu6kx0U2eCpw7TfAyZ56PJyjED2LFcjYPr1Dm6VofLmyy5tNmWwqVGpE7TJmGyjmQGi5moQ/hYZQpWyridY83NbH1ub9PjapoefyUYsWO5MhvHD2TZiF+JDx7EzUzh+DXiaqIO19N1uJmuTdk2I8pzjKnda8fDbTaU77Dm+bHh/HfGgY6rPlAsDvUgKB4DJePg/mi4N4aOG350/DuKjsujeX/ak5dH3Gnc7UJFjjPl210oznSlOGM491OtKU6zoyhhGA9iLLgXbsitrbrc3KLDnXAD7seYclfQFZMcKU9woCTBjoo0J0qS7ChNcZC4P/XbvSTuekmMHTXJbtSnedKQ5U1NuhvV6U5UJNtJ2N7GZFM45cXjRH32jv2eeOevWG3Rh2Xm37DA5Btmm37PTMufmWn5E1NMviNQvy9BRl8xXqcfo1X7sNzqG04sMWTfTCWqU615W+jBq11iJOHKf7vdeJ7nREueE8/3CM25N28KvWjdMZwnOU68PR0IVeKbI5aO6ki6qzfRXiI6q8V0l62gTUTuiRtBnVgM96QcdQiVRWOkJMfsEvmwoggIG74UFp4ATzJov7OBhnBTHozrTfEIOapH9wDe6pb8zsfz46FByEoFwjmK7oY0umvToTFVCnyXZv/NKVIx6GjNlApBd2s6Xc2pdDam0NWQCg1JdIrC1ZQIL3bRVplCXb631MHWx5lIB5qQFlZHalMRqUe9UPUkm0n0z/tbzCiNtJCCTsqjzKgV8YepwgAmwHCmUh6AOFibsx1o2e7AizxnXhcIl+xwPp4bCVcm8jzbjPsrBnN1/mCuLFLk6lJFahIMeLffnvIoFVqzzaQC8L5AFGUTHmwaxO3lgzgzayAHg1XIDxzK/UhrOo4HSGlenw+786bQnjeFtnDRn/pkQ66uUOLCIhWOz1Jj72RlCiYpcWCqIg+j7Gne5kbLNnua0obRkm4rdea1SSZSx98Qb0hdvEgzs+RZmolUABoTDLi+RpsLy/Q5vsSQk8uMOL5Ej1NLtCXOjhj7NKeL0ZGZ9CqUOE/STGlKNJTeny3pPc7Xqihd/l6mwol5apxcrMfZJUacmqfOucWq3I005FG6MRUpxhSF63BlhSJ/L5Xn7gY1SsS8P1ZPKggVkTKqomVUxckoD1OXVEFNSQY8kdRARrSk6dOQoE1lpDqlW5Qp3aTKw43KVISp0xhnQEWEjPJ4Yz78GQili+l6OI/uB3PovjuXjqL5tJeEgHCKV66TdlxtFSIyNJyumh6XsCgAHU1hUBdOXbwN90b0onpcb6qn9KIt5mfY1p8v237gy4E/eH/wdz7u/YUP2f1oz/iOT0m/UDP9K8q85LjrLkd5yGC6r86g695siavVdXcBnUVL6RAhMcVLJe5P153FfLg8nS9XRCB8MO2XAui8NI4Px70kLDT3F/Hl+lJ2LdQmIUCJtEADUibpE+GvQvw4beICdIgP0CVKJH75qbHaVYnVHiosd1NiiYsSqzw1WOmpzhovTdZ4arDMWYlVHhqEuGkxw14duYRgXeKnaREfrEHyDHVSZqmRPlud1JmqJExVJnayEtGTVYidqk5UkCIxU1RZNVqJleN0iJ5pwPpJWsz1UWPhSH1m+WozzUuTQA9NxrhrEOCtywR3ddZM1CJnpQ4H12twcqMOZ9YbcHGtOZc3D2fPQhMSJmgQP0mLxCB94icYEjVGm73L9biTacntdB1uJClzNU6em0naHFwhT8bMP9i5aAj/JujRst+KJ/tteXXSlf8uufPxiifcGA13AuDBRLgXCPcmwp0xcHUkX/4ZxbtLY3l5YTRPTohO3Z7GncN4lG7Cg0QTroUac2mtHudXanJ6uQbnV+lzapk+x5Zoc3ypDmdXGXB2uS7XhOtS2O03mnB9nRG315txb7MVD6PteChUGYnWVCQ7Up3kRlnscMriXSSd/4MYJ+6E23IzTCzibLi5xZTbm025F23BzQgzrm82506YORWJwyiPMeZhqBZ3N+iyZ/wAQgzkWGT6DbOMvmW+xS/Ms/iNyfrfMkH3W4LN/2CC7k+MN/yOQMtf8JF9i6f2j4yVfcU0/T7MM5Lj+mYD3uxxkUZKr/OdeLHDgWe5jlIReLbDUZonv85350m2g6R3r4g34fmx8VAlGOkicUuw0QXCdk0PZ0dA16rEwncj3WLuL6BXYsEmQrQbI6SDv7tR4HWF5lq4dROgNhGa0qAyipZdXhTN+I6yaX1p2qJO2/XZUC+KiVBlCKqjuD0IrnyKlOjULXT8orsXs3/xPE6j43EGnU+20dG6jc7GVLrrxNxfoH/T6H6Vy5fKWGp2+VIVb8RjAXNLtaZRwN+S9KUCUBdjTG2iBXVpFhRHGfMgTMRBmkm5uBUxltQmDqMqoYe5U5tsRmOG4O5bSkv05u32vNzj0hPycsSN7psT6Lrgw8OtqtxYpMg/c5S5NF+J87MHcnejCu8OOFK0eSjNaUZ8OeBC24HhfDlgR32CNteWDeXEbHkOztAif7IyxfHCITyeVwWu/HfAlXf7h/Pp6HC6TguCqRp/L1Hm9BwVDs/QoHCyGoVBauwMGMjFZbo0Z7tJN4DWTBueZNjSmGJJVbwxlXH61CaYUBFtRE28ES+yLXmbI1Q5hlxepsGpRbocW2zA0cV6nFgi42yIFiVR5rRmWNOcYsqrHTa8yrHh1TZLXmWJG4URj1NNebHNhjc5dpRv1eZKiBbnl+hzbJGME0s1+Wu9Ki15LhIJ9OJSJU4vUePMclVOh6hxZpEap+Yq8dcSDYn5/zDckLJoPaoTjSiP0aEsWpfySH1KI2TUxOlTH28gHfK1UVpUiI4/TIPKrWo0RMtoiNOjSfqcPkWbNChLNqPz5kwomU+7GAU9nE+bmLeXhkCZcIiv7Yk2Fcjm2mjaxftbygSOoE1gIZqiaL+/msp12pQG9aNikhyPF/ThQ9yvdOQN4POeX/hS8D2de36mI+tHupJ+49mSbygbIUexyMSe8j2fToyE+3PouDGFrltBdFwLpvveQrpLltIpPAp35tN1YzadV6bTfX0WXdem8UVQQC+Opu3P8XRcnwXFa7kS70ZakAoZU2SkBeqSPFGbhLEaxI3WIspXg4SxuiSM1SRqlCphfmqsdVdktbsyy1wUWOOpJj0bfbXZ6KsjFYFVHposdtEk2EYFuaRZRsSJdJkgZVJmaZIyQ5ms2apSNkBasDwZ0xVJD1YmLViRxCn9yZw+UALFZc7XI22mBot8hrBwpBYbJ+sy1VOZuaN0mO2vxWRvXQLc1Vg4RpnMEB0K12qwd7UqR9bocHSlHidXm/FXqBO75hkS5q8qKYDiJugTM9aQ+LHaHFymRkmWITW5Mlr3GtCyR8br/aa8O2DNuxMufPnTE654wz8+cLHHhPLlbz8+XRnFfxdG03p4BLV7PChKt+GfSAP+2irj3DpNzqzT4eQ6bQ4tU+FoiAoXl6tLc99z8xQ4NVdBWlodXaDDmeXGHJirxhHxRl6ix9GF2hyZp8OZRfqcXaTDn8v0+WeVEdfWmXFr8zBubhJWfDtubbHl5lZbboRac3mDGRfXGHN+lREXV4nCYsbf68ykMO5/1htyK8KC4gQbylLtqctxpTLdgZosN1p2evNyjw8lMeYkePRjvq4cC8y+IUinD0Gyb5mi/zPBJv0JMvyFsdr98NfozQSDnxij8yu+Wj/iq/sTTqrf4Kr1M55aP+Cr2ZfpBr2k9KfPh0bxNt+Vt6Lrz7aT0q1EIEptlCEV4TpURxtQFqrL3Q2a3NmkzrXN6jw/FSCFZ3c3igQlEaIRQZdI3nq0lm7BMREJTMLmLtRAAsMrcoJFAagTqUwici+c7sZwupuipIQoMZcXIS6iyxJehKeSgSdEWpx31m6kQ4DbxNeo68n47RDZrU0JdDen0iVkoM3p0tinWwR8iCLQso3Ox9voakynsz6BDlEoXu3gc208ZTs9KBFdZbgmj8JkVIt5c7oJT7MFztmcqmhzqQA0pFvyKN6MshhLiS8jzFhVCWLkI/T+tlQnmFEVZ0JzpjWt2x1pzRlO6w57KX7x1R4H2s64w78j+HDEgfsb1fhnrjJ/zVLmz3kKnJs7gH+XDeLlDluuLe1PWaiadANoO+TMuwIrnmSYcXONJoeFqGKCMtmj5CmYqsz1rZZUZzrzZJcbrTmWvCm0gNNuVERrcylEjWOzlDk8U42CKUrsnqxA3qSBHJuvJBm96lOtaEgypznFiroEsfA3pyapx0krlDz1KZY8yx7Gi21WPNiqw7nFKpxdZsixRfqcWKzPmRAZ/67VpynFhidpZrwQksxMU56mGvA604g3mUa8zjLh1TYLXmYM42mqpRSr+fdiFS6HaHFqwRDux8r4cHQ4jxJ0OC3k4XPUSBijyAbPIYTY/cSWEYokB+mRPcOAQ8stOL/BkksbzPh3nTkXl+hybY0uD7YaUC2kuGIpHGVAXaQ+LQk9+4LSDYo8WDuUxlh9abRVvlmDkg2q0r+zyESoy7Wn++4cuksX0FYyj86KELrLl9ItNS5rpNGlaFjaq8Kl26YYG4oQmK66MD4LgNzjONruraAySp/qud9TOU6O2ilyvFr/LR9iv6Mr9Vu6k3/hy6bvaZ3ZjzJvOW67y1E2dxCfDo+Ee7PovBtM280gOu9Ooev2dLpuzZDcyqIwcHMaXVcn0XF5HF1XJkr6/48X/Pn85xi4PVdaHJfkjSEhYChxYxTJCNIhdaImaYHapEyQkTregLQJpsT4a5IwTpPkCeKWoEOYrwYbvdRY5abEWi9V1nurs95bjbVe4tFgmZsa8+yVmGmnjFzKbF3S5sjImicje7YaO+epkr9AlZ1zFMicNoDs6UPInDZYQkRnzx7EtuDfyJs9mLz5ihQuUiNpuhqZC43ZtdyIdeOGsnmqFivHKxHk8AtL/QeSOnsohUv+4MTqofy11ZAz6004sdqYwytMOLzSgpxZBiQGGRI5Viw29EicYCD9Ya9EmfDlTz86LnrAZV+6Lnjy5bjIN7WhJW8YlTnGVO+woCrLmofxxvy5Vpm98/uzc87v5M4eSu5MRXYK6eh0NbZPVWH7FFUyJ8iTO0Wd/FnqFM5V5cRiQy4vN+XO+mFcWKTDsbmqHF+ox/FFhhxdKKRs6hyYNZijc//g79XK/LNKXVoc3t2izfV1mvyzWodLK2WcWazJ8flqXFimx8UVBlxcbsifK4y5uMqEk8t1+Wu9KTfChkmpSg+irKlMHk5V2nBa80fQsseHpnxP3uwfybOd7jTlCCyvF09ynXgYbUF+kAZBmn0Yp/0NE/R/YIL294xR/4kxWr8xRvNHxup8y0Sjnxmn/wveGj/jpvYjruo/4qj8Hc7qv+Cq8h1eir2Yod+bfzea8jjTloYkY+lpFhTJGAOqY/SpDBVdlQblWzWoiNTvSWcK1+fmJmVKk/R5fTFQmu2L0Pgu6XAWULgoKfSio1xELYZLbuB2wT4Xuari4G8Il8ZBnY1Cjim+oSL50hBJuwidqRdJURHQIJjrW+kWUs0GsbjdLCmKRJpXV0OYlDnc1RJPpwj0Frr/5kw6xCPGPU0JdD5Opa0hmc66FGlcJMZAvNzOl+pIKnd58ijBmKoYXWnx25xizZMsW55kmNCcZkZ1kqBqWkiHo+juS6IF8sBIysQVt4CqRGsaUgUCwobaJNFFm0p7gGe5TjRmWPMiz4kX+WIHYMvHE45wyZOnO824ulKRi7MVuTBLdP9DuDB/EDdWDaUqUpNrIX9wffkgXuQ60Jo9jDe7nbi7To1z81UomKrEzsnq7Jykxc6JauwIUiBvymDOL9OgOdOGl7kmfN5vR02SCWfmKXN6gSaHZ6tQGCzPnmkK7JoymENzFCiNt6Ix3Zr6RDMakywlt6wItq+KN5eknA3pPVgL4ap9nDGMh1HGnF+uxYkQPU6EGHFuhTGnFmlyZ7MRTUmWNMfp8TzFkJdpRrzOEI8+r9P1eJEqk1APdZEaVGxVojJKjVoxWtrtTUuOHS9yLXm6zYhra5XZMXEo882/ZZz290w0GcJog4F4yX7GU+8H3LT7MtrwO6aa/8xckx/Z5Pg76aMUyZswmH1TfuHErCE83KpLdaQeLeImJ/YO8XpUhmvwcLOY/etRE6UrKYkehWpLt4DyMB1J5fRsnwc8XATlS+gqX0xX6VLJ3NhWsUIyZokQexEE0y4iTwUptlq45MOl4PjPYowp4IEVm3i7bwT1GzR5vHIoj2Z/xcNgOZ4s60tVsBz3R/Y8pdN/oyHGmO7LwXB/Hh13ptF5K4huwdS6NY2O6z2vXXeC6b49jS+XR0vBUB9PuUrEz8/nfWn/dwLdwgP0YBnNRyaTM12F+DFKpE/UJCdYj8zJGqRO0CB9oi7Zk03YNsWcxHEykifIiBmtSkKANrFjZaxzV2S9hwprPZRZ66HEKtchbPBWZp2XKitclVnpocHC4SrIZc3RYNtcdQpDdNkbos3RFTocXqrOoaWqHF6uRuFCBQrmD5XQz/uXKHFo0VD2zxvAkZChnFiqwOnl8lxYo8iZVfKcWqHIviVDyFsyhEOrlCV2f0WaMQ05VlQmm1Mab8vFtaYcDDHi8EpzDiy1Jmu6CTETtIgM0CI6QIe4AC0SxslzdLUWd1OtuB5tzN8iUGalGkcWq5M7RZHEMb8TN+YXUicNJm2CAmkBQ8mdoiYd8umBimRN1SJ7iiY7gzXIm6VH7mxd8mfL2DNLn4LZRuyfb8C++docXWjI8QV6HFugw/EQPfbN1aJwpg4H5+iwd9ofnF88hLIoA0n58DLPhme5PUyTT0cFz92X1/s8KY4W8jlFrq/V4/5Wc8mNeW+LsXSIlMda8zDKipLoHnJjdaJIlHLkaY4rT3NF0IYnT/eM4PleP57v8uJtgbcUwPGywI2nO+y5uV6bOLdfCVLvyzidHxir/zP+Gt8zQvVnfNV+Z6TGr4zS+olJxoPw0/kNV7VfcdUQz3eM0P0Zd9VvGK3Sj5U2/Yly+4n7oSI0REZdog618WK2KsYBMkoj1amO0aJa8FgSjahLtZC8Ay/yPHi5uwdT8Gq/Bx//nk6XkLMJB2VdHNQnSLmrYjwkxj0CyiYWagglRW0Y3cIwVreFTwK01RABzWI0E82XhjDa6sJ6cA4ikUlor5si+SLkeeL6Ldjpkqw0nA6RJ/tYOH5T6GwW459kOprTaG9IkXYK7SLoQ2S91sZJqiURCv6uaA3l2Q7UxRvSKpaWAkOcak11vIW0zKyOM+jh5kdb8Sh2mDTuqhaL0UThkBUhIxYUhQnOjFD8CP7PMB5n2tOUbiORQFvFzSnTmseZNlLu7qsCW94fsuVdoQ13NshzcuZv/DlflQuzFDg3YwgX5g3h6vKBNMRpcXvZYP5eOIi/QxQ5Mu1X7m/Qo3iLhbQ0LZyuRsFMbXZO1iQnUIsdU7TZPkmd7eMGcGezAS1ZpjSnG3N9jSZHgpU4PleTI3M1ODhbk93TVMmbosj+mYoURwm9vjWP06xpELebFGtqhOw3QSxzralJEuA1C+qTzSTAXU3qcP5aa8SJZfqcWWnK8UUyzizRkVzDVbGmtCQZ05IkfAq6NCfKeByvybNUXWpjlKlP1OBJli5vdxrRkimjNsuK6zEmXNmqz5Hpv3J42gB2TFQmSKcvo7R+YYzhIHz1B+CjPxQX2QBc9H7HWfdXXDX7460+mFGav7HKXYmM6RrkzFClcK4We2dpcGjmr9zdqE5TggHN8TIqQpUo3azMg00qPNyiKUlJxQ22MkqPR+I1VIvSjSo82KxOg3QTmCep84SAQXK1V6yg7dFyukRmr4AfVgognAiD6cm47m6Ipr1G5AXE9Ywva7dKWv7PV2bw8tAoXuY48SrNlGexhrTGW/Asx4nOy1PpFgFKRXPokrr/aXRdm0jnv5PpvDGTjn+DJUdv9/1guu4G8+68N2+P2dF22onPZ9zo/HscFM2VsCy1heMomKPBDnGWBcrYFiQjZ6o22ZM1SBuvTspYTTIm6pI6QUbsaHVixmgQM1qdSH8Vwv3U2eStSqifNhs8lSVH8AaPwYT7q7LFR4XVTkNY6aLIMncV5LbP0yBnnho756uxb5kYjxhydIUmh0IUObxkCCeWK3By+VDOLJfn0gol/l49hBub5CUp24OtylREKVMdp0RLloyWDA1a0jR5sU1G+34T2vaa83KHFaUJ1pxfa0XhfB1yZqiwbYY2GdN1patf1lQDyf0bO1EYwYyk7Xb8eA1ixw4lauRA4scoEzlyCFtG/E7EqEHEjFMkcYIKyeNV2B4sY8dMPbKn6ZI704Bt09TYNkWZ3XN0yZ8pY988Y3bPNmbnLE12TFehcJYhBTNMyJ+uy+7Z2uyZrU3uNFV2TlUgb5roorTIn6TK4eBBlEWp8363LUUbjDg4UYFtvr+R5P0D64d9TZrvr9wMM6Mu01qK5nu23YLKaD3KBZdlixGl4SaUx5hQIXgrCeJwEfpsK+rSrKjPtObpLlde7vHi+R4fXhT483rfaB7v8uXJHn+e7fbkxS4Haf6+e+JAVlr+zFi1Pvhpf4OX1ne4Kn2Ni9JXeGn8iLvKj3iq/4CH1g84qHzHcLXfcVPvj4/qV6x1V2C948/kjh/CmQXq/LVYiYYEPZ6mG/A0W4xAzHi2bRgvBcL4kAcfjvjw+aSgQY7j44nRvD/sx5djo/iv0JOX+S68yBtOa64Dzbvd+PDvAqiJlxazInKvvUWMYhKkgxzRRQliqEBEVG2SbgTtIoZR5K/WRtNWHSGFyXQIvXW9COUQUs1ouhsiaK/aSGftFroEqrcxDgTrpzGerqcpdD1JprMpnm6pCCTS3ZJMW0O89P/oqImmS3yuKZa3V+ZKFMvaaF2aYvSpjxYyQ1NpDPIwzIDyWFNKhKs1wpLyaDHf7wG8Pc6yk7J/iyPMeRBh1oMZDhf/hqIIWNIkuDmJFjQmW1EvRivpPfuEp9scJcjZx32OVERqcnn+QM7OGcq5uSqcnDaECzMVpVtA8SYNXqQbc2+FAn8vVODMnKEcnzGUP+ercEEc5LN1yA9WZ+cUNXKC1Nk+VZvMiRpkB2iT7jeE04s0qE01ozremL8XqbM/UJGDs9Q5NEeHwmm65E/VJXOMAtsDBvHPWiPqku15nGZHU7KV1O2L95OAqlVFm1KfZEldijn1yeY8ijHjdqgp51YacHypPieWGnFCjIEWaUtjypsbdKiOMaQ5yYSqKB3q4vV4FKZCRZQqjen6UsbBq71ONGVZcHW9FlEufVluIcdiq77MNO7FHPOvmTesP2O0f2KUwQD8TIbgpjsQN11FnDTl8dJXxstQHm/9wXjrDcFLbzD+xvL4GvzBaMP+zLIezBZfZbZPVefEQnUJz1EdpUvJ+qFUbFGhdIMyj7ZqSLcDMYKqEsawCG3JGFa2VolHG9W5vUaR6u22dNxfCFVroHQlbQ8W014inqW0i9zemp4cYDGy/CQQJ4IYWhVNR7UoAiI4vuc9TN1WqA3tQTqUrJLC4wXZk5JlULyYrvsz6SyeRce9WXBTzP0D+Hh1Ih135tB+ZzadN6fS+e8kum7P5POfI/l41J6O0050XPSBuzOgKITqfH/2z9UiZ6IauUF6bJ+sy/YgTXKnaZE7VYesSZqkBWiSHKBO5hQdUiZqETNag0h/NUJHKLLFR5nNPurSGGi9uyIbPYcS7qdIpL8ikSOU2ewhzxpXeVa6KSAnQl/EOGfvIkUOLhrMhZVKXFmnyK1NStzdJE9FrDq1yTpUxqjSGq/Dy3R9Xmbq8iHXhP+2GfEyU48n6To8yTKkKc2Aujg9KqN0eRChw6mFA9g9tT/bg5RImiAkS6pEjVUgfJQ8UeNUSA7UIi1IJoHg4gOFIUyXrSNViBmvTUyABuGjVIkbr0vsBG3iJmqSGKhB4nhVMiZrkz/LmJ3T9dk2VYsdwfpkB2mTE6xF3nQtcoLUyBX/faoOO4L1yJmmRdYkRXImCoiSMjkTlMmfqsKe6crsmibP3tnK7JshOioZx6YrU5NgycdCR/6a+wfhVr2Yr9OHYM1vGKfWDy8FOUap9mKWyXfMM5Zj9+RfaM00p/2wg6SyKNtiRLVA2MYLXLAZDcmWUpf1bIczjZl2tOY483yXN093etGQ4UrzNi/q090oT7CnNM6WijiBFHbk2joZEU6/MFPve6n791Tri49GP3zVvsZD6SvcVX/EQf57nFV/wk3zR4arfI+98k+4KHwt7Qp2T9Pi75VG/LlEiyurdPhwchwdImLuwlg6T4+h89gIvghOzRFvPp4YyfvDvrw75MPzQnee7HKiabsdLTkOUthHS5Ydrdk2PMuxpXW7jeQTeH5sEm1F6yQmPy0JdLf0dPddjeIwj+oZCVWG0VUdKclBxTeWCGXvEiOgBjEWiqZLShWL6clerd1Md/V62oX7uF7IN5N6Ov/HorjE09WaJEX6dT9OlWSen+vjaGuK6+G7i0Dv8i083j+W4v9ROqvDdKgI06ZksyYVwu0abkRxqKF0qBeFmVK01ZxHsTY0pA2nNtlO4s9XJNj3sHTCTCgKF7hhC6riralLtqM2wZrKGEuqYs2lMBhxK5QKQcYwnuVY8TbPlgfrlTgd/DPn5ipyeo4aR6cpcHzqEG6ulPE83Z4XqRaUbtTh3OxBnJqtwIWFmpydq8L5edocn6dL3jRVsiapkD5BhczJamRNViVNXP/9hnJolqaEZRadfelWKy4skHFyngaHZ2mya5I6eZO1SB+tRPpYJXImKXFysQ73IiyoTbWhNdue5nQhdbWkIWkYlQnDuL3FgKvrdLm8UsbFFfqcFIf/MhOOLzXjzFJTziw14K81RlxcKePGepkkha0UTt1oberTTXm6x5XqLCfOLpWR7vc9Yc5fschYjqlackyV9WaawdcEGnzNBP3vmWD4O+ONBxJgNgh/k8F4GAzBXV8RZ21FnLQUcNdVZISRMh6iABgq4qKrhJNMGXcDNXz1FPDT+o1xhj8z33EgaZNUpRtOdaSM2ggdaiP0KN+sxqMwDaqjZNREGVAdoSd5Ayo2qVK+QYmyTSLpTYUHCcZ8uDy1ZwlcvIQvRQv4XCxooULIIGTDsXTUhUnBSGI53P4oXDIWtonsYJETXB/V09QIs6PIyBBS0kdr+CJuFGWCPTSf7nsz6bw3nY7bwXRen0zHjUl8uRFIx+3pfLkZxJcrAXz5eyJdN+fx4eJYPpxyofsvb7g5mS9/T+NBqhv758nYNUWbXVNk7AjUZkeQDjniNhikSfZk8YibgC6p48U4SJ2sIBnpgTrEjlEn3F9NWgSHjlBnnetQNroNZauXvHQz2OotT/gIZVY6/sFa16Fs8lZC7tJ6LW6L9KMofUrCNSVTx+N4LZ6n6fE224RXWSa83m7B03QTamLEklCPkq2aFG/W5u4Gbc4tGsLROQMpnPYHmWN/JtH3J6K8fyZsxAA2evRns/dgYsaqEyUeifSpRex4TRInaZM2RZeUID3pwI+bqCuxgISuNXqcpvTz4ydokRQoIHHiVqBJgngdq0HyRB3ix6mRPEGdpPEqJI5XIjFAkbjRg0kZp0jS6CFkTFBmW6Ca9A21fZIK+dPUKZyuybH5upxYoMvRueqcXKjJiQVCjaDNmfkanJgxRAqprkmxJWfkd6S5f8cig16MUfsKP7XvcVXqh6NKHxxUvsayf29chvRmqlZvCqYoSMvAD/udKdmqQ2OsLVUxIjTEhvoEWyqiLKmIseJRtBXlUZYUbTHmzkZD7m4S2AErikItJOlh8VYz7qw3pDHDVrLiz9OTI1DMRzW/YbT2j4zR/oGRGt/gp/kzrso/4qzyM8OVf8ZR8TtcVH7AXr4fgYbfs2OqHudCDDk5S5Ht/j+xf+ZQ3pwYxeeLY3h1xJu3B0fwtlCEhAvljx3Pttvwapczb/a482qPGy/yXXm+U5ic3Hm6w4mXea6SSkiaee90kIpAXfowGna48vrcVNqK10ndUVej6Owj6WyOlty4XbUxtIlvIom9spW2ms2S8Ua8SqOi5hiQ8NICybtBCnLpFFx/kdbUIOavwgcglr8iy1XsAITWP5X2+kTaGhL4UhsphXxQE8mzo4GUR1hIS0Ph7r21Vo17G7UoFeHuoQY9qIRwU+5sNuT+VlPKY2ypSXWiJs1JQiXUpbtRmdQjy70TZiolTlXGW0v/ZtXSqzk1ogjEi0B4c+oSxB7BnNZtZrzaacnLbabUx+ny98IBHJ7yO4enK3JkugonZipzebEaxRt0KVqlxu0ValycJ8/p2fJcWKDK+flqnJiuzLHZ2uydJWP7ZC0yJ6iTMUGVrCnqbAvSYHuAOoXBWhTF21KX5kRVrD0VUcMoF3/O9YacmKvDnmnqpI9VJHOSNqkB6qSOVyRv2lBuhZnTkO5Ic7Id5WF6kqu3OMqSi0LdtljGuWWGXFhhyqmlJhxZbMLhxaYcXWTEqRBDLq425/RSQ86EaHFjvTb31ouRj4EUK3lxhQJZ/v0oGPc9KZ6/stTsO+aYfsdUkx+ZbT2I+fbyTDHtT4DBAMYaD2GU4UDGmgxklMkQRhgOwctgKL4mqrjoyONlqI6Hngruusp4G6rhbayKj4kangYqjDHTZpyZJm6yIdLIyF/2LVG+/aUQnKpwMffXoTpKn9o4A+lmUB0qozZSn0dbtSjfqk75FlUqtmhQtFaZm6uVuBOuTdM+D9qvz5LUOO3ly+kqWU1n+RZplNkmGpCK9RIVt6Mygva6WNrEDVW8J8X7W2T6ChRKdc/hL9LnRP6EuEl0i/GNYA+JLv9/c//Om1PouhFE+7UJtF2dQPv1SXRcE3uBeXz6exLt/wTw+a+xPN7rxaUNhuybocm+mYbsma5P3hRNsscrkjtZi51TdMiaqE626P7Hq5M8Rpn4kQoSDlrcCHLEzWCqLrFjtdnspUCUvwahXoqE+ygR5adK5EhRGFTZ6KXEGjcFVjgOZpXTAOQqxVw4WtixTSjdokXJFm3ub9Tk2kpVLi9T4+xCFY7MUqQgWIGkgAGE+/7GWqfvWW3/A5vcBrHOeSCbPIYQOVJVmjOtdR/IOvHqMYRNvsoS5E08MRN0CRujKb3Gjtdhq78S4aNUiBfjnwBtosdqEjlaXdK1xo7RItxPlejRGsSO0SRurBZhPoqE+Sqx1U+J8DEqbPEfymbfAcQEyJMU2JODmRaoKF0VdwZrsm+ODocXyDg0T5MDs9U4KzTOi9Q4Ol+F00s0Ob1Ei5ML1TkjisBsZU7PGsyd1UpUxloQ5tCPlZY/scLmR0ar9sZd4Ru8VL/FS/MbXJS/wVHxR2yGfo+rwnd4K/XDX7kP0d4/UbfNluokGbeXK3FnrTG31ppwc40hN9YYcmW5jHubTbmz0Zib6/W4KQ6EcGNKpWQjYx6Gm1IaYS59LNKbCmYqMV0mxyTd3ozW+Irxer8zUvtXvNR+kJa8bmrf4670NcMVvsN26Lc4Kn2Nr2Y/0ibLuLDahr3TVNg55ldSPH7gbIgmbw/58XyvEy/3OvNaHP4Fbrwr/F+E4Z7hvMx34m2ByLD1491eH17lu/F+ry+v8714tsOVl7s8JG+AKAit2+15mtPjOq3PdqFquydPT03j052VUkwjjdE9h7u4FYjksLpIOkUWqgjeaAjt6aBEeItA84r/VruJ9opVdAomi8BUNwk3plgQx0hdmaB+ivl/R0sK7Y0JdDSIEG9hUPvfMrkmivp8f4ojzCiLMqcsxpz7oQbc3qhDSZgJlYKBE2cjzfxLYqylaMGyOAcqU4ZTleLYUwRSnf73OSseRllSEmPBo/8V7UfRZhISoirBkFqxPE+1oCZGn9e5w2g/7EjnIXs+7h7Gp4LhVEQYcnDyrxycOpSDU4U2X4GjwfKcm6nI7WVa3FqmweWF8pSEGlMVbcOFuUqcnqXKydl67A/WJ3eyjIwAdbZPkpE9WUZWoA6Z49XYP0eHO9H21GR4Up/syOtttjzPNqIyxoDLy/TYPUWR7ElqZI7XIHmUEunjlEkZM4j8YCVubrGgPNJC+r2VRRhwc7Mh55bqcmGFCRdXmXFmmRGnlptxYrkFhxYac3B+zzL4wkoLziwx5dBsVf5ZJ+PmejUerFekMnQwzQnytMQr0hitw5+L1Yjx+Z15lt8zybg/44wV8NWXx1NPHlfZUDwNlRhhKM84EwX8jeQZY6HKGHMVxlmo4meshJeeAiOM1fExVmeUuRbjbXQYa6nGCENxM1BktKkyvnpDGWUifjyIQOPvyQkcSvFmXeqixcRBYL21eLhJg5KNSjQl6lMfK4xihpRv0eLeKnkeblSleLMGN9er8O+aoZQnm/P23EQoWwUCD1G5kS9ibCnekwJ1XiHCYsLpeCSaE+ELiJBiIruqRZhMjxxaqOA6ygUmZTmd9xbQfXsWXbem030zmLargbRfm0zH1cl03p7R4wO4OQ3uzKD9ahDcnsmXf6bQUODNlVBTDs9X59gCPY7ON+TYAmOOLDRgd7AKBTO1KJihy84gLXKDNMmbKiNzvCrpY5V7CkKgJlmBGtINIX2COrGjVIgYochWz6GEeSsS7a9GuK8y69wGs8lLkbXu8iyy688SuwEscxiAXP50NfKna5I+Qfyi31jn8ivr3Aay0nkAIY6/sdypP0uH/848mx+ZY/8Lcxz7M8d+ACGuSoQ4K7LCTZDp1Nnop8kGX3U2+Kqx3k+DZe4KbBqpSehYGWFjZEQJ1MMEfaLHaRMxWoOw0YJfoUqovyrho9TYMkKJzT4KbPAUeZXKbPIWVxR5NvsMJWaMOvEiMGasCvEBSiRMUCJtsiq5s2XkTtckb7oGhXN02D1dg4Nzddg3U5NDYq66UJ2ji9U5skiFg/MV2DtnIIdFZsESFU4t1eTkEk3pFnB2kSZn5gyQugVxZV9q2It1Ln8w2eBHvFW/xkfrRzxVv8db/Tt81H7AU+ln3FR/xUn+G1zUvsNeqTdzLX/kZrghb/NNuR7yE1eXqnBrrb4EwiraasztjeLQl3E/1JiSaAHe6ulUq8SVPGmY9OO61B6JYXWKFTHuXzNNU45g468Zqd4PP/Xv8dX8EQ/173HW+B5vjX6sdBrCVPP+uKh+i5NSXxba9ufwHENOz9fl+Dxt6fDJ8v6WKyt1eLvP/39xgEJT7saHA94SxlighQWZUpArBbDs3V5v3u8dwZvd3jRnOdKY4cjjbBcaMp2kQO+GzOHUpdtRlWFHTbYTDTs8qMp0pTzdlercETQdGM/TM9N4d20RX4rX0i6+kaojpEAM6VAXsZJ1WyQwFkLtU7eF7loR3r0BmjZDwwZo2CyhJcQiWcjyupvipOCXdmECEzsBsQeoS6S7TtBRk6RldOPBiRTFiIW7uSSfvR9hInW6j+IdKI9zoCp5OKWxtpTE2fEwxp6HMXY8Sh7OoyQHyhPsKE+w4aE49ONtpN2ASKAqizSlItqSknBjahJFEdCjNtGQlnRznmUa033Ihfd5NjQnirm4BjdXKXJx/lBOTlfg8FQlCicpcHi6OvunKHNoqgIX5qhwfbkqZWEyPuS78GbHcK6tUOfkLGX2T1Vnz2Qt8gJ1pC4vK0iH9IlC6qfF9kAVbkfYUpHiTHW6Iy0Z1rzZZs2jSG0uhwzlyIyh7AxSIXOSGHX2FIysCeqkT1AjacwQDi/QpijClHIxLok05PIKLc4uNZAO+HMrzTi93IgTy005uNiAw4uNObzAkFPLjTi6RJ+jCww4vkCbS6u0uLZBheYcc74cNOdjvgGlm5TZNuYPQiy/YophH4LM+zPORL7nUDdUwUVPCWd9FZxk8vgaKRNgqsI4EyVGmygx1kKVsZaqjDVXkQ728ZbqBFhqMN5SgwArNQKs1KUiMdpcmZGmSowykGeUkSITbHWYbKfOXMufODpXlQcC6BeuR9EmXUq3CF+HcBcb0JBkIPGxamMNebhRjcpQbUpDtbi3UY1baxR4KArDVm3Ks+0kIxZlAuUiGpPN0jK4W3hQhDu4NpxugTMRN9IawQoS7z0xKhK+mND/0T1X010cQmfRPD5cD+LjdSH7nEH3vVl03ZlJ9505UpgLRYtBjH7OT6IqbzjnN2iSO+UP9s7W4tgCI04uNuHEIkNOLTHgRIg+RxcbcGCuHntn6rJ7mjaFM2QUztQnf5oO+VN02DNdjz0zDcidqk1esNgNiJuBIrEiG2CEArEj1SSFUNRINda59xSAdR4KrHQeQoj9AJY4DERuvv0fzHcYyFSLXwi2HsQ0W0UmWg5mksUg5jirMc9FhXnDhzLHfjBzh8uzwEWZBc5KLPNUY7mnCiu9ldk8RsYGf03W+WhIRoM13hqs8dVglbcqm0dqETZam80jlKVlznoPwakewGq3gazzHMomH3nCRigQN0aNCH95okYpEjdWmYwpOqQHCc2rGtuCdcidrU/udG32zJKxe4Y2hbNl7J2j3QOdEofdHHX2TVfm8Bw1aYF1bL4GxxdqcnqpLkcXanBEPIs0OSo9GtLhf2KhJseE1n+2EqfnK3B1uSqRDv1YbfsrM01/xF25Nz46Qlb5Ne7q3+Kt/gNeat/hofYN7uo/4Kj8PcM1fsJGqS+Og+RIHzOY97vtqYwdyr0t8jyM1OZBhAalMTIqE40ojTGgUmjPEy2pS7Xl5S5vmjKdqE2xo0EA2sSiOMlEIk6eW6DKMiM5Zpv0wV+1LyOEskf7O7zUv8ZNpR/LnAaTFaBMmM9QZtoOwENJji0e8pxfYMSFeTqcnqfNxcU6/LlIg8shGpLBqf3EWD4eEYHebnw+7Mv7vT5SIRAxfSLp6cUuFyngpDnbXipGDRkO1AgZZJYrFSn2kkO5KtWR2iwXqkSY905Pqre7U5XpQXWWJ5WZ7jTl+VOR7cGDVCcaC8dSVzCGur3jaT0+lZfnZvDqXDCvLwTz/i+B0ZjGi9MT+e/vmby/NpvXf07h1YUgXp4N5PmxAJoOjOTleRFLuUbKaRVjpbaGWEn6KbDQnUL335ACjcm8vLSYm6Jzjx1GqQhHj7KgMtmJ0gQniYdfluhISYIDRdG2FIuQ8fjhVCQ78yjJkYokByqSRGGw4GGkJQ9DRci6CbUJZjSl2FMVZy2pgQQZtDrWmIpIbV7k6NN91JGaMHVuLhvElUWDOTt7IGfnKnA8eCgnZ6hISp0Tc8SCV4OD05U5Mn0IdzZq8TTLDI6583ybGf+KorFUxolFxpL6p2CGQU83N0k0ZTpkTFTn5HIjajPcqUwWv1cTCTZXE6nF+dmDOBI8hIKpCuyYpk3WFAMyAmWkjVMla6IWqeNlxI1WIWuiPOeWa1AaaUBZpBGXlsu4uNqSs6usOLfKkhNLDTi61IBDIUYcCTHh2GJTTq8w58QyY8n7ImBuVzfJeHHUje4rPjzfrsXN5f3ZPupHFpj9wGTD35hk8gcTzMQhLY+vsQIusiE46yvhqKeEjdZgvIzVGG+pzQRzdcaaKDHSRIkx4pC3VGOClTqTLFWYPEyViRYqTLTWYPwwTcZbqTNumBojLVTwN1bG31AJPxNVRpqpMsF0CJH+8vy7yVhaZJeHC/+KDg2xBtREa/MoQp3aJAMp8rNkswZVYTKqIoXiSoOHW7Uo2azFgw0aXF2tzL1IPWqy7fh4ZbYUIC8ECIIo2ybtrcLoqInoUbvVxdHZKGiziXTUxkqcq+7KzSCWyA+XQ8VyOh7M54sYAwmdf/FCKFoIt+bx/txkmgr9eJjqwMWNehxbqs7hhRrsmyXOKWNOLRZ7F2POLjPgzDIDSYl1YrExh+aIm4AGe6drUzhdi4Nz9DkwS096LZguxoa65AfrkD9dh13TtEkdPZRtE9VJGqlEwmhVYkerET1KTZqebPaSZ6OnPKE+KoSOUGO1mzxys20VmGkrz0zbocxwUGC6gyJTbYcQ7DCEuc5KLHRRZJGzAktEx++mxmIXFVaI0AFvVVb7qrLGT4W1/iqs9lFhpSgIHpqEuCiz3l+LdSNU2OynKnX2YX6KRPgrEO47lCh/8bECCRO0SAzQIGuSFtsmi+5FndxpMnZM02TPHH32zJGxM1iN3GnK7JqhRt4UZY7NN+DgbB2OzNPl8Fxtzi435OQSGccWakkgq2PSoS/j5GIZp5cYcWKhAUfn67F/tg4H5ulSOF2V3VPlKQweyuFZiuyb0p/9U//g5DxVzsxTZ41tL6ab/MAI0fnLehQ2XkLBYPQr3mrf4y/7FQ+d73DV/B4nrV9x1PgJV80fcJDvyzTNXpycq0jzdhlvDlnTfsGfTyd8+HjKn48n/Xl/0IenOQ4SiVMcsHUpttQl2VAZY05plCAkWlAba0R9lC6P48z4c6EK62z64avQC2/1bxhj/AueKl/hrdyHUG9F8icpssnuKzZ5DmaqXl/ifOU5N0/G2TlqnJ6twqXFGlxepMo/SzQ4N0+RB+EGfDjkyas9Irzcjdbt4tB35/luF1pyHXi2y5mnO515lufK4+1iPm5PVaoDtZmuNO8U4DpParI8qM/xlnAWNdu9qN7uTVWWF7XbR9CUN5qnhQE8zh9FTbYXddk+VKR5UJbiTmWGF9WZHlSmDac8yYb6LGfKBAY7wYJKgWLItKc00YKKRHELcpf+Ph5GGlGWZMHjvX58uREClUKiFwctmXS2bqdDCoDJpLs5nc6KaEqzvbkXPYyyODG3t6Us0YHieCeJuVSe4kJVugcVqe6UJ7tRFGNPeaLg5TtLhaIi0ZEHkSJYxZJHEZa0pA+jMkaXsggjaTdzb7MxN9cKg5wet9Yo8ipXn0+FphSvV+LfxUP4a6ECp2cPleb6J2YocCx4CAenDOL4HGUOzFBg3wwFDs4YxMMIPV7tMKP7sAOPU/S4vlZdmsPvmaHH9iBtMiaoSa85QbqkjlNj9wwtHsQPpz7TlepkBxpEsMoOM4rWq3Nulgb7AlXZO0NG9iQtksZpkjZRjAQ02R6kR/JYGcnjZCSOUmT/HDWKI825u1GPC6LgLDHhzMphnFszjFMrjTm12oyDS0QhMOXMCitOLDHn5FITToZocW2LHq9PeMNVP17manN/9WB2+P3ECqvvWGLzB7OHKTDVUokgc2XGGSow1lQVHyMlXAyVsdOTx0p7EE56SnjoqzBCT5Expqr4myrjbSDPSPFrLFWYNEyVCRbKTLBQlW4Do83VGGepgb+JEp5G8ngYKTPKXB0/IyU8ZYMZZarIeOOfSZqowh0RehOpL8lAayL1qYnUpSJSi/IoTUqFV2CjOqWbNCgP1aQ8XIvyMBnlW7Qp36zD/XUa0sj7zlol6nIcpQLQISi4DeKJlFhWHQ0xfK6NlHZOovNHiBSqwqEiVJKGIhK97ofQdS+EjruLaLs6i7cXAnlyZCQPs2y5GWfGtXATzixX5/B8JU6F6HJyiREH58o4vsiAMyHCh2HMxZXGnF2qz+klehyZq8OJhUYcnKXLwbm6HJmnz5G54nMmHJ+vz9F5ehyYLeNkiJlUsPOnabFjkhK7glTZNUWDjHEqpIxVJcZPgRh/JaJ85YmWfqxMpLe8NFIXNwK5IMvBBNvIM9tBgVkOQ5lmPZBgmz9Y5KbEIhdFlnooSwVgqZsSyz2UWOmhzGpvNVZ6KLFMSIk8lFjuPpQQ10EscR7I4uEDWOYymLWe8oSNVpNGNwljVcmYJDoSZVLGKZA+XpnkACVJypkcoELSGHnSxiuSMUGJ7UHq7JqhI3X6++cL3b6WtBU/OF+XQ/NEVRR/CWIxZci5ZcacXKTL0fnaHF+ky+kQQ47M1+bwPEEzFLN/0VGpUjhDld3TldgzQ4FdUweyd+ZgzixT48+Vavy9SoXrawR/3JxLIbosNJPDT6MX/lo/46f3Gy4qX+Ov/xteGt8ySvMbAo0H4qb+A246P+Ki9RPOqt/iqfkjbsrfMkKhD5EeP/IgQp13h5ylaMAXO+x5ss1Wcpo2Z9j8jytjKRmy6kQQiUARpwvbvgCGufJyx3CeCt9Biilvshw4PF2VSepyjNL5Hl/dH6UdgIt8b2nhlj9Zi7QRg0gWVz7PgaSNHCIVsVOzFDkxQ5ErITr8u0Sdv+arcHauMqXRFrwuFAe+COb24sVuX97sG8WLvSN4XihkqR48EyiIPDda8txp2O5K3XY3KjOcacrzpTrbk7odvjTm+tO0w4+mHf407BhJbY4/1Tl+NOaPoXH3GBp3jaIux5f67X405Y6hapsvtTv8qM4W5FNXqtKHU51qT3mCJTVpNtRlCnyxGC85SCOn5kwniT9fnWhJZYIFVSm2Esb59dlZUBENwgPQnE7H81w+tm6jrSVLooG2np7L3RhbSqMsqYy14X6kBfdj7ChJdKY81YVHKa6UJ7v8ryC4UhLnIN0CqtPceJQwnIeRtpRF2lEZNUyiX5ZGaHN3ow73N4mlvcB9GPBgiymlYYa82Wku8e9vLlfir3kKXJyvysmZSpyYIVQ9mpyZpcrx6UocFs9MNc4s1uXMAjUehurxOFmf15mGVIZrcW21LgdmysgM0CRjgg5p43saIqmDH6dC/lQFSqKFft+G+mR7nmYJ57YR/yzT4kCQBnkB6uydpkd+kB4Z49TImKBCxkTxaJA2QZvUcTqkj1cjY/xgLq8x5J/VupLj93iIOceXWXFunS2nVplzdKkhB5focydhBJc3OnJysSGnQrS5FW/C58u+cMOHNzk6XJ31A1lu37Dc7AdmGv3KLIuBTDYbwATTQUw0lWeioRIBBqr46ivhrj8Ud2N5HHUH4ipUP7pKuOsp42Ooiq+xEv7GCvjoD5KWwr7GivibqOBjoCjN/sXnRxiLQqHFcK0h2GgOxN1QkTHmaow1U2GkuRJ+xoOZbPozeTO0eBhjKTnYq8L1pCVwnbhtR8mojNanIkxXKgCVAv0RK+PRZi1KN2hQtE6NO2vVub1Wjfsb1KiVCkAonQIpXh1Fe/mm/5nEwiQ5s1D+IDIv7obw4kQAL46M5fmh0TTtHUHlDhcqUh25H2XOnQgTrqzX5u+1Wlxeo83f63T5Z70RVzaYcXmNGeeXm3BqiTGnQ0w4u8yY00t6Dn1RAC4sM+b4fBnH5utwcqEBR+bKJKmvaHhPLjLkzBJDDs3RYN8MFS6tGUZp8mgOiXNSTEWmi9G3jPwpqmyfoCLtCVJGK5Lkr0DmBDWSR8mT6DeEzLEqxPgMkaYHcr6GvzDG7A8CbQYzwfx3As37E2w1gNk2g5hnN4j5doNY4DCYJc5DWeYyhGXOQ1hkN5DF9oMJcRjKUofBrHIeyhrXIWz2USTcX5ktPkPZ6juE5EmapExQJS1AhbQARTLHK5AzWYWsCYrsmqEtydzSJyiQFSR0vqpsC1Imf5YWhaK7X2zE4UVGHFqgz+EFetIf7MBcGbtnaVEwW4c9M7WkRa8wwIhlSf40ZQ6Ij6cos3+mFicWaHM+RJ0/V2jw9zptrm+WcTNUmzsR2pTE69Ig4uZybXiTb8+rXEteZNtwdJoqk9XlGKH2NSPUf8ZXdP9aP+Cm+RPDlb5ipO5PjJb9iJ/2D/jo/oyHxne4qX6Ps8K3eKv9jKfyt8wy/oZ/VqjRkqRPU4IejUlmPSyVVEueZtvzYodg8Aznde5wXgq3ZPYwXmYP41m2BS93WvNMqHKyHWhNMONl6jCur9BksYEco9X6Sr8fD7UfsR8q5KB92OwykF2B2uyZqMKBqcIso83xWaqS8uRYsAJ/LlDj+nIdzs6S59xcZZ7n+dG604Wn+S683T+S57tH8vZAAK35PlIGwdNCb6kYPN7lwWMhVS3w50nBSBrzfKnJ8aF2hy91uX405I2mJseXpl3jqNk+kvIMH8ozvanZ4UdNrh/1eaNp2j2W2h2jqM8VRSGAmlx/asWv3eFLZZozZQnWlMSZScHjtWm20sHfmuNGc46LdCsojjWlLHEYlSl2VCY58DDGlvsJDtQeGM/H4g1SNGSnwEM/3ylFQYpQmI8PIylJ9ZCUVY/ibHgQaU5RjA3F8Q48kgrA//F01mFVp+n/n92dnZ1wLJqTnA7g0N0gINjdCoIKghi0EoKt2N2t2N2tY3eN3R2TO7Wz33n9rudhr98fn+scFHZnGHju577v9/v1TuKWUPpMbRgH3Zwawy3x1MVIh/btKXHcGhfJjTGBcul7VYwKxvhxfqSdi1XeXB4togdtXK/x48OiaC6P8uJArpJ9gzTs6K9hS18VO7J07B1kYme26CiN7M2zsC/fyt7BZnYPVHOxzMjTSd48Gmvi/AhROIys72thSQ8783vYWSwO8h5GZgmlR1c9K3orZdG5OsrC5ZEm3s2N4sGkIHYMMrKyj5n5XbxY1N3Akp5CBeTJgh4KFvVSsKyvmnVigdhXT32Wgc2DDBwu8eNoeRBbhjhYN9jBJjF2KItgd0kIWwUArlB8HMquEf4SBXG22s6DBf7836m23J5rZ1GbvzM59jNGBDemn6M5Pfxc6eTvTIq3E+kBSto4lLT3UdLRR017HxVtvN3oFqqiR5iWrkFetPXV0tJb7Ae0tPRR0NLuQbqvglQfBYkWd5JtKlJ9vUjz09PSX0eSr54UPwtxVi2RZldirO609FXR1l9B2yANbQPVtPd1JjPgc9YNMnGpJoBbtd7SzX5/nI374x1cKtNzocSLu7UCWe3N8xnePBVO4SpTg+ClysK10d58U6Th6cpU/hI+FOEK/raW/7shAlxqZLrcn0Iqeqecfx/rx715oVwfa+PWWB9OjzRyuFTH0XITp8vsHBtm5NBQLw4VeHFshIkTxXaOF3tzcmQAx8uDOFLc8Owe6isvsHuGiVc/DhQ5OFoWzN5hPuwaYmPLIANbBgqnt5nNA61SvSgAewdKAtgzwod9JX68XZfJo8U92CA+J9eH9VlmtuSIyYg3i7qqWNTNizkdlSzoqmVhVy1zOiiY20HB4i5aZrRVMKmNJ5+kWr4g1fIZXYOa0zOouYwPy43xZFCYCzlhzuRFujMsXs3QOAWFogAkeFCY6ElRokKajaqEvTjZjZp0BZM7aqnrqGZiGw+mdFAys5tYTOlY1NvQoM3vK4wNXqzOtrBpSADrc31ZN9iP5YN8WNzfytIsG4syjLIDWJVtZ0lfPSszjCztrWVhNyXLxGtPBcsztKzur2FrnpFteTqpcjlcYuHEKDsnR9m4NC6QuzMEsTGSF4vCebsiijfLw/i4NpLftiXwy9Z4/runJexKlXRFjnfg983pLO7gQSf130jRfEmS9itaGgVOoRHxpuZEezUi0diYlsav5EEsDFjJxq+IUX1OglcTEnVfE6f7nFT1P1jYRSVZJS/qrBKd+3J2KG/mRfB2YTQfxcEvIGwLo/goC0AIL2c5eDHbj6ezHLxcHM6bJUk8myEY9cG8nx/Drhwz2Za/0Ub1Ca11n5Ok/hdtDf9kVLwT09Kas6SDE5szDazu5cWW/ga2ZmjYma3lUJ6BI0MMbO7jzNmRfrxd2U4C2N6va8Pb1a15u7oDL1e0582aDnzc2Jnvt3bj/YZOvFzTlher2vC2vgsv13bikSgAS1rL2/3DZe15trorT1Z24u6iNtxd2Ja781tzb0EbHi9r31AgVnTi7uJ23FnUgQfLu/J0RRceL+vIkyUdeba0Iw/mp3N9ShTXhcqmLpzHs2J5PDOOp3MSeLwwgWvTQrgxI5Jr06K4NiWKq+MiuTY+kgtjwzkzIYyri1rw7kgOfz2aDu+WwLtl/PVyMbxYwKst2VyfEC3jFC8K4ujEBujejanx3BIRibOTuTVDEFojuSNCVKaFc31SMFfGh3BjQiTXxoZxudpXZidcq7FzucLKxZFmro2xcqnKwJkyHTdqfHlSF8q+Ac5szfBgcx8FG3p4srWflj0DrezINrFtgIEdA43szDFKYueugULu6cnxIWpuVpi4PlLsDnQcyjNR38/Eij5WlvSysqi3Rc7wp3c2Mb2rWf7MHxxiZHeWi6SFfjsunL0DVdRneLKmv5K1A9TsGm7nWFUop2oiOD0mgmOjgjhWEcKhshB2DfNj4yA7qzNMsiAsz9BLd+niTAsbCwLYWxrGnpIgtg51sG1EgOwGdo3wZkeeklcr4vi/bzry792JbMj4gjFRn1AW48TAcE96hSjoHOhBWz93kn2VpAboSLa7k2hyItXmSWtfNe0cKroFKOkTrKFvoJbufio6BQipp5okqzstvBUkWD1Jd+hItTf4AeItSiKNCsJMSiItWkL1KuK8DcR5q4ixeJDs0JLiUNHKX0mHQA3dQrzoHuDGwIBPWZtl4FJtEHfG27kpvAG1dq6UCeWViptVep5MtfJqjkNmDj+f4i+ZQWdK1FwsN3Km3Mj3u3pL0OEfEtdcxl83RsG3tXCrCq6V8P3+XhI9c1Oazbz5ttaHCyMtHBmu40yFMM35c2aUP9+U+3KixM5ZEWtb7s/hYTZOlPpzsiyQI4X+HBjmw77/jXr2ikmGeIb7cKTUj4NFdg6MsLN/mDc7B1vZlG1iyyA723KtMqdhQ66O2/Pb8N22bH7dW8CJ0dGszfRiVV8vORbaPtjO5kE21mdaWNVbz8IuShZ2VjC7rYt8P7+TkmlpLkxMac6U1p580ifYif7hrgyIcmVglDN5Mc4UxLmSH96UoVHOFMaKMGEPypJUVLZSUp7iTqVYJqSJG78H4zuqmdBBIbX4YmE7rZOSuT10zBJVp6+Z5VneLM+0sSrbmxX9rSwRP+z9hbHBwMJeojPQMK2LF3WdNczqIVQLSjkKEl3Cgu4qlvXRyEXJzmG+HCr142ipVWaWXhkTwK1JguciOCdBvF4UxouFAbxbFswPIpBjUxy/bkvlP7vSYV9b/ru3Nb9vFwiHNH7Z3ooftwjufgy3Zwdwpc4uE5KWdFPTTfMPkhT/JNncnDivL4jWNSJK14h43ZckGRoRrfqcFFMzefOPUH1KgPunhKq/JkzzJZHaz0kxfkEf89+4XGnnRZ2Np1MdvJ4dwotZITybGcJ7kSg1O5Tn4s9miyzVMF4JtO7MQAlmezE/klcLBY45liezBcHSj5ezojk01EFZ+Fd01X5CR6+/MzLBjdUZVpZ0dmNxRydW99Kwsree9b292NRHLCI17M5SszPLk325Gp7OS+Hdmg68XCXkoO15I8Y+69rzYkVb3q7tzIfN3fhuay8+bu3Dd9v68mZDd95t6cXbTb14tqYzT1Z15OX6Hrxc24MnKzvLIvBoeUceLmnHw0VtebK0A0//VwCeruzM/WUdebiyO/eXdeXhks48WdaF5yt68mhJV54u68qd2S25MimKG0J1MzWaR7OSeDonhUcLkrk3P4kb02O5MCGcK1OiuToxiusTorg1MYbbU6K5IrwUwmOxrhu/XR8D75bC22XwYQX/PlPF/XmtuDY1hksTQmQBuFEnJJ/J3JmdLEdQN6ZF8u2McO7PjeDmND+uTvSV3YgwiF0dG8SVGl+ZCHaj1odrlVYeThKL+QiezgzmUZ0/D6cEcqPawta+jdjU14Utfd3Y2NOZ5e0asSj9K5Z3dmFxFxfW9FGytq+CXTkm9orRZKaKE0V2zpbZuTjSm7uTorhQGcqGTAMr+ppYInYA3fTM7GRkTjcfOb+f30PP+mwtGzPdOVrsy6FhfmzL1HCi1CLzeo+WGzlY5MXJKgcHyxpItTvyLazO1DKvu5rpXbVMbKelrpOJmV2N0kg0W8gHM8xsHRHM7qIgDpSFcrA8kn2lEewtFUthG0erjPx6vD1/XevCi+V+7M34ivnpTSmJcZY6/56h7nQOVtDWx5M2Dh3pflpaWFyIMzYnzioOah2tHAbaOzR0C9DQzU9FZ4eaDn4qOgZ7ke7QkOKrIdLgRozeTd7+0/2MxNm0hBiUBBnVhJpUhJvUxHobibHoiLOpCTd5EGPTkOxQNaiDHCo6+SnIDHGlMsWdTTkWbowT2Q5m7o61caPCwI2Reu5UG3g2zVtmF7+c68/TKWJUZOfuODvf1vhwc3IYv4k9k5B2Xivgd2EQE/nWN0fCtVK+39OTx4vieT4/mruTHNwca+fGWAdnyq2cLLZxqtSX05V+nBzl4NQoP44WiUPfwTcjAyUw8nx1GEdGeHO82JfDRb5y1i/oq7vy7JIbJkZD+0ZYOVhk40iRXX7OnnwrO3LNbJEjIAub802sz/Xi1KQYfj04hMerurN2oBfrsvSsyzCwK9+PnUN8pKt880Cb7P7W9jOyrJuKpV3VLOikYoo4/FNdqUlsztgUFz4ZHOHE4Ahn8qNdGRrnxpAoJ4ZFO1GR7ElFC1fGpnkwId2NyW0VTO2gYUJrJZPbaZjexUhdRy2TRCpXFw0zxUy/s5rZXbXM6KRiZhcN0zsqmNVFw7QOCqa292B6Rw+mtXdnZicFde1cmddDw9yuahZ2U7Oin55VmXo2ilvTELP8Rpyq8OXUKCs3RDj31GDuTPHj4Ux/nswO4vncED4uj+X7FSKGL4Gf1sTzx9Y0/rMtjZ82JPHLtnR+2JLOmxXxPFsQzY3JAZwb7cs3Fb4cLhEaaBu7h4ulsZ4t2Upp1jlfYWVGOydaaz4hTvsvYlVfEKv6lM6Or8nwa0ZuUHPaG78gXvslHXyaEav+lEDPfxKgbEyY8muilF+QYvySzqZ/cGakjQ+zg6S/4sFEf54IJMSUIB5OC+PxzEiezozg5ZwIXs0RqN0Qns8O4/W8aB7XBUlKpfh3fDwngGezAng9I4jvFiRwsTqEsUlfMau9KxszvNieoWRjXzUru6uZ28GdBV1VbOinYWuGmrVdnNneRyFvnXuHaHi5PJ0P9V14t74T7zd25OPmjryr78CHjd14V9+VN/Wd5IH/YVsGrzb05M2mXrzc0IOna7vybF13nq/pxpsNfXi1vjfP13Tn+dqu3F/ahtvzU3m0rB3PV3Xi8fL2PFjahnuLWvFsVXfuLe7MlektuTm3DXcXdeTRil48XNGHe0u7c29JJ+4sasOtuSl8O7sF9+am8mhhK54tbMvLpe25NiWGc+NCuTkzgTtzkrg5Q9zgY7k5OZrr4yO4NzWOO1Njub24DW9PFMtISN4th/sz+HZJBy5MiuDadKH2iebOVCEBjeP2tHjuzhJL6HCeL03gz31d+WFLK14si5VYj7vThAcgkCu1vtI5fHtsw/z47ZwI7oyxcqvGwrdjBIveJlET9yZ5c328SFoTMkQjx4ep2TPIg83ZCpb2cGZ1hgdr+7mzI8eLzf21LO3qwcGiQE6UBXG2MoTTo4LkL79w3m4dGszUduJ3TMC/jEzpZGRMuorxrdzYlOfNqapgLo6NYt9QX/YPsXKlNpBtIr61rwCtqZjbTc3UDkrqWnmwpLuRpb1MzO1lYlaGjbqeFqYL82RHPXN7ebNQmIxyfdhWHMye4iD2FAWyvyScfaXh7C0JZmehlae72vPXnb58t96HG1VurGz7BWOihTemGbkxTvQKaU6XAHfa+XjS0q6khdWTBKML8UY34q0q4ixqae5q46umlc2NVLsniXYVyXZP0nw8SPPxpJW/mpa+auJNnkTqPIi3GYix6Qk1qQmzaAgzeRJl0xBl1RNm8CLcqCbCrCTcrCBE70Gqn4ZOgRq6+CvpEaIgN8qdmuRmbBug4tZYu4TvXatQ8mySL6+nB/NhfhgfFgXzen4AL6b68G56EE8mObhcbuDWjBj+c6kEbhTy+4Vsfr+S2xCAdGUIH3d05NGCSOn+fjcvkkciRnWyQ/68CGn3N6U2zpT5Srn1mXJfzpQ7+KbUl2Mj7Jws8uV0eQAnSwU52J+jxVaOlvqwf4SvfMTI52CRuPn7cbjIj0OF3pypCuFIsTfHy0QxCWbHYJvccx6rDufN5iz+fWgIf50u48P2gWwd2qCC3Dc8iN0Ffuwu8GVbjkV2Dhv7m1jV04u1fY3M76CgLs2FccnOjE5wpiKmCaMTm/PJ8GhXqScXT0WqhpHJSqpaqhidrpTMaeEqnC4WCR3VTGrnSW1LF2rTPaW2tKqlJ6NbqahO86QixYXaVh6UxTehpqUTE9q5MEXQQDuqmd3BncU9PVg/0CDlmlvzdBwq8WFfsVg0+XCg0IeTFYFcGB0iW6nz1b7cmBTENdFqTbXxeJYfL2YH8GFROO8Xh/PTyng+ipjE5Qm8WRQjwy8Eyld8jfhagT7YP1TL/hFqduar2S4WdHlGtuc2PHuHecsl8rZ8bzbm2iQMbn+ejtO5nmzu5kpB0FfEK/5GsuIfZPt/KRfVda3cWN5NS11bHa20f5NjoA6+zYhQ/INA938R6PovolWNiVd9zqDQJpwoNXNnnIBTBUon6h35KsiUAicQxv3JITycEsz9yQE8mRHC07lhvJwXwcvpIqIvlGdzAnkyJ5Cns4L4blm0XA6fLhfSTiPbM1Vs6OHC9kw1W/oq2ZJhYGUPPXXpLkxv05TVfd1Y18+ZzdkubB3swbnxgbzf1Jl367vy/WZxy+/Omw2deFffhbcbuvB2U1febeoqb/8ftvTl9YYevNnQk+dru/B6Y0/ebu4lP367sRev63vyYk03Xq/vzqPl7bm7qDVPlomRUmfZATxb24VHqzryaHkX7i/uzM35bbm1oB0PVnTn/nKhf+7D7aU9+HZJV+4s6cSteWncW5jO3fktebAgnceL2/N4URuu18VxfVq8LA5CUSQURLdmJHB9SizXpsRya0oM96ZGc2VyFOdnteDx7gH89XgWvFnO2wPDOT8hkutTIrlV17DovT41imt1kdydHce3syK5XhfIuzUt+W1XF14ujePRnBBeLIzk2dxIbo9zcLXKwvUaK9+OtfNyZij3x/lwuVzHpTIvzhQqOV2o4Hy5lm9KNVwdbeP8SAvnR4lcZgfnqwI4XeXPN9UBnK0O4kSZD7vyDGwfbGbTAD3bB5nZV+DgcFEIe4b7yZn7xiEOeWALKe+Y1gZq22ilYm58a2c2D/Xj9NgYzo+L5UhxAEeLvDlX7S/3XWJ0tDzDh7k9BBvGxMwuJmYJt3wnHbOF276PlXkZdub3tTO7j3i8WZhlZ+0QX3aVhbC3NJg9RcHsLgxmV5E/+yr8uLk8ib8eDOHP8525UqtmWavPGB38CcMCPmNwWFMywl3pEuBGe19PWnu7k25XkGJVkGTxJMHkToJFQaJVRQuLkkSjK3EGZ6JN7oSZPYi1Kki0edDC7klrsfQN8CLJpiTG6EmMRRz2XkRYvAg2KuXhH+3tRZhJQ5BOSZBeSaRNS7hZRahRSaTJkzR/L9oF6OgQpKKrf3Mmt9dybLhRFu4H4705P8Kd26O1vJ8fxhuBtBZ0g8XiNZB3c4J5MyOYu9V2ni1J5a+rxfx+OZ/fROLfpRz+ezmPH3Z25IGIv1wYwQ8r4vl+SYzc6z2aGcrtycEyQ/qbUjPHi4ycrfDlrMC8V4jRjx+nShwcGmbhZJlDSm+PFFoleuN4uTfHyhySHnxILH4LGwrAiZEhDaj4cgeHCy0cGmHmm1EBHCsN5JvqCL7bNACOlfJ8dU9uzW7N6TExci8gxC878n3YLvalAyxszDJRL0CYPdWs6KllWS8d87tomdbGk9GJTRmd5MTYVFfGpbrwSWmSisI4d1kAKlvpqGlrYExbARISP4hCPtTQQlYmuVCd6k5FijujUjwoTnSmLNmNshRXRoqWorUHEztqmCxciL0EfM3I6mwf1vcXkiUbR0f6yUP+aLE3R4uNHCsyc2CokZMjBYI3kMu1Di5Xe3Ox0sKlahsPpobwZHa4JFPemxbC3boAns4K4+Z4B9dqfDk30sa5Ch/25CnZOsCDzQMVrMtwZ11fpTTfbBlglFb3bYNNctFyoDiALTlmtueJqDsLW3OtbM6xsXGQN5tzrBwbbuHGED0bWv6LumQXuhn+LtkZ6wfY2CHURzlWtg+0sHdYGBPbaGmr/zttLJ/TNdCJJP3XBHv+i0jPfxHv8gkjIhpxrNjE1RoLV2t8uDrah2ujfbk9JoDbYwN5Mi2Sh4JMOSWIZwKfuyCG14sa2Pwf5kXLQvdkji/PF4fy2/7O/Ly1HTsHu7Go/Ves6NCMPQON7BlokKOArf082NjbnbW99FTFNWZpppmfd+fy0+7evFibzrPVLfl+Z3febe7Cu3XixtuHtxu78WxNe97Ud+P77f14t7kH323tzftNPfmwpTc/bM/g7YbuvK7vxvvNYgTUkVf1okj04G19dz5u7s3z1R15tKw9T5aLMVIbXi5rwxMx/lnbhQer2ssdwP0lHbm/ooO8kd9Z2oU7S7pxe3E3rs3vwo0Fnbi1oD0356Zza3YKjxYJ1VBrni5tz715afLQvzUjkXtzknm0IJ27s1twe3qCXOLentWCR/PTuTUpgm/r4rg8KZJzdRHcr+/Bn/dm8J+bk/h2dpJkK92cGi9VQPeFBFRIPmcn8mCuWDRH8O20CBmVeX2ccGeL8BN/CfC7OymAu5P8uDfJn5tjbXJ092xakAw8eTjBT4a3nyvRcqnCzLlSI6cLjdLRK+SfG/q4sj1bYCA82ZWrZUeOlr35JnaJfVWujl15ZrYJdVpvHYeKItk9LIidhYFsLQxmxaBAxrQ2Up1mZFx7A0uy/Vg/JJDtRaHsLQvlZE0Ch4qDOF0ZyJFyO6v6ebG8n70BH9HTwKwuOub1sjC7p5UZQl7dx5s5Pc0szfRhRbaDJdkOFmf7sizbxq6SUA6MDGd3sT8na6I4MtKfwyKBrj4RbmTwn3OtebnMwuH8xuzs7cLWDCOT0z0piPOkZ7CCNnYP0qwetLKLAuBJK6H6sStJ9RUsH0H6FF2BghY2JbFGDyJNHkRaGw7tBLuaOKuSJNER+Kjl4lfwf8SIJ0wc7BYdkTYdERaNPOhlR2DWEKRXyPfhFi1RNi1heg/ibBpSHAbS/ZRyJzGuvZ7TJTYuFWu5W2Xn3HBProxS83xWIC9nOHg/18GHBf68nufH46k+DbuASgsf6tvy5/Xh/HJlCH/dLOSvC3m829iGbyf7y/zkZyINbXYg7xZG8lwE7EwO5mqNOOTF/sDKmVF2jpUKs5wPpyt8+UaMgsoFb0mMgfw4NdKXk+XeXBoTzOlKMYlwyE5g3zC7nP+LbuD4yCCOlPiwO0/LsWI7p8p8OVshOkY/DpX4cao6nBOVEWwaaGCzOAPyvTlSHMze4QHyLBM7gPWCgtDfwpq+Rjn7X9hFLZfAAhNS18aTiekeTBQXeIHoaeXBJ2L0MyKxgQw3LN6DobGuFMa7UpbkTnmSG5XJblS0cKMs3onyBFeqW6oZ11bH2NZqJnZUU9dVzYweauYLimFfIyv721jSR8/aLBNbcoWkySEde7uHCeyCnoMFZg4Nt3BkqJ3D+UJm58fFKpF6ZeRiuYFzZQZODjNwariOb0aYODLUKgNYtuVo2JTtTn2mgjW9XVnV040tA/VsHqhnfaaWrYOtbMjWs2mgkfX9vdgqNLa5vuwZ6sOOPCObB+mkGkL4CDYNsrNhgIX6bAvrM62s76fnSJ6eb0tNbOv4D5a3acq0ls5syTPKeLtN/Qws7WqgJtGZWe2UbBzgYEZnI/1FLGO8K5mh7kR5fEYv/yZUtHBmYQ9XTpebuVpt40qVN9dHO2QXcHucmB+H8rguhMfCZCRgYiIEe34EbxaIkVAob+eH825JBO/r4/nzRDc4259zY/2ZmvwpM1o6M72lE4s6urMl28iWbJVkpW/OdGNVHy/Ko5tSGP45Zycl8n/HB8D5fDiRxU+7uvBhSyc+buzK+/qufLetJ6/qO/J6gzjUe/N+c1/erOvK6/VdeCNUQes783JdJ95s6CJfRcEQf/5uQzderGzP85Xi4BfSTnH7b8379e15vaodj5a24eGK9txbJkY+6TxZ3pYf9mXw/f5snm3qyfPNfbi3qguX56VzZW4a1+e25MbcVL6d35Lbc1O4NSuZx4tb83hhuvQbPJiXIm/uIjrzwdxkHs9N4frEKCnZ/H5td57PS+fGuGju1sXJA/3sxAhur+rKq10DuTc7iSsTwrk8OZY7c9rwYHZb7s9M58GsltyZlsBt4ROoi+DqeIGAjuJkiS8Hhpi5WBUoCa5XRdj4RB9uTbDzdGYQD6cIdYleBsvcFxCyCXZu11q4WmHmQpmZE8MNHBlqZt9gA5szNdT3UbIp04tN/fVszNCxIcOLNX09WZ+pYWO2iUVdlCzurmNNlje7S6NZPThQwrxGp4nHyLyMAOqHRbBnZCJ7RsazZVgo24eHsmtYAGdro9hXJIw/WpZmWFnUR/hoTA1yz55m5omQlb4+zO1tZVm2P0v62SU4cU1uIKsGONiSF8S+4kj2l0SwbagPF6fE8HRlC6n0+XlvDH+eSuTnrT78vFjLswkKvsl3Y0MPJRNTXBgS4U43Pzc6OhSkWd1INruQZHEjWS503YizupLsqyLNTyh+VKQ7vEjz8SLJoiLBqiLBriHWqpS+AFEIEsXi16oi2uhBrE1DuElFpFUnnyC9B8F6TwJ1nvLwF0Ugyq5vKASyUIiRkIo4q0ZKS9NtHhTEqjgwzJ9LxRZuV5q5MkrDxRJVQw70JF+eiWyDuQHSLSxiLYVa6HatlR/3dOOPm8P4XRi3LhbwbFkyN8b5St7So6nBPJjix4PJvjyeGsC9SX7cHu/P+Qo7J4pMMrjmXGXDuPpMlTenRtk5UWbleKlNHvzHS705UWbnm1E+XKj142y1L2cqHZwc6cuhQju7Bps4IiWgNo6VeHN4uOgorBwbYWN/vpH9Q23syDOzOcfAtnyblLiLWb+Qix4sDGLTAAubc+zUZ1nZPMCHjVnerOxlZEVPUQS8mN9Zy4z2aupaq5nUSsX4lkrGJntQ28KZT7LDnMiJcGJ4vAcjZCfgQXkLD0a1cKc2XcHYVp6Mb+3J2HR3JrfRyAXVdDGnbKtkXg+9nOPP66lkdlcPFvZSs7SPjmW9tNRnGiSRsj5bSJgM7BhqYOcQAzuFJr1Ay7ECBZfKDVytNnJnopXro/WcGu7GjqxmrO/lzvLOzVndy12C1lb1UlHfT8tWEeTSX8Oa/hrqs/WsFtLPgWbWZoqZp1YqJpb0VrMqQ/y9ibX9TKzPMLC+n5aN/Q1sGiBu/Q42D/ZndX8L67PNrOwlUsBMbM5ScrxAzdkhnhzo15x9/RUczFdzqMDEtgwDi9p7saCXlbr2aianuEjp3spsCzO6ahmfqmZYYDMWdvHijIh4nOCQJiZx6MuDf3wAt8c4pFvxUV0QL4T2f1Yo7+aH82pOIK/m+PNqloM38wN5tzyC/4iD/8ZAft7TSkbkbejjzJTkxtQkNmNaOwV1LZ2Z1KIRczs6saqvgg1ZWlb3NTEqwY2cgC+pTPyKfcVWbs+I5N2GNvx5qDffb2rPhw2d+X6LGO905O1mMfPvwQth3FrVmTfrOvFqXUderuvA8zXteLG2Pa/qO/FybUferhfKoPa8WtOeZ8tb8XR5Kx4tbsmjRSk8WJjIi5Ut5d+9WteNh8vacU+Ywxal8OO2rvx1UgCxevLHuZ7894pgpA/gtxN9+fV4Bj8ey+DD4X6829+H5zt68WRTVx6vacfzdW15sCSVu/MSuD1DyDQjuV0Xya0pEdybFseDmYmSCHlzYiRXx4pAE2H+Cufm1DiuTEvi4sRYrtaGcXV8JNeF9n+eGCG15J7oNOan8Xh+S7kbuDIhjAtjQmRQz+mKAPYPNXNhdBDXxvtzscbG1bF2bo6382ia2OH48m2tnnu1Bu7V6HkwzszdWhM3R1u5VmXjUqWd44VG9uY25PRu7q9nXR8d6/sa2ZBpZnO2mdV9NVLWuWGgXbq469oomN5BR10nHWPbaShv4UlZkoZRqVrm9w9mY2EsO0vj2VoYw5bCaOqHhLC3SKh8wtg+TJBv9SwVLtBsH5Zm2FkiODG9zMzv5828Pjb5LMr0ZlGmnSWZdlYN8GNFfzvrB/uwsziYncWhbB0WyI4iB6frgvmwM5X/HG8B38Tx3+0hkve/tc+XzEz9kvKQr8gPbE5fP2e6BrjT2tuVdNEBmNVy1JNgF4e6khizC/FmF9oGamgvVD/+ajr7qenkELJQD9L9dCR4q0nw1hJrURJrVctbfKRJSYxNS6xd3PzV8omyexGo9yDAq+EJ1CsJtWjlSCjYoCTM2DAKihJEUYuGVt5edLA1Y3oHDVergqXy5+ZoL84XenKxUM3lEg1Xy9W8nx3Eu7lBPJxs49YYk4zL/PVIL/57LZ8/z+XwfFkyF8qMXC23SN7QrTE+3J0gfAU+3BOJeWN9uVLlw5lSG6fF4V5kkwf2qZE+HC+zS6/FyTIfDg03c1AoFEdY5PhHFIJDI8THJk6V2zlWbGVvvl4u90+VB3G81JcjheJr/eT+4NAQISdWsXuwUV52t+aapPlVyOLX9W+40G4ZZGNjtpX1/c1S+bO+n5U1fYws6aphSTcvlnTVM6+jhmltlExppWR8S09ZAMalClyEmk+KklwpS3GXbt3RaUrGtVIzQej5W3oysbWCiW2UTGqjkOQ5Ie2c2lFFXXslU9spmSVQtZ3VLOypZkkvDSv66ljcU83qTD1r+utY0seLJb01LOrhzqxO7sxq+Tmbev6LazXuvJ1j4qdl/ny/xJf/rg7nv6ui+HlZGG9m+3G+VM3Gvs1Y1tWZFb0VrOqnZnWGmk0DTSwTB3ymntVZOlZkaFgqovD6aFnRW5hm9DJ5aHlvBVsGi2+Mjc0DvdnU38TOXFEx/VmTaWXtALskL24aZKE+U8OWbPELq2NrlifHCxSczHXleJYHJ/K8OJZv4FCekRmpTWQIe2F0M6amObFzgIldw32p6+BKbUJTlvfU82xROx7OjeB2nYN7E8O5PyGcb8cLjG4g345zcHuMnad1QbydE8kHgVeeG8y7eUG8nOkrpaDvl0fy1+kMuJkLl/rwXX0s+7KbsCDlX0xPc6Iq8WuqWjgxIdWdccnNqUj4krGpzVjQWcOSHmbK4pzIjWhCYVwzZnVwk8TJ3flK7syO4d9bO/J+Q1feC3XPxg683tieDzv68kIofJal8WJ1W16sbcebDZ15tb4jbzc2vD5b1UZKQoUfQOQVvF7dVj7PV7aW/oH78+J4vDSJZ6va8mx1Z16s7s7TFcI7kMYPG9J5vSiA1wstfFjuzY9rg/ljayx/7kzk152J/HGkFb8ebc2fpzrDxX5wJYv/u5zDfy7l8uvFHH463Z8fT/bj46HuvN/VnucbWnJvRQJ3l8dxeU4wV2cGc2N6mDSU3ZocyO0pQtUTy01xw58Szy2x/J2VyO25ydwRKIU5KTxe2JpHi9K5NSOeC2NDuTi2oQicGCmS3CwcK7FwtsLCNYGQHu/DlRoRWO7D0zpfblaqeDJBIIhN3B9j4JFwnNbaJETx0kgDJ4Zr2JHtytYspVzGbxaMKuFLyfSiPlPPyl5alnRXsLyvnjldddR1MDCxnYmaViKoQ8fIZDWVaUZq2piobSPSnUysGhzC5qIYtpXGUT8kiK0F/uwtCmR9jpFVA4Vr3sqKLG95s1/eX+BSBBrdysIMu3xmi1tgpo2lQoWX5c2WoSFsKXJwqDaCTSL7d0QgOwp92TVSz3/P9Ob/DqfwbLYXl0ubs73fl8xr8zWVMU4M8nciM8CdnoEetHO40NK7IdSlc4CeFIuCFt4a4iwK4izuxBqcSfNVSUNXW6H2sbjTyldFis1Tfl68t5Yos0Ie+tEWNdE2nVzwhpuURJiURFnURFo1hJlV8uAXh72fxg2H1oMAvZIws1Y+QToF4WYtMTYdiSY16b5epHu7UhDlyr4hZpkRcKNay4XhLpwtcOVysZp7tUbZBTyb5su9iRbJdnq+III/D/fk/05m8GpFC65UWrgq5KNFXlyrtnGz1kdSfm+PtUufwZVKK1erfCW592JlIN+U+nC63MG5ygDOVwdwqsyHI0VWDg43cbzEW45zDo2wcLjQzM7BAg+iYO9gDUdHmDkywsrxIuEnCOTsqCCOF/twtFDc/A1SMXZ0uI3duQb2DfVmV4Ev9QOMrMz0YkU/tbxMrMvUy4ttfX8zq3p5saq3Fyt6iGhRDYu7qljQSSHPB+EXqWvjwbgUFzkCqkpozpgUdz4Z18Yd8Uxsp5SH/OTWCsYkOTM5zZOJaeILXJnSWsHkth5M7ujGxA5uzOttksTBGR21zOmiZ04XLxb2MjK/u4ZZHT2Z2dmDGV08GNe6OePSG1MZ83cmxP2Tg/09+TjFzH+XGvlljoq3U0WogzvHc75m/4CvOVvsKSv0h7nevJ4dwJECBfU9m7Culwur+ilY0lvVYHfuK5y9ejbm2Vg3wMKqfkY2DvBmVR9hnPGSRjCBx12VIRgaRuozdWwdJKqkkTXil1L4EHJEcTCxfYCYpRvYlKlle56Ca5N9eTYznOP9FZwabOREvoHjw8wcHGplYVczC3tYWdNPza5cDbsKTCzq7snk5MbsHmqRo5BbUwP4drwIIonh8eRoyV+/M8GPexP9eTjZn5czQvmwIIaPC6N5O0+oCkJ4OyeQZwtC+L9T/fjjaB+er0ri0cIIroyxsK13c+YkNmJSYlNqU5pRFtuEkTHNGCMW8GkKSqKbUR7hzDgR/ZbsSmkrBUPj3aiOc2GDKMpd3Fjbz4UP61rLG/7b+m582NSVt5u68EaMfjYInX4Kz1a14rUYC9WLg78TL//3iK95vbYjL1a24YEIG1/SksfCsLWyFe/WtOOV4BmtSOPRytY8WdWFx4vFMrgDL1ak8W55FI8mqXk5Wc2H6Tp+mmPl/VQtH2d68WGWmnezlTyf5srruSpez9fycomZ5yuDeLQimBf1UXy3K5lfjrTlj5Md5fOfsz347Ux3fj3fS3YU/znVnZ/3duDj1jRerY7hxdJoHsxpQEvcnBbDHeH2nRbLrZnx3JrdgjtzU7m/IJ2bM1twZXIMl8ZHcHlcKFfHhXK2ypujpXpOlHpxocKLG2MMPJ3pz9OZDp7P9OXZVBv3a7U8nWji8TgjTyZZeDLRzv0xZh6MtUra5DeFavbmuLF7sIbNmWo2ZmjZlKVli8ibyNSyRCrelCzqrWN6J8Fx0lCVpqciVUdVul4WgJEpGpnkNK69Wea7rswNY1t5AtvL49gpXLtFwewrCaZ+kODD61kz0MHaHD/WDw5geZaPHPUs6meVYUnz+piYK4JEhKcm28bqQb4cqIhl56hgthT5sGWYL1uH+bBlqI6zU2z89U1HXi0x82iMM1eLPVmU9k9Ghv6DQf5N6O1wkbfr1nYn0h1i0etMC7u7VPS08laQJub5Fk+SbR6kio8dGhIsnsSYPIgWy1+bikizikiTQt7Yw42eRJjVBOs85bgn3KQhwqoh2qYhTO9OiM5N/p2f2g1/rbssAEEGFcHi9m8SoyADIUZ1w2jIJNRFOlJ9VCRZmtPe2ohVWSa+nRDAjUovbpS5S0rok0k+vJsRyOOJNlkAHtX58HSWPy8WhPKfXR15tyKRBxP9uFVh5tooM1eqRYfgw3VZBOx8O86Hb8f6crXKxvlykwQ9SgWQUP6MFMtfP86OFO99pdrnSKFZ7gEujwlr2AWMcnCkyMKh4SaJDDk63MyJQjt7c3QS3b4vV89xOfbRsS9PyynhJRgZwInSQLksFjtMQTdY1lfJqTHxfNycy/lxSawX51e2lbV99KzsrWFZdyXLeqhY0UvLyl5ezO+kkktgwQia1UlNjQB+xnxNbbIbn9R10DKzq4FpHbRMbq1kUivRHrgzpbWKiWL8k+ZOXQcVdR2VTO3kzvTOnrILmNxWdAYaJrXVMiZNwWhRLNppqGmtoLqlB+NbC7KnC2NSG7Gs09dcLdbwolLBxzGefDdFx+MKFZcL3Fma/k/Kgj5hWNinDA36lMGWT1jauRFnylUS6fp0rDdnBnuyI0PB8m5KVvTWSba/iM5bmW2WsY+Leuqk9G1RFx0Lu+pZ3tvKyn5CHWFgdX+9xENszxNFQsPGgeJjsRy2S4v+zgEatg9Sc3aMPy/XxsLJLjyu82NfH1cOD/Ti4GADB3JNHBls43CuD/ty7ezI0XFoqJEjBWYuFDu4VGLl7bIE3q5J487UMB5NCebueMGMD5cJUg/rAhtm/jNCeDEzlFdzwxtcwIsjebMgjFfzQvhJ8IKOdONqlYZdvb5mbaemrOjkxJJ2Tsxo4cz4BHfGtHBjXLIbJZFNGR7ZjKIYF0piPBns70yWd2Pyo5pRkq5kWKwbI6NcmddKw4J2Wma3aSKRDj/u6MHrdaIT6C7HNa829uP9lt68WS/GN2In0I13m3vxfksvnq/tLL0AYhn8cVMvXq/tzL35ydyZkyjpn8+Wt+blyjY8W5rK4xWtuL04nftLO/JwUWdp+Hop4iSXRfB4gprX0wy8qtPzYYaFd3UG3on303W8mazi/TQv3tRpeTtVz8spep7X6Xg1zcDbGSaeT9bxTDxTdDyZ4sXbeULH7cvbxQ4+rAzmp60J/LQjmZ/3pPDnsdZwuBV/7mzBh5Vx3JgSyUXh7hUEzfnJ3F/YQv5z35wex9VJUVysEaqxcG6M9+d+XQAPpvrycKqNh3Umnk618Hy6he8W+/PDUhF87sOrGSZeTzfzaLxWhqG/meng4Tgjj8db+LZax63RBq5UGjlTJsZAGnYO0rE1Wy8du9tE5Gq/hsD3pb29WNhbz/QuWmpbqalpZZKH/6gUldy7CVDX6NZeVLRUMlGOh7xYlO3LlpJYtpWEs0MYiUqD2ZLnzeZ8Bxvz/ajPc7B6kDdrBvmyZpAfizKsLO0vxj42lgoPjvjzfD9W5TlYP8yf9QV2tpf6c6g6gi3DTVyaGcavxzryy54Ift3s4M1MFXsyvmRK3GcMDfySvg4XOouD3upCqtWZlr4KWvgoSZCMfneSzM6kWd1pbVfQ2ldFS7snLSzuxBldpfon0uhBhJB0WlQE69wI1YuPxaxfI81eYUa1VP9E20UhUBBu8CDIy5Vgg+L/j3/E41C7yUM/0qaXBSBC7AlEUdCrSPDWkeyjJNWhIMXcjFHJzpyvCuZGuZEbZR7cG6/n/bxQ3k8P5N1MEW4fyPu5DTknL+cF83JeCPcm2rlWruVOpYmb1VYuVJq4VGnkapVgCHnLAnCz1iazUM6W6zldauRUcUMROF5s40SxTXYC4lWMhXYNUrEvz4tzFQFyBCTUQHIhXCYkojY54jmQZ2RPjsiNULG9v4A56jlaaOVUqTenyrw5MyqAo8UNKiExAlqX5cWpmhh+3lXAv/eN4EBpEOuzdFLyWd9PdJw6WQAWdfaQh/+yHloWdRUBWDaW9bHKgKGJ6W6MSXalpoU7n0xor2BaVz2TOmgY31Yj02NqW2mkD2BkC3fKktwoTXSVPGmBFC2Jd6Y41onyRLeGv0typjzZhfJUV8pT3RmZ6kllupbatnrGpruwpPPX3Byp532tmkeFzTnU72tmtPicET7/YFJ8I6a0bE4/n3+Spv+MGM+/k6z8G90sfyMv+B+UB/+dkwUW3kx3cLXcnc19m0tDg7A4L+ptlLm/IiFohjA59NKzuKeOZX2NLO1nkiyh9QKYlOvN5sFWtgtCaJ6Brbl6KQXdPEDL1oHuXJnoy7vVKbxaEsvvWxL4blkIR/M9WJT2JbsG6Ng7UMupAh9OFdg5mKdj1wAVuwZo+KbIh0N5Zs4XmqWh5K+jXfnrmz68qW/BgzlB3JrkL1PBXswJlxr/R9MCeDFbHPYR8vmwLIa3S0TOcATvlkXwn0Nd+bbOzvGBjTnQoylburiyrLMHk9OcGC3atRYeVMW5UJuooDpFRLq5UprgREFEM/LDm0vE6/B4ZwbHNCM/qonsEOa00TCrrZYJKY05PTaMP4/25+2Gdny3uS8ft2Txflt/Pm7L4OOWvrzd2FPKP4Xs882m3rys78GbjQ0L4lfruvNiTRderenMvQUp3J2XzB2h/1+SxvMVrXm2qiOPV3fh2frevFzXj+fLu/F6RRo/r07gySQ9jyYYeDbFyvPJVp6OM/FotBcPqtXcq/TkUY2Gx2K2XuXFfRHeUaPmwUQvnkw2cm+shju1Kh5O1PNwnBdPJxp4PlHPywl67lZ7cm+ChrvjxeeLuEsvns8y8XqencdzgtkxzMyGHB23prXgwawWPJwfz+P5cTyZHyMd4s/nh/ByfgCv5vnyTmTaLvLhh4V2flzkzcf5Nn5Y7MO/lzv4ZaU/v68N5sNcCy+nGng93crHuSIn15cnk6w8ELTXSrXsAK5WiRudnv2DdWzL8qK+j4aN/Qys76OVv5gr+xpY2lsneVczu3oxqYOO8e2E6kcUAhXjBSCxk44Z3U1Sqz9DpN/1MsoxzoJ+NlZk29g+3J8j5WEcLAnl+ozWbB3my/aiYDYNDWClcNAP8GbF/8Y9KweKxa8fKwfaWZfnx6pcX3aVhnFI6NFHWni4MIbna2PgWBt+3xnFm7kGrpa5cCCrGXNafklljDN5oc70C/akk0OEuihpa3OnlbXhSTU50UoUALsncXYVYV5OROhciLcoiDUrSPTWECOdvUqihIZf3Nb1nlLpE6r3bCgCZjH6URFl1RLjrSPaLmSfSrkDCDE2SD9FByAKQIhRJUc/EVav/42APAnWKQk1NOwMxP9fqwADab5K+ji+YleeP5eLzVwa4cHtWi3Pp/nw47xIeZ68nx3A84kWXkyy8nZOEK/nCVWet4TFCaCcMP9dqTZzQ3g/xtnl7F/s78QuQGQQC4nw1Rqh/zdxoEDF/iFaDhUY5Y2+QQygl4f5sUI7hwrM7B2s41SpKA4+cqxzdJj4cwv78/Xy2Zun57BwABeIkC2TlH+eKBNLYhu7h1jYXWBlh8gxzzVzcnQ0v+4p4MPGAWwr8Jb70A1SaGBmnTR+qVncRcGSLmqW9TCwsKuOhd0M1LXyZGJLD6rjmlKV4ERFvAufVKSrKG3hzog4F0bEC0a0K/lRLgiDWG54M/IimjE4vCkFkU4UxnowItad4kQlBVHOlLZUUZjsRmGyKyVpnpSnqylJUTGypZ6KZA3TWjXicJ4HlwpcuFHQnAMDPMlz/J0Wnn8j2v1TWnn9kz6+jWhv/YJ4zRckGpoR6/UVserPSNZ8RjvlP8i1fMquHBU/LBOJTFZW92rOkh4ekhu0bJCD2X2M0oG8qJ8IhdfKnF/BE9qQ52BDjg/bC/zkN2l7vo3d4nWQjh05nhwr1fJ0eSy/7+/IqbEBrOjrzsE8N66N9OL4EAPTWjRhZmsXtmUZ2Zup4WCWln05RnZk6zicZ+aciNLL8+JsuTfnK305UOXL6y2d+etEX37a2Zp7IoR8WhjPZofzTBSA6YE8mxPKm8WRfFgRw/uV0TJg/t2qCH7YmgQH2nK91JmTA5qzs6cTazq7sKCDB3M66qlMcKIsoTnlia5UJHkysY2e0WmejGmjplgotVopqW2nYXSamrIUNaPEtr+jlmmtlUxtq6EivjErsgz8eiCT3w705YOQe27ObND1b+jNhy1ZfNyaxbutmbzdlsmbLRl83DmAN1v68XZTX95s7MPrjb14ua4bT1Z24N7CNOn4fb6qg+wM3tT34s3mDF5tyeTJ2p48Wd6ZV0tSeDU3mEeTzNwZo+f+WAv3x1p5IhZpNWa+rdRxs1LDndEG7o+xyNi+6xVeXK9ScbtWHPxe3B2j43aNeK/l3lgv7tVqeFir4VGthqfjvXg0VsPDag33qzXcrlTyYKyRB+P0XB7tzUqZEWHh6pQU7s5K4vHcaF4viePdslgZ4fjTmih+3xDDd0t8+WmZD3+s9uPX5d78sNAsC8FfmyL5bVUAv60L4a+difyw0Jdnk/U8HK/n8UQrt2tM3B1r4eEkG3fGmbk/yZ9LleLmZ+ZAvlG6f4UcWTCaNve3sj7DzJpMM8v66CQSZWEfE4v6erMsK4gFQrXTx8TivmZWZgnHvIVtwthTHMnageIwbxjtLBM49Cw9h0pC2SWokMO92VHky/YR/mwb5s9qMQ7NtrJmkA8rsmysHGBnTY4vawRyJc+PDQWBHKiIlIC829P8+GVvMpxtyV8HQvh1oy9Pp5vZ3udrZrdszMiorxka40afQCfa+zjTwV9JupB82lxoY3eVHoBWYtxjVRBvUxDrrSTC6EKM0V16AGJMnkQYBcRNRbhBSaRBQ6RORZhc3orZv4Yoi4Zwo4IYq3ivJt7XSLRNHO4q6QIWjmAh+RSHvxj1RNl1ctwTadUSYRGPhli7gUirF+EWNbE2LWl+BlK8FXQ0f8WyHibOjjByoVDN9QoVD8aJTtTBiyk2nk408mKimYc1Gn5YEMp3SyKk6VKgY17Pj+DlzDCeTw+R6p87E3z+18GHSQnoqznhvJ4TwZOZoVyt9ebcKCuny62cHengUnWAfE6Xe3OyxMr5Sj8ODNFyrNDEhSp/jhebOTLMyFGh+Cmyc1C8l/sCC4eLvNk/1C4TCg8VCzyEje15Qjwj5Oc+7B5il3iI+iwv3q3L5NWafqzur2Z9fx0bs8ysFzww8d+8j5kFHTxZ3sOLpd0Ncgk8Nd2dSaluTBIKoBZuUgVUGefCJwNDm5ET7sLgKA8yQ5oxIMKFvoGNyQ4XC0UnBob+b7SQ6EFhvAfFCQqKW6goTtZQlKphSKIHBUke5McLEqgHuZHOFES5URzeiG2DlNwe68+S9C9Z3qkpuWGNCXP/B6GKr/D3bEScyZkUixOJhsakGJvT0upClOZrgty/IFrzJW2tznQ1NyHX+29symrKj6vCeTo7kE3ZzViZ4SnzAcSCS8w8xS/Hpnxf1g0SvAwbW/Id7BwiEKwOdgyzsSXXxNYBAs6l5dZUb37bm8Ifh9pzpNrKiJh/UhDlxOS05rId2z1Az+JOWialujOrrYLt2Wb2D9CzJM2ZcWGNmJX8FduFNb/QyuHSYKa0caUsvqlcel+YGMb/He/Pj5s78WB6uAwTf71IhKpE8mZplOQSfb8liZ93pvDrgTR+3pvMr0da8cemaG4Ob8yhjGZs6OUmW7i5HdTMaatlYppCpq0NS3BmVEsF0zpbmNrBwKT2WsZ3FIE6Osa101GdpKQ6VcvkbjZqWikYl+bJzG4mCiMbU5vixonaMH470I9f92dIvb+Ud27syfstWXy3YyAfdg7g3Y5s3m7rz/udA/iwcyDf7x7E6839eL+9P2+39OHD1j68XN9VdgWPlreTjuB3mzJ5sb43T9f35Ntl7XiysiMfVrfi0TQHN0ZruVWt49saE9/WWrhTKw5Pi3x/o1rH7VoD9ycIw5WJ27VG7tYauF2llWqbR+MtPJ1o48lECy8FyKvOwqOJBh5M0PFogp5HNVoej9bzqNbIzQoN92stPKwxcrpIaOKVbCgI4Oactnw7O5HnC6N5MN2fe9P8uTvJm8cz/Hk+J4D3C4L4ZX0M/9mexH/Wh/Hf9SH8WR/GH/Wh/LkhjP9ujuDPTUKgEMjTKaKQecm58rkiJRfLNVyqFI+OC5UNRrATQsY3wiYZ/1tz9NKVuXWQjfoss6Q1rhLjywEWyW9f1lcQb4PZUhDExjxvVmcZ2TLYl51DHRwqE5iHMPaOCGTniBA2DQlk9SALWwsEFMzBuiwr24SZcYQ3uwod7C8L4VBFNJuG+LM+18Eqefj7cGpCK/aMjGXLiDA2Dw9mywgH1+cm8n5jC37cGcnv+0L4sMLA+crmHCz0ZG6HJlSIzjLWhcxwV/oI5o+/SPJS0NLHlTb+bpL/k2pxJVlo/C2eRBpdG8xdNg9aeqtJ9dGQIDX/HkRaGg78cKOKWIuOcIOKCJOGaKtQ/GhJ9NERb9OQ5Ksjzlsv9f2hZhV+GncCdJ5S+imKgFT9iKWxtxcxdi9pBouVHYOWSKvwBqiI99GRJP63LG50sHzFgu56Lo3y5s5Yu7wcPBpn4N4YHU8n6Hk6UceLKUYejdHycV4Q/14WxS+r4ni9LJp3y+N5My+S17PDeTI9SMo+L44UiWJmuQgWUlCBBhFwx2ezI7g7JZQb44K4XOMnY0QvVntzfVwAtyeFcKXWj3MVNk6XmblQ7cOFKh9OlQtDmFWiI4Q09ES50PPbOFbqJ5e9ghG0Pd8qg3gEKnz3UDu7h3iza7CN7QPNMuzp9sy2shNYmaFhwwCheBRqRyP1IiNATED6GFjcRcm8Dp7M76RhQRcdU1t5Mimt4Zki8lkS3fkkN8qDQZHuDIz0YFC0JzmxSjJDncgOd2ZIrAfD490pjvegNNGDohYK8mNcyIkSowYP+oc2Z2CkC3mx7gyOciEv0omhUa5SQjqrXXOOFlmYmdaUHJ9/0TegEWGazwhUCWRCY8JUzYjUuxCqb0yk0YlojRMtzErZRgZqmxKuaUSarSnpxs/paPgXhSGfsjvHnQ+Lw7g7xZu1/ZxY2k/Piiw/lvT1kTx1YeraOMjMljw7GweZ2Csxq2a25nuxLV8nMRAf16Xw594W/Ht7NCfHmqlM/IIBwU3oG+zE8CRPKetcn2Gkvp+Fxd2NjE5oQl0rJ9YJKWkfA7PS3KiNa8LMdu4s6q5jVJIzA0IbU5qiZEpbrQQuHarw46edPXk0N4ZHM8J5uUCMewTtMpI/trfi/05046d96fxyrD2/HGvF78fS+W6ZP+cGN+FAloLV3RXMbufJnPZqZrdTU9dKSU2aF0PjPCVqe2o3H+Z0tTG9vZrp3fSMaa9jTBsTk9qZmdbJwLTORiZ1MDA61YOJnXQMjWxOUbQbE9ObcHlGLL8fyuCHnWK+3563W3rydlsGH7Zn8WFHNh/3DOSHfbl83N3wvN85iHfb+vNqc1+JhviwI4OPOzJ4v6kvrzf14kV9D16tz+D52t682Nibh2JMtDiNj6tbcX+SUE8YuFlj4Hq1nps1Zq5U6Lg0UsN1Edo9VhQCPXfGGHgwzsTjCVbuisCOCq3k7F8uV3FlpIrLI1XcGK3jWoWK2zVaHk008UKkcNWIrsDI/VoTD8ebpTLnQa2G06VaZnZXsLU0lCsz07g8OYInC6K4OyOIK2MF1dPKtTF2CXi7PsbK7Yk27k+382K+g+9WBPHv9UH8e20Av6zz57f6QP7cEMoPy/x4MU0oSMw8mGDmnlj8jjZwY6yF62O95S/96fIG9cf+ESb2DDewe6iIINWyJUcnrfxr+utZP9BC/UA7q4UaLcuH1ZlmeavfOUyQHv3ZXxQgnaEnygI4PSqUk6NCOFgaxJ7SELYXiuB2m9xhrRvgw86iUHYWBbCnxJ99giRZGsoGkX2R68PqAXbq8wPYPCyETcOC5e1/2/Awufi9sTiBX4+149+7I/l1SwjXKz2Zk/QJY2I/ozCyKTkhTmQEu9EvTE3fYA3d/ZW0dzjTxs+JdLEENnuQalKQbFUSa3clRO9EmM6FKL2rxDrEGtyJ1LsSZfYkzORGmNFdzvVjzWqiLFpi7Hpi7XqpAIq3qYk2i/AYL9kFCMRDkE5IPhX4eXnK13BzgyGs4dDXE2PzkpJRsTCOE0XEYSDWoSPWV0MLXw0tvd3p4d+YVQNs0uT3sM4hg3vECPL9gkCeT9bzdJKX/O/5dJIYT1p4P8OfdzP9eS9c98tjpS/n7cJYucO7M8GXS6MMcsR3d7wPt8daeTilIY7zfl2gDAu6PNrB2ZFWLlX7yHjX+8K/MiVcFoZrYwLk69XaAC6P9pOmMeEDODHSzrEyiyQWHymxyVu/wEFvy7OzPd+bHUN8ZCbzvkJ/9gz1ZWeulR0DLewSaPxsI6szNazsJ/aaNjaJJX8fnWQCreiplgVhaXeVVAMtF8Wgh4FprcVI2ZW61p5MaaNhbKqST3IiPRkcrWBghBv5seKA92RYoobsMBfy45QMiRWzZQV5kS7kR7uRE96cQWFNyI92piDGhWGxrhQlKBjV0ouyJCUjWyipTXZmXV8Vszqp6OL1CR0MX5JsbESQrjkBOjccrl/i59GUAE1z/LSN8VM3xk/pRKjWgxCNE9Fmd8JUXxLu/ndSjU1JNjjR3daY8oh/Ud+7GT+tiOJchZY1GYqGxdfAANYN8mftAOHsFdwMOzuGeLMz3yapelvzVVIyyNHusC+VXzbGcqJKLN++JCeyCQMiPejm35SsCE/GtBdpY0FszrazrKuKOR1UTGrpyqTU5qzoqZdsjRW9TUzramdQcDMGhLkyJFFDZRsvqpI9GZ+qpKZFYy5MiuT9ipY8nhnBi/nxvFySxPN5kbycFcCdGiMHsppwbLALZ4ub8Xa5GEMEcj6vCYey3djQS8zvVMxpr2RmWw1jWrhTmaxhWLyW7AgPRqXpmdLByPSOhoawhw4GalrrJD5gYkcvJnTwYky6hirR5qWpKEpWyBtdYdTXzOzkyYnxIfx6tAe/HO7Kdzu7ypv9u+0DeCVu+Lsy+LArm3c7BvDj/gI+7BrEux2ZvN3Rl/fbxWhoEO+35fBuWzavt2TyfGM/Xm3K4uWGDF5u6MPL+u48X9mW18tS+XaCD7fGCC21gUujNFwfLRZqYllq4HqNCBnXca1Sz7VKL+7UmuSI6MEYK3fHmGSq0+0aL74dIwqInsuj1JwudOVskRvXKtTcqjHxTaGGb4ZruD7KyJMJdr4do+NOrYGDQ7yY01PNwTFxXJuVyjUBkJsUxtVJ4Zyr9efqGAc3x3hzrdab89V2zlRZuTLOhxsTfbgwWsO3k3U8mm7hziQNL+ZaeDvfl9czfXg22cyLKSbezrDxYrKNZ5PtfFwYzsNp/pyrMnNauNOF/rvUxIFCPYeH6TkiloEFJplOtzXXyKY8O2uEFr+/gzXZIq3OwS4RzF4qXKOBHBULwjJfvhkZwLmqIE5XB3OsIphDghtU4WBfqYUDJb7sF2qg4mD2l4XJ9C6BdN48zMH6fG/WiaXwYD82DA1n3ZAQ1g8NZkthGDsKIzkwMpCHK6L57Wgr/jgYx4/LLNyqULC01RdURXzN0LCmZAU1pnegG539PGjv7UI7X1fSvJ1kB9DC7EaC3oNEo4J4iwfRNhfCTC6EeTmTaHYlzeZJsllBlM6NGJuQdHoSa/IgzuRJtF7gHgTiwYtom4Vwg4YYm4ooi1DyqBtm+VoXYr2aEqFzIkDljJ/KhXBh+rKqCJPLZFF0dPLwT/DVk2DTkCoKgI+ORH89Cb4a4q1ODIpoyqlqgfYWTCDBdBIo7WA+Lgjm/Wy73Oe8qDPwZqqFV5NMPK4VI0W9BMa9mCOAcaES3PhidhRPpodJ9LNkQ00Qrn4jV6r0XKk2cnu8r6TGnis3yVCgU4UGLlbYJfbl9oRg7tVFcKHSzmUBGJwQxIVqOxdHC9moDyfLvDkiRobDjRwutLOnwCoxNbsLhGTdyo48G7sFOXSEYPz4sGOwiV2DzezLt7FtgFEKC9ZlGhrcv5ni1q9jRU8N6/rqWS1k8WIJ3N1L7kznCpyP8J20Vsj8kAmprkwUeQADIhQMCPdgYLgbedGeDAhxZmCoqzzYcmVhcCcnykOmfA1N0FIQp2BEvDslSZ6MSlVT2VJLUZwbRXHuDI9yoiTWWWpNF3TxpIft78SrPiNe/QWR2iYEaF2weDbD5tYIh6I5foom+CoaYXH/EpuiOb4eTQn3cpatY7TRhUjFF6TonYlSNaWl/iv6en/B0IBP2TbQg3eL4zkywsQGkZSTF0J9jj+rsqxsGCTGP75syfeRSp/deSbuzIjht91debs2kSfzAjlWYqI68UsGhTclM9KdjAgPegY60TvYlYJEtQym35IXyMZsM0sEV7urjknJLkxJcZJz+dkdlQxP8KSbbzMyQhSMaKGnqrUXo1uKQ1fDiLBGbM438/2aNjwVrPsFSbxaId5Hcq/GwOlBTmxp9wU7OjfmYN/P+GlZAL8vC+XC4OYc6u/Ejn5K1vTQsLCjmqnpntS0cKMiRd0wpgtzpzBJxbi2eia1MzAmVcWE1jpGt1TJMdCYNlpq2nhR3UpHeapIajNR1M7CwHh32aGVxzbhUEUwL9Yl8J8DbXm6LIaPm7v/75bfT75+v0uMfnL4sGMgr7f05+XmPnzcnc2HXVl8EAVgey4fdg3k+cY+vN0mRkZZPK/vw/P1vXi8siMvV7fn4dx4rgmmTo2V86MMXB5t5spoExcrvLgoArpHm7hcqeeqmP3LR4yJDNyvNUqj1f2xennbvztWz52xJu6Nt3FLfM1ILVdGeXFhpJ7jhToOD9FwdLA7F4sFN9+Lm+N82TbIwOxuWk5MSOS2SCSbGs+lCVGcGRPOxfHh3JoYws2xDs5X2Ng3TM/WPC37hEGnxCpb8vNVQv/vy5XRNq6PMUuz0LUKrSwuz6aYeD/bh9fTfHg93cGb2Q7uTrZwvkbEbjq4WuHLmWof6Qq9MNJH4qXP1ARzpFQgUHzYIdgtw4PZNSyQncMdHCoVaIBgzlT4cbnSj0ujHVysCeBiTaAMbxfGwm+qQzhREcjxSgff1Ap6pygEQewtCWHHiGC2F4ayZXgwG4YGsLsilrVD/KkfHkb9sHDqh4WxNj9QIiXW5/pwdKQPP29twcs1Ify4MYzHEz24NVLHiSF2qiM+Y5D/v8gMcaa7vzsdfMTM35lWvoLW6SyZPpFqJ2J0biQLR6/ZjWijMzEmF5ItYjfgRFubE20F699XQ4xZSYwweBk9SRB6f7OKKJNC6vZj7DbCTVpC9G7E2DWEa13o7Kegtr0vM7v7UNfFh/xoDbGqRgSonQkTiGiDOyEGD4mDEB1EC28tqf4Gkv1MJPgZSXB4EeejItbsRG7Yl5we6c/dsd48Gu/L/fFmvlsYzPfzAxpk5jPMvKwz8MNcB9/P9uHFZLHgt/F2jh8PpthkNOvLeZESKnd3ooMHdYE8mhbE/SkO7k325c5EH76dILwE/jyeFiKdwefKLJwpMXFxlI3bIoN5QjBXRvtyulTM/+2yGFyq8eFUmVgWmzhd7ivVQ/vEIniYmX3DbDKjfP9wQTAQCGgjeyS3rIEeujPfwp4CG3vyLWwbaGB7jk0aXTeKMJhMA2v6GVgjpMF99JIAuqy7hiVdvZjXScvs9hrq0j2Z3lopC8CMdgqJhfhEpPlkhHiQF6dlQIQHfQOakx3mzuBYDfnxWoa10DE0UcuIFl6yMxiZbqIwUUlRvKfULJclqyVLaESsm5QllsU5U9XCjeL4ZiRr/0aw4nMCPb8iRNtMFgCTayNs7l/jp2iMw/0r/BWNsbh9icX1a/zdGxGiaoJD2YxgvRthmqZEKb8kUvmljGXs6mhOJ3Mjcv0/lzmlN8eHszZTpH852DLIT/oBNuXZpDxudZZVgpLOV/vw0+q2nB3pzZIuTZiUKsxTzhREuJIR6EpXn6b0CXajf5SSzBg1vSPcKGjhydTuJjbmBbIpx4eVffQs7qZlQUc1S3pamdjRSL+Q5vTydyYnSkNhkoaieKGKUkhsdn7IlyzP9OL79R15vTiep4uSeb68La+XtJCH3Pkh7mzv0phtXZpwOOtrPi704900b64UeHJ8gAd7MtXU99KyqIOo2A2W7dJ4F3KjXMgIdaIoScmYNg2Hfm1LDZPbmRibpmF8Kz1jWxupbGOmuLWZqt4RjOoTS3mfOPrGina+CYXR/2LbYC9ujLXz0+pYPqxN4OoUf95u7sHrzf15vVmog7Ll7P+7XQP5uHMgL+r78n7HAH7Yn8uHPdm835PF2x0ZsjDIfcH2Abzd2l8ugF9u7M2zNZ24MDGU4+UmjpcZOVpq4fgoH47K9zrOjbZxodrGpSo7l6ts0nhzpULPDVEERgu3regGLHJEJOSVVyu08sYvlDbXqkQr3iC5vCIi/SrtnCvVNxSTGh3fjBIMfYVMmDs7SaR/xXNLYKenxHBhQiTnx4Zwc2IotyeE8E2Z4FQZ2ZovIvessvXeMzSAXfkODhQ4OFbsJxnv5yrsMhnsWq2V+3UOrlZ7cWuMiBY0c6NWx706X94uT5DmsYuVdi7VOLhQ5eBKTQAXqh0S2/xNlS/nqoI5WRXGoVGBHK3051SVP2erQrgpEshmhPByYQSvlqfyaF68zI6+PjGQy2ODOVsZxDcVgRwp82V/sS+b8+2sz/Nh1WAfVuZ4Uz8kkHX5gdQPDWNzUTRrhwSxfmgIG0eEUT80mK0jIliX68+2oX5cqPXnxw2xvF8XyZEhjbhZYWB16y9Y1r4Z8zu6UhDyFV29Rbi7hva+Csn6aWlzJ07XnDiDqzz8442eUvOfYnYj1eJGisBB6L+mpflr2tia0s7hThs/QfkUUDgdqX4Wqf+XJi+xxDU2LHLDzUK9oyVM40onqzMrM4M4WhIunfdbeor8hADGtfMhWtuYQI0zgTpXHDp3Ao0a4i0Gkm0NWIlwu47EQJEZoKCFQ0uS0ZXCmKZcrg3l6SR/Xk314+U0O69n2ng9287HBX68mmnj4zwHPy0JkgXhw3wfvlskgJPBPJzmw13hB5odwYMp/g0KvjlhPJ8dyuPpIivajzuTfLg9wc7NMXYezwiVca63JwRytcZXPuL9tVphFPPmUpUv18YE8WBaLBdHOzgwRMWhAg3789WcLBP7IhOHCi0cLLSxd5joAmwcLHKwI8/EngJhAPNm33DfBmbQcG9255nZOsjIzjw7WwZaJPZmbaaOVX20rMswsjXHR7qDF3YS83+VvP3P6qBhkpD0p3tQl+72v3GQB5/0C1fSP1LDwBgR/q4jJ1bLoBgtg2K9yInTUJColaMgcciJGfSweIVMBBsc0Vymyg+Lc6c0WU1pooKRSZ5UJroyOl1LV0djQhX/IFTXHIeqGYFaF3yVzTE6fYHdszG+iq/xdv8am9vXeHs2xtu9Cf4eTfBx/Ry7+9c4vNzxVTkR4NmICNUXdA3TkGJtTqy2CcmKzxlg/Rsny0Lkgm1NhoUN2Xa2DfaRTjmxAN42xJ/DxXYezQqQBqwN3ZyZne5OeawruWGuDI7RkhPtRTe/5nT2bkyvIFf6x3rRPdSd7kFOFCaLMGUzKwb4s70wig2D/Vib5c3CfgHkxSnpGeJKZoSCwdFqhscpKW0h1FRqRsQpGB7jxPxeWl4sa8WHVcI8lcKjJa15uyKNm1VefJPTjO3dm7C9pzNHBjjxbJKFBxUKrg9142hmM3b0cmFzbxVrengxp52C8S3dpex2YJgTAyIVFCaqpW68QoybWqmoSHJjdEvRjXlR28mP2t5RVGUlUJGTTGl2MoO7RNAlTEkX738yqa2zZJdfKTZzt0rPiznB3JsTyY35qbzbkcXLrX14I0Y9u7P4Yf9g3u8YxLvtA3mzPZvvRAHYO4BX2zN4vSuL17sH8HrHAN7sypHPw/q+vNk5UHYSz9d04caMeDbnKGU61YLearYX+rG5wEp9jkEyzEVwxdYcK/uG2jk4wsTREj0nytScKFFxdpS4NQkttplLlQZujbNxbbSea1U6rlY0PDeE1b/KzO0aG7dqDHw7VidHOst7e8r850t1iTJQ5taUSG7URcu4SJkENimMa7UBnCz3ZZtgro8IYU9ROHsKI9g9IoIDpdHsKw5jX1Ewh8uCpRrjcImNk6O8JYLi9EhvzlbYuVDtzblKm2zp704L5/xoodsWSGBvqQ2/NDqQs5UOTld5c67Gj3OjgzlVE8mxqmDOjQ3hssg1GBfG3dnhvN4YwX/Od4SnZfx0rA/fTrFwdYyNE2UmjpXa5KJwf6GV7QV2NokLTq4vy3K8WTHYwbohwazJD5WmsTV5EdQPj2TD8DA2F4azsSCY+vwgNuaHsr84iovjQ/huYxQfN8WyO19BbeQ/qI36khFBf6cqrhGjopvSy7u5lHmmeStIsXgQJ27pRgVRBk8SxPzfriDZ5EJbuzttLc7SH5BkcSLJ6kycqTmpPh4kmV1JsQmDlpYkq5Zovbs0hYlYyAidm9T7C5VPoJeCKM9GjG5hYGP/QGpjvqY46EuK/b5kdODnrOvrx+hWBlJtzYm0KQk2a4i0GYgyG4i1qIizC1+AF7HeCuLt7iTZ1KTqXRkR3YSr48J4L8KYZvlL/s/HhSF8XBrBjyti+LAgjNez/BpGQvP9eT3LLr0fgkTwclagnPE/nS4w7SK7I/R/BSCE57OCeDlfhBiFcH+qH09mhfJ4Zih3pwRwe6LARAdxd3Iw18c4ODJUycli4eg1SkqsMIkdHWFiX56afXmeHBnhxfESM8dKrRwvt3O41MbRcl8OlfhyqFgc+PaGhLACb3YOscrUsD1Dbewb7i33mweGB7B7iIiNtLC6n4aVfdSsydCxLdcuQ2RWCc+UUJd1NzC3ixCTCFqwJ7M6qJjbWcv0tp58MiBWT068gYExOnITjAxJsZKXZCY7SsOgGLVcEIs0sNJkjRx7iKcgxk3mBxTEeTA4ylkWAjEGKkt0pTbVnfIWCqLV/yRI8S8C1F/jq2qCr9IJs9NXWFy/xEfZGKPLlxhdm2F2d8bq0RSDc2N0To0xuTTG26MxVkVzrCoXHKqmxOm/pkuwJ7H6LwlRfUmM8isSXT+hrr2Cg4UOVmYK8qiN+oFmmZspJHIHRgRwptzGy3kOTg53Z3UXDyalKCiKVVAQryEnxpPceBXdA5rRI8CJjBB3+kcoyIhsGAf1D3UnP1ZNfowbVa101HUVumwHI+JFGLUz3UJcyY5WMDjKkyFRIgNZT2lLA4OjXClPVjCrs5o7MxP4qT5dumWfLhec+1RujzZwabgbe/s1Z1svF47mevBcsOXLlVwrcGdfz6/Y08eVHX01bOhtaBgDtVNT20orYzj7BTuTG6WgPNVAZbqO8hQ3ShKaMTK9Ib+5smc4FZmJFPeLYUS/CIoHxFGcGceI9j4URTdmT56dMyOsHMvRcnqYhosVZo6WmjgxJozv9wzi5eZevN7Wh497s3m7awBvdgzi4958fjiQx8e9A/npQD7f7RnM250Deb87h7c7BvFqa7b8vOdCSrorhx/25vLz3oE8W96erfk6FotuppeW2/NFJkBXrs1KY3dRILM7uDGnowfLeqvYlKNj7QBPVmS6sjLDgw0DBcDPzK4hVvYW6Dk0QifVE9+UmLlQ6eBcuVnuD4Si6PZoK3dG63kywcD1sX4s6tKcHUN9uTIthfMToiVa+s7MJC6Mj+DCuFCuTwjm9qRgzlYLibCFTQW+HBsdz4maRI5WJXKkOlEuXfeXh3K4Mpz9ZQ4uTomSHcTh0kD2DQtix2CrjE0Ubfu+YWLmL8i2Vs5UiiJg5/RIOxdqAjlfG8y50UFcHhvKuZowjo6O5lB5ICdGOjhZ5c+JMm/ebG3Pf8914PcLbeDf4/jrToH0J4iR2eEiLWfHOHi2uo3Ec++vCGFjgT9rch1sGBFK/YgwNogDvzCW1QXRbCxKpH5ENPXDw9kglD+FEWwujGTLiGiW9vdm4zAvfjjciltz/Ngzwkhp1OcMsPyDntbPyPD9ivygZmSGuNA9yJ223i7ydp9gEEhnV4l4iNM3o6WlGe1sTenm04zu3s3p4t1U5mcLg1iMmPlbFcSZ3Eg0e5AoVEJ6N+LMSgmDi7epiLMJWaib7Ar8lM1oqfuCOR1NlEc5MdDvS8a3Fpp1HWOjmjExqhErenpTlCBkp06EerkQpm+QkQqGUIRJQOI8iRezf18t8TYvErQuZIV8xYlKP97NC+Tj4hB+Wh7Fx0VhfFgYyo9Lw+Q46OclYfywKJhXM+08mmLgxUwbz2f48GJ2IE9nBPNwagC3xll4MkPkcgTL17diObwomjeLBcE3hvvTBDxQPEFS8PHtpEDu14Vxa3yQ9Ah8U2KUuOiTxWZOldhk1ymkoMdKjFys9ePSmEBOi4WwUAON8uVYuS+HRbZARZDU/4to2x1D7FIRJIBwwg8gC8Awkf5lkdnBAoC5eZBJvm4cYGBLjokN2QaZFbFKUBMyLKzoZ2FOJxWLugu/lJH5XTQyQ/yTIS0sDI43MjBaS26cnkGxOrKjNQyM1pATrWJorJKSJGE8UlKapKQ4ScmwOA9GJKgYGi+Wxm7khjWhJNGN8gQnxqV5yE4gWvVPfFw/xeb6KQ6luOU3w+T8dcO4x+0LDOLQd3PC4u6E2bUJepev8XJripdLY6xujbB5NsXs0UwWgJZ2FxL1jQhX/INYr89IsTQhxOUTBoV/zcFiByuyvVg+yMa6QQ1BynuH+3G00JerlTZ+WBHNwTylpHtWJSspE4Us3pPcKGcyI5rTJ8yVbn7O9A30oJefOPgF3dOVrHB3+oV6yA6hp78zvQNc6OVworu/Cz3DVGRGaxgQrWBIrJKhcUqKUowMTfIiL0Y4og3MbKeQfJmfN7fhyaJEqZd/u7I1jyf7yQKwrceXbOjyNUdzPHlca+XGCA9uFXmxr3dj9vZ1Z0cfNSs7eTJTJPi0dGNcGx2FiQr6hzmRF6OiKMlAeaqO0kR3RqV6SA/G0HQ9RT3CKc1KYmivCCoGxDO5sCXzqzqzuKglKzJ8OJRj5WCWkoODvTiQp+bYCIOcQe4a5s2vO7L5ZXs3/r2rI78f7Mb3u7vx494sftg9gO92ZfL93v78uC+H73bnySLwZlsmH3cN4vs9eXKJ/GbbAH7cm8+HHQP4edcgni7twP4iO9sLvNk21MajZR14Jaij9T04PT6OZX21LOiuZGO+nacru/PtojacmZzI2hwrcwXHpJuWNVkm1mRpWNHPlZV93VnRx10CATcO0rBnqIbDww3yVnW2VM/TKQ6ujAtmRV8F+0v8uTEzlQuTYzkv8oRFWPzMJC5PipC5EeK2dqbKxi5xIysL4ERtFGcnJHBsdBR7RoZxqCqc/aOC2V8RzNHRwRJwd2VaIruH+7NraKic4+8e5sfOAnGQCummkSNlFq6M9+PbGSHcmBLAhTEC+WuVKPQjJSL825sdwwPYO1zI/qwcKbVzvMybO/NiebgslNf1IfznXAY/7mzH4xl+XBsrMMBGrs2MgJvFcKOCs9OS2FIYKCWd20ui2FQcxeaSWDYWxbKpJJ4NRXHUF8WwuTiW1fkhbCyMZkNhFOuHhrMkx4/VBTre7k7j16Pd2D7UndHxfyPH8RVd7I1pZfyCjuYmdPd3poefE528m9Pa7kaS0ZlYrybEaL8kUfsvOtsbMTDUmbxwFwYENqYkwV2eBe19XUmyChOYkhiDOwlmN+IsDRkAMUKmadMSZRXafY0EwsXb1QR7udDJuwnzu1joaf6MLoZ/UBnTjNVddSzroGVc5NfMSfVkcWcDg0PFfsGDKIMr0UZXooweUjUUKpbMvlpivbUkeeuJ17vRyfEl6/K9eDXXj49LQ3izMFgWgR8WBvPdQn++XxzIj0tD+bgwmHfzA3k01cKjOjNPBfZjlr/0AjyVIx+R1BcqibBCGfROHP4Lo3m5IJqX86O5PcnB3amBPJwZyq3xAh/uz93JYTycFs3dyRGyAFys8pFF4Fylj8RFnK/yl5eDy+OC5Yjv6vgwzo0OlGj8oyXeUggg9wF5JvYXCjm7nS3Cg5RvZv8Icfjb2ZkvLrsCtGlmj9gZiOXxUJt8RKHYnmeWkEgBjFsuIJliIdxbz+LuWhaLxMXOCuZ28uQTMcMekqgnL86LARGeDIxUyH2AOPyHxKoYGu1GaYI7I1uImf//CkELNRXpRomRLhHjnxShUxcJYoJJ40pNSwWtjV/g6/pPzC7/wubeCKPz15hcG2Nw+hxt83+id2uM3eVzwt0/J0zxJXbXL9G7fo3epZEcE9ncm2Bzb0yIlzNhys8J9/iURPWn5MSKuWQT/Fz+Rla4M3uLHGwYrGNljlWGxe8UYcuFfhwrFKHQvryaHUx93wYC3qg0LaNSvCiKFUtcNZkRQufsRnc/V3r5i/2HJ9lhagZGqsmKcCczwkOOhnoEudHJz5lO/i50DnSjR6iCfqJDiNeQF6skP05FQZKezHB3Bkd7MLGtnpmtPdiWo+b79el8t7Y1D+a34PniFJ7PCOFyoQf7M5qyss2nHMl25flYX77J/poLQzw5mu0iC8CmHu6s7OTBUhlGo6K6hQjtUZAd3Iy8SA8KE7woStBRluRFaYJC4h8GJSgZ2iWIon7xjByQzLxR3ZhX1oY5pWksKExhfqY/9ZlWdg00sD9fy+ECEWqukUHyc9o342iBFzerlHxcYuK39d78XO/PH9uT+c/ONvy+vwO/H+vB78cz+Wl/Fj8fHsi7PX35sCeDH/YJ/0AG77Zn8WpzBu+3ZvH9lmzuzWktw362DTFzoNwh8RMfNveSofHfjI9ndbaJVf1NnJmcyptNGfywW5jTustIQiGNXJtt4uzERJkZcHpSLNuKfFjSX83iTA2ze7ozp4c787srWdjdkzX9PDhSaGTrEBOzujpzsiZccn+uz4zl6rQI7s5N5uHi1tyeEcvNiQFyxnu51psTlb6crAnh9LgITo0O43h1OAcqQjlSFc7hyjAOV4RzsiaSo1VBnKyNYHdhELuGh0gFzuEKQeUM4FBFOCdqQzld48vDGcH8fKgL/z7ei6cLY7g4NoSDZf7sKgpkZ1EQOwp8OFRi4fxYX87W2Dlf48O5KiH/03Blkjf3ZwVzZ2og52scHC724VCZH2cmhfBwTUtuL2/J/qogdpaFsL0kgp1lcRISt7EomtX5QawtCGZDYRjrCyNYMzSc1UMjWFUQztLcAFbkB7J0sB9bi325M8uPP0+04cXSEFZ2+ZrhoZ/R1fYZ7b2/poPDhTb6r+lobkwHa2NaGr6SCXhJxia0szclL8qTUiFHDm1CWVQzJrXyZEZ7JWNTPckKcaOVXUhB3Yk1ipGPO1EiCEbvRpDWlUiTmhCThhCTilhfLyItKhxKV9pYnJnd2YdB/s3pqfsnM9K8qO+sZ0N3I/Ui2yDeidXdLExM1ZATriDd7kycsZkUikTbtAQZhLLIgxY+ClJsSplM1tqnMWuH+fB+aTjvxCG/OFR2Ar8sCeH7JcG8nufPm7lBUpX3Zm4oL2cH81iwgaY7eDrDwbvF4rCP4MmMIJ7ODOHNgijp4BejoNcLonk2N4LHM8O4LxL8ZoXL3ICTxVpOFuk4W27l9vgwrtcGcbHSl+tjAzhXYeVcpZ0zI+2cGeXDKTFGrPSThUAIDwQnaF+BngPDBTDOix2D9XIXIA7zHfk2GR+5b4QPB0b4sC1X5AF4ye5YBsoU+7E9XxQII4ellNSbvUMsHBQXk7wG6OXKfjoWdlEwv6M7S7opmN/Jg/ldNXwyOEbDsBYGBseoGBThTkGclqHxYt7fcNMXeOjKZIEf8KS8hUA/iHxgkQnsRXmyipGpSkkSHddWxcTWHkxIcWJGBy254S54u/wDrXMj9K6N0Tt/jc6pEZpmn6Nz/hyD0z9p6fUZI2PdqEhSEqn+ErXTVxg8nTCL4uDWCG/Xz/Fz+xdRqs/o5f01E4TTOM6NaM9/EOr2TzmC2lPkxzbB+RlsZ2Oeg33lIRwqD+NIkYkXswK4Wmlkbtum1KaqGZXuRUmCkuJ4cVPX0ivEle6+DZrnPsLyHupO3xAFfUPd6R/pzqAYBdnh7mSFe9IjyJ0uYQp6RCjpGy6UUwpyo5UMjHRjcJwnOfFaeoe4UxCvYmyaiunpHmwa4MXThUn8trkjz5ck83ZlK57PipRkwv0ZzVjf4V8cHejOgwoLx/p9zsWhnpzM9WB/lgc7M1Ss6uTOvLYeTBH27QQ3hgY3Jj+4KUOinBkojHrRCvKi1AyLVpIf4UJ2lDPD2tupzU2mNrcFU4enMaOoNXPL2jG1IJnC1hqGxzRn7SBftuaIg1/JoWFWlvV0Z3rbJqzt+jlnhzfhuwU6fljgyo8LXPh1qZL/rjfyW72W37ab+X1XIP85mMyfJ7ryx8le/OdkL3471oufD/fhh/29eb21C9/t7sP3O/txbUY8O4bq2SSgejURvN3Qix+29uH5yk4crQpha76N9QPN3Jrdjg+bs/lxe3+ZKrZ3hDebBpqlweXWrHRerBYZBT05PiaGJRkaFmdopaHp9JRkjo2OY+sQX9YP1LEq05PZ3VxZnm3k6tRU7s1J49bMOG7OjJZZwLdmJXJnVjz3p4fycKo/N8f7cbrawdmxEZwfF8Ox8iCOjQrleHUsRyqjOFIZzsnqKI6LiD4R8D02moPlYewaHsSB0ggOjoxk38goToxN5PTEaC5NCObZrDD+ey4DHhTydEkc31T5c7AsjB0lYWwr9peB7RfH+vKmPpk3m1K5PbVBqLBD+FWGGThSZuNUZQCHygLZWxzC/tJQjlQGcbTah2M1vhwcFcCu4mAO1iSzrSyebaUJUu0jxkGbikLZVh7BtvIoNhVFsUzw//NDWJYbwLIhfiwfIrARPlwea+PJPCvfL/WVDtl5rb8gx/sTMhxf0du3Ef19/sHQkK/I9P2c3r6fkxHQhNwwZ4aGOjEy2onqyCbMa61gZRcNi9p7MKe1O+MSRVaAMz2D3Em2OhNvFoe/p0Q+BHp5SmyDDHexCJibmhhvvcQ6O5SCI9SU6mQFE1qqyXN8yfDQZlTHNmNKQnM29jCwNM2Z2akK6lL1jExQkx0udhFNCDc5EWb0JMwgAHPOpPi4ke7tKQNqUk2NmdHTyLslSfy4NJofVkby3RJ//r3In/fz/OSt//FkK48nefNskoP3s0L5MDeMd3NDeD0nmPeLIiQe4uXcMF7Pj+L1fMHtipLFQOj/RS7ww6lBvJgdyYs5UVIOem6k6X9jHxPHhhk4PlzP2ZEWrozx5dbEQM5UWDhX5cPF0QGcqxaoB2958J8s9+FoiVgGGzlcJHZiBk6IRLGKILYPNsox0OHiADn6EUtgUQC2DNLLAnB8ZDD7RgjpqIiFtHJqVABHiu0cGG7l4AiRO2yTO4JlPRUs7OzG0m4iOEvHukwzszooGwrAkHgvCuLUDIlWUtxCR6EY70S7SaVPSbw71SKmLl1FdbqS8hbuVKdp5DMyyUNGQorDf2onDXXtPGTo8KJuBsoSlFi//gRFs0Z4uTbF6NYYL+ev0DT/El2zTwn2+JTCGA/GC9dhcBO6BCkwOn2G3uULbM6fEen5D7r5NCI/0llCsuZ3MzOvjSdDfD+jlf5fpCg/ZXJHE9uH+bAj18S2PB+2ibZ4RKD8JT1VYZXhz4eHKJnbQXQnnlSkNdyWxe05K0JDR/+mdLB+TW9/Z/pFeNAv3FMe4n3CPciMcicnxo2ciOZk+Deid5ATXYI96BbmQf9IJblRGgZGqMgVu4Q4D7KiPOgd4kpRioGqFh7MaKtlaS81R0d680t9O14tbcGrFa14NjeeM8NVHMxyZW27TzmU6cy9cjNH+n7FxaEazuR7sbuPO6s7NGNpu+Ys7aRkvgDxtfZkTAsnZnb0Yl43HWPTnCmJa05+aGNGRDVnRJTQPjejpIuDcUNaUpObyIziNGaMSGdeUStm5EaSE/U5uSGfMbGtG8szxHhFz3JhJBli5eGKLrxZ14H361L4cWMc71f48ONyM78s8+KPFZ78e3ETfl/lws9LXPllmY7f1/vz81oHv9QH8tvWKP57II2/Drfhz2Od+ONIJ3470IlHy6M4O9HO7hIDl6fF8m5DF97Xi3D49uwptrJ+oIaNuQYeLenMz7ty+GnnAB4saM+2PAHr8+VgUTB356TJkJgHC9qwvziQbfm+bMyxcKo2imcrOvNiWRfOVUdwqMRB/WAza3PMnJ+SwvWZqdwU6WEzYrlWF8qNaVHcnJHA7ekxktF0f5Kv9AGcqfbj2pREzo+N4URFKMdHhXOiKpJjlREcrxQJTOLjcL6pieFUTSyHRorc3BD2FodxoDyaI6MTOFwVzcnacLkgfjI9glfrWvByfQpXJwXJiL9DZVHsLYtgV4lIffLjwcwI/jrVB64N4M2KYE6M9GJLgZVdhYEcKQnhQGGg1PXvLAzhQGkYR8uDuTU9iRtT4zlY4s3WId5sLQxjU1EEG0aEs7U4iv1VSZyua8PeqhgO1CawvzqB3ZUJ7BgZx7qCQNYO82PTiDB2FwdyaawoAjreLG5QvRwrUDIl6VMK/f5GaeAnrOzpxJ7Bajb1dWVZh0YsbN2I+alfMyvxKxa2bM6K9p7Ud9OwvquKpW2dWdTag+ktPahN9pSFooufMylmJ6K1ToSqXAhSu0lnb5BBQYjJg1CjuwTDCTVQmJcLbX1cGRLlwvgWnlTGeDLApxHDwppREdWM+a082dhVx6w4JxThTQMAAP/0SURBVGa09KI8xpXydAsdAz0J1zcnTCcWz+5EioJjEXnEHhI73SVASUHE1xII98OiWD4uCeHDYn9+XhLMd4tDeT0ngOfTfHk7M5CXdb68nxnI6xkOPiwM57tlMbxbEsOrRVG8E7P+/x3+D+r8uDfZIQUJT6aJwz+M57PCeDwtkPuT/XkwLYyLVd6cLDZyqtDESRETOdLM+UoLD6ZHcHWsg2vjRPphIOeqRdKXN2er/1cMSmwcFl8j0DI1wVIxdrzMh4Mj7BwuCZDP0bJADhaJ5XBDEdiYrWGXuOkX+rB3qIUTIwM4JtLDBE56mIXd+SYpHd2QpWNtho7V/bzYkCW+ziAD42e29eCTgREKhBlsSLSKgih3hkaJha6nPPyFA7giRUVtuobRqZ6MTldRk66WjzAajW2lYZzgzXTWSLbJ9A7uTE0XHgAvimM98GnyCV7NG8nbv97pX6ibfSbHPJZm/5CZuuPSvSgL+4qBAc1kqlaQ2yfYXP5GnOpTatuYWNhdpNpr2T/MV7Iu5rRRsqqvL0OjmyEYRltHRLK9wCHbnD0jAtkw2CGt9NuH2LhY482zGX5s6a9gTLKzPCSFlr4qVUtJso7sGA1dQ13p6OtEj0BPOvs6yQ6gX4irXAJnRHqSGe5GfryCbJGDGtxc3m56hSnoG+bBoHANA8LUDIp2Z0iSOz0CG9EjyIkh8RqqUlVMaatnQisXZrT5J8/nRPPd2nSeL0/n5bLWElWwN8OJDR0/52h/N66O0LK3+5ecyFZyKMOTLZ2bs6ZDc+p7qljczpmpKYJropKY6y05dpldsKankuU9dSzqoWdJTyPzuhqo62ZjdA8/ijvZmJUXwcZRiawdFsXaIaFsHhbA9iHecnk5r4MT09o1Z24PBbvKQqWpi4slcLUQLg7lv+eG8Oe5wfz3ZD9+3ZnGTxvC+PdaH/69zMhPC3T8OEfLr3NU/DTDjX/PVvDzXBU/L9TzcYGBH9c4+G6Vg5/Wh/L71hh+2Z7IT9tT+XV7Or/vaseP29ryvr4V39QIr4Ube4sMvF7XiY9buvPd9t5cnpLMhmwzGwdYOFcby4vlHXi+rBX35qRKc8zWXLvMcL46tQXPVnTg0bw0LokRTkUAmwXvqdiPO3NbSvSz6ACuT43m1sxIbs+MlwXh+uRIvp0YwLPpQXw7yZ/TVb58UxPCxQmxfDM6nFOjIzg5OpRvaiI5XRvFmbExnB2byMnRCRyvjpddweHKUI5Ux3C4MoZjo2M5NUYYzWK4Nk7wqsJ4MCeCixMcfDPan+PCxFUWxr4S0ZkGcnxUIDfrQni9NoE/jnTmzz0tuTE1gH3SBRzGroJA9hYGy7HSwZHBHBMFqCKM87URXBwbKj0Fojs4VBnDrlGRbC0JY3d5DPsrEjhck8z+qliO1CZybGwiJ8a34EBVLDtLwmT4y5ZhYdTn2jk7IZDLdQHcmOHHgzn+XBtjZtfAJuzKdmd7XxeujPXl3YIQbpc7c2XIV1zOa8Lp/k3Z37Mpmzo2pr6LC2u7eLC6kzur2jmzpI07c1opmNtOS22iOzn+X5Ph70xHaxNam5qQZmpGis2dKIML4XoXosweRJo9iBC6fmVTWllcKW1pozpBwYQkNZPSLOQGNCXD/iVVUa6saKthUbIz81prGRnnTlVrGwVJFjr4KUkwNCPZ6ka4zo0IkUdg9yDdV0m/UDXDotxY0sOL+5NDebUomgfzo7g2JZTz4wP5ZrQ3pyst3Bjn4IlY+E725tVsERUZwtuFAt8SzePZIbxaEM7bhZFSCiq6xjsip3y8nQeTHZIJ9HRaAI9lWpjwBwjHrx8XRtm5JGIfS4ycLjFwpcbOzQl+3JoYxMVqEfPo4FiJjTOV/pyp9ON8tYgkFaEwNk6W2zhb7c/pChESb2FvgVEufoX6R4yE9gyzcljsk4Sarr9KQi33DDFzcIRVxkmKkeuRYocsHCJucmuO4AMZ2JIrUhDNMlNlTV81q/oIF7GJTwQCQhSA3Ag3hkS5y29aUay7lBRWp+upSvOSMZCCElqTLrDPCsa19mJ8upbx6SqmtFMxvZOyAXHbXuhLnVnQzUB+pAuBTp9gbPoZuqb/Qt/s73g5fSbHPz5O/yAz0Im69iaGOP7JmCR3xrdS0cHyGfH6zylN1bFhgENyL3bkWdmXL5K9tExLV7A1N4AN+UL65mDz0AC2DQ5gh9BvFwWzUbwf7GB3gZ1vJ4dwb5yDZV0VVCZ5MiLaXRYlUdCKWmjIjlHRI0JBmq05nfw86BHgwqAodwZEiEWwG/3DvegfqWdQtBeDhYY+0Il+IQoyo7X0FoUiwIP+IQoGxnhQ3d1OdU8/pg5KpryND8VxnhSLm0pCU9ZmefF0VhzfrRZ5t2m8XdOZ6+NC2JPpxvYeTTiS5cblYV4c6teMQ/1cONDXje1dnajv6MyS1k2Zm9aEpV09Zezbxv5GlndxZ1E7F1Z0UbOql57V0vShZE57d+Z2N0sj2Ijwz+T37XK5jfPDTXwjspeH67hYYuNyiZ1TI4SiQM/NWan8sS+P/zs+hP+ezePP04P4z4lc/jpbChcr+ONcMe/3Z/Lv49lwPpffDveQKWU/bIjiu7kWfphl4PsZOn6YoeWn2Xq+m+XFzwvNvJuu5l2dmh9nmfhuho6PomgsNfPLal9+qQ/hl/pwfq+P5ruVEZKG+u+Nqfx7e2u+q2/J+Ro/tg1QsjHDjXM1AbxclsKrVS1lxu/OoXZ2DQ9gU56Zm/PSeby6I9dnJHBRKG1qQ1g70Eu6ZO/MjOfOnGRJAr0zO5n78xvyhC9OiOLG5EiezYjkxcwQ7tUFcH6cgxOjHZyqCeRUTRAnqoM4OiqQYxWhHKsMkvuBEzViDxDHsaoo9pX7cVh8Tm0UR0ZHc7xW7A4CZbTk3bpQHk4P5f60UK5PCuJUlR9HR/lxqiacg+IGNyqME9XhXBgfwM06B88WRfFmdRzXJgZzVAS0FwWzrTCAHYV+HK8M5sKECK5MieXYqEBO/U86emVKNGfGRnK+LoUT4xPZXxnN/sp49oyKkV3BoepEjo9J4sTYOM5PSeTclAROjYttQEkUhbF+iC+7R/lzYWYM5yYHcqraxMvF0fywOpr7dRZuTfCXiXFcyeX71YE8rHHj8Ug3rgxqxDdZzeTP7JquzdjQ05P13dxZ08GVJe0UzGzpxoI2Sua1VlOXqmR8ioaaFDW1LVVUp2ooStDQJ9CVVJMwjrkRZhEdgTthXm60NDgzPF7H5PZm5nXUs7KvPyXxGlJVn5Ef0JwVbdUsaNGE2a20FEa4MbKFnupWZkpSzXSwN5MQyUSdC6l2D1J8XOgWqGRgqDtFcSpq01RsF2aqiiCmZxkY2VFDUXs1Je2UjO7kzoIsDXtKvbkyKYTn86Ilqv31nBC+XxzLc1EY6sSox8HdSTbuT7TxeKqD+5Ns3Jtk48EUHx5NcfC4zpd7E+zcnyziI0O5Ncafbwr1nC0zN3gCJgZwe3Igj2fFcqU2gBPFFmliFXJioRY7W+Et883Fc7FaIKPtXKwNbJCGFtnYNEArn11DxHlokPJQkR98tMSPw4W+HC1xSJDcwRE2dhaIzzHJjGHhG9g2WMRFWmX+ydosI+uzjKzqo2Zpdw+W9lDwyfAYN4qSVHIpWhCvJj9KzPkVjEpUSKKniKerTvOitpWSCe09Gd9WIYPiJ7cSMWMq6tq4M62jJ4t6N9zYF3bzYkY3I/2Cm+Fw/gR900/RNv0cfbPPMDiLYvB3IlWfMyCoKbM76pjVWgDX3JnbyYPKhGZUp6pZmWFnz+AGw4PYgC/uqmRciofU4h8rD2TLYB952G/K9WNbroNd+f7sGBLI5jw/dhX4ybbo3rRYjo3QM6udKzUpXgyNVDI4zJ3iFlqKW+oYGKOma6BHg57Z24PeoR4MjBb4C1eJxJDL8XgjQ+MMDI3RMjhKTU6Mhn5RSvqIBXmyhVFdg5k9PI3l1e1ZO7Ezmyf2p6yNP4PCXRgR58SYVm7M6uDO2p6ePJ3Vkg9rO/JqTVueLUvnwewkbo0J4eggD87kKTiY0Yx9/ZpzOMOTHV1c2NTJjdUdPVjU3o1F3dRyYTO1tRuTU12Z0KI5szuomNdFy/T2nlQlNqYiyZmxbfXUtFRSGfUZm/spOJWv4pvBGk4KDtJwI6eGGThdaOZ0mZ2jpXYuT47i1539+etYDn8czeLPE9n83/FcftzZn5dru3N/UWtuz0/h1YbO/Li3L7+dyYPrJfz3whD+ONyP/xzoyb83t+GH1fH8uDqS7xf78WGeiTfT1LyZrObNRC1vxmt4MUHB26kqXk3y5O1kT36Y6cX3s7z4dZGFP5Z78/sKO3+scfDbSpFDa+PVdB33xql4MtPGu5VRvF6ZzN05LdgnFBEFfuwt9OP+ojY8W9Wee3OTZIzjhdoIdhRYOTc2mMcLRWZBIo/nJ3F3diw3Z8Xw7YwEHsxKki7gh3VBsm2/NdGX82N9uDQ5lKtTGpRC/4+mtw6rOn3b9Wfv/e79fb8xJg0LWIvu7u7VdDcoBhZ2FxYqIIjdHdjd3R3jOPbo2GMHqZ6/4/n4/v74HGshDng4+NzPfd/XdV6nJ/hyZlKAtBc4NcGPwyNdOT7Wm/NTwqTOQGj4j08M4IRYDE8M5mRVCKcr/bgxPYj7dYL/4vM/S0FfSW56rtLnZxERC+Zx4vHn/CR/rlcFcmN6IFerfDk70ZsjI7w5MNyfA2KnMCGCcxODuVYdxo1ZEdKfR/gHTowXHoIQTk6M4PC4UI5VRnNsYjQnp0VzfHoEu8cEcGhcNMcrYzk9JYwHS9W8aNRzpT6IoxND2DLQhy1Dfdk5KoADE4I5MzOSyyJBbU4EvzcEc22mD38I57pAeV/uz49Lpbxd4MBfY7vyYFgXbg814lSPrhwoM2V3iSlbcoxYlWrGkmQr5unNWZRsyaJkC5akK5iXJIQQ8p/mo0SRJWLHFL0Dg2MUpLkbEGL9q+QC9rc2JsqqAxWRcqoSbVmQbkdjjwAmqeToFP/FuHhLNqbLWRjXlWqNHX39TRgUbs7YBGvGae0kjI3o2EUhSHUzIM/fTNrvjVXaMjvXh7osd6Yky+kT3RW9579ICbdGF26LMsicvDgLRubYMDSpC/UllpIU+kF9kHTwi33A45meEkrisvCejLOS4iXvT3XirgDLCbz5bB9pBPRqQQjP54icbz8ezvTnzlRvLgy35cpoR25P8+VuTbDEBbo3K5w7s8K5UunNxTEuEj/ozCjHn88Ix59O4iE/URKnRzhK8lAhCxW3eXGr3z/Aid3lthwe7My5cb5S2IxARv88/F05UOH4M3GsXBQJD4mE0CjEMd2ETN6WNd1sWVlgLaGiF6QasqrQgl+EcWl4vDWDxGY/ylySfA6JMWVYtIwR0VaMjLeU4ummJFlLkZCT4rswU2XA8mxztpTJWFvQhQWpv7I8z5JFAsucb8+sHFtKAzvh2+kXvIz+CyeDf2Df6f/iYfhfBJv8b/I8OjEgsAN1SWZsKLVncYYZSzNMWJ1vy8ocWzYV27K3t8CmurG7tyMLk7owKfpXSUq4b7CzVM229vNl9+AgtpaLeZgbm3u7s7WfF429bNg/yIbfqsNZXWTBDL2BFLwxQmVDzxBTyoJMGKZxoiLegTQP4WI0INnbikw/c0pCzOgeYkSvMBP6RIiCKMZFjgyOVtAv0oL+8XIGpzgxqVswi4cls3piFuun5rJ0bDLzRqtZPiKZodGWjI4xpDrRmKUikStPxsosYyno+d3GDF5sTOV5YxZvNubwfJGK0wMsOdqtK7tz/82xHqYcKjJha2oXNqYYsiZdxoIkU2q0hkxVC4mtITVJ1szQi/GSFZVKUykGcnBEV8aqrRmjtmJEZGdqtAbs6mnLyQF2HO1nw37xd9LblsP9ndlbLoIjzNlWbsO6bhYcGOHOm80FtB0q57kIgd+QxcPFydyYFcOdOUr+mBfPI3Eg7C+CK4NoPt+fL2f6wuX+cHkAP84OoP1o758pY8viuDPDmQfTBLdfwbMpVrycas1fU0x5V6/gfZ2cv2tkvJpuxttaGW9rzfg814r3DSZ8nmPGl7kWvJ9jzus51nxe4cfb5aH8tTCcK1X+7B/mxra+rmwpd+HoGH8JRf1slY67cyK4URXE2fEBbOlry+XqQF6sU/N2Rw5/LY3jbn0Qd+ZFcnduJLdrg7gz05eHtX4SxO3WdHduzvDjt9oQ7oglcV0M12aEc0lkBU8L5OqMMOnWfabSh9MTvTk3yY/L08O4VhPDifEBnJ4UwvlpP5PFbk4L4k5NIPfErbHen4ezAiXr//WqYC7OCOPOQh1np4RwtlLgKMSrPxenBkmhNeenBHBeFJzxoZwYH8GpcRGcGh/I1ZnhXJ4ZyomJ/hyfEMaJiXEcHB3JobERHBgbyvFJMRweJ27ysVyZncDeUQEcGhvDsco4Tk4O57c58TxeqeGPhaIbiOSAUDVNCuPwpCgOTohi39gQqRCcnBbBqalhXJwpFubR/N4QwZPtOfx4PJb2w0pezzTlr/FduT2kE9f6GnC0mzF7C7twsNSczfk2rEq3YXGiJbPVhixMsWRekpxZKtEJyKhSmVGbKJMue7VaS6Yn2jNK40iWt6kUGRlta0iU7B+Uh5gzI9mR2al2LM11YbrSgr7+v7I4056taTLWJsmZGG1NkWcnBkbJGJ1gzfAYC0Yr5RKRYJAwqkbImJjsypQUZ2ZlubG8ux8Li9yZXeDJMJ09OSGmRLp0wN/ZAC9nUzxsfiVTXH5zHBmQZMykLDM2DHTj6AQxJgriZlUAV8eJIBgX/pjswO/j5Pw51ZEXNW68bvCUkvzuVblKedFP6j0lxdCd6Z4SZ+raOEduTHDlzgx/if9zWaBFJnlLY0IRJn91giu3pvlK70+PcpIc4wIbIbKlBU7i5GB7Tg1z5cQwd44MdeXIYFf29rVjT7kNByscJJro0aEOnBgpaKKeHBvuzYmRwtzoyeGh7j8d7iL4SkxK+rmztsyBFYVyFmaYSY5vkRy2rtiaXwbF2TIwUsawKDNGRhkzVmlGRYQhg2KsGBFrzfgES6YkypkopYUZMD/ZgGODXblTHcijel+ezg3kQV0412rUktZ4vMaShhI/qnJdKPbsSFmAOUnOnQkx/d8kO/2LvoEGjAjuwoQoAybEdJTMCStybFiTo2Btvq3E3tnSzZEDfR05N8ybs4M8ODdQzu8z7Hm0KEIaA+we7Mfmfp5sH+jDpnJndlZ4sKvCl+39vdgphSnYcn6COw0pRkzRdGGCzoDxSVZUxMgkE5WQuPaNtSfFyxClgF35WpLibkK+rxk9Q8VjRHehcQ4yo1eIUAJ1pTzKmEnFgayYmMbqylSWj0pm+dhEVk5MZcnoFBaPTmb1YCWrS91Zn2/KxlxjNhaasaHYlM3dLTg41JFXGzN4t72AV5vzeb8ln+eL1ZzsZ86xUkOOFBlwsNCAAyUmbM82ojHLnKXJpsxPMWd2sim1KWZSFvM0jTkTNdaMU8oZHStjaKSplIE6NF7GGJ1QZhkxXS9kkXZsKbFhc7E1OwWSuIe9FCAtqIEL082ZnWRKfZIxM9T/YcsAD85UxXGpJkEyad2Yo+FCbRQ35yfw+UAZ30/349vZfrSdKofrQ+HyQL6cKOHtnhx+W6jiUnUspyaEcny4Fwf6yjg3xIwnVU68rLLh7xkK3tWJ8ZA1f9dZ8qbekr+qDHk204Rn1ea8m2vL12XuNC3z5EWdPU/neXCzSigiZGwqM2djmVhWy1mcay65e3cO8eJYZQCvGjN5ukLJrVp//pwfx9lK4Xi14t7yBFoP5/NuZw7Pl8TxoC6IPxdF82BBEPcbfCUk9INaT27PcONunR+3agO4NSuU6zXhXK+J5OK0IK5Xh3CzJpg3m3P5Y14s5yd7c3qiG2cne0nxki/XpHOzTngKorkyNZK7NTGS5vthfRBP5gVLmvAHs4J4MCuM+7OjpQCd3+cpOTMpkLOVorBEcq06UurArlaHc6M2UiosF6ZFcHZqJMfHBnOmMpwLVeGcnRrMmanhHB0XxsFRERweG83xyXEcnyxu/5EcmxjB6ckRnJgQzpHREZyojOPUtDhOVcVwclIkl6piuTozkmuzYjg5JZjr8/ScrVFzbKqSo1MSpOdUlZLzM1Vcq9NwvTaGp8t1vNiUSstvFXB/AE2NPjys/JU7wzpyu8KQ871MOdHNmGMlws9ixvoMOcuSLJirM2SuXsZsrS2z9fY0JNlTm2hDrU5BTYIZc7WW1KXYMzPDnVEaJwbEOlIaLCfLrQs9A4yYluTErBR75qTYMT/VjgUpCtakmLMrw4JNOS4MCjAk1/1X+ksXUyvGJigYF2fFOAGjjDJhis6GmamO1GW7MDdX5CW7sLTImSXdPZlT4sO4VGfyg4xQenbF38EYD1sjgty60CPdiYpMG4Zm2dNHnBOploxKN6GhSCaNFY+N9uTcBC+uT/GVbvS3p3lwr9qL+zW+3BFd0wwv/pjpzqO5gRJQ8NJ4B25McuOayBKe6smVia5cnuDCtUoPzo2w5/p4N25P9eb8KCeOD7aTgHAXJ/lxdZo/Fyd6cnGcJyeHOHGkv70UMnNkkCOHKhwlzPjRwT9x48eGuXBsuCvHR7hzYKAL+wcJ2bCACfpy9H8iJPcP8frpWxnozTrBC+rmyPruTmwoc2BdiYKVeeb8MiTOmgHh5gyJtGB0rDljEswYGmPCiDhLqc2arLJikoiuE9U9w4jLlZ7cqfHiVpUnZ0YLt6MvF6uiWDMwkMocf7pFOpPqaUrPKCvGa+0YFyNjbKwFg6M6MTDsV8ZGGVAZZchkEW4S3oXpahFcrGBVjp1UCJbk2LC22J69/Rw4N8KDa8Pd+GO0gid1drxcEcf2vj5sF4jbPuLG78kOYcYZ5MmeIf7sHezPnj72XJ/gzLnhCtbkW7C+zImZyaZM1MkYmSBnWJwN5eEWkutX49KJWCdD9J7mFPiZSzrmfmFiwdtJOvRFFyCc0IW+HSiLMmZqjwgWjU1jyehUFgxLZcnYdJaOT6V+sJr5w9WsHRDMxXFhnBlow9H+tmwoMGF5tqEU2LCljy3PVqfxfksOHzZn83VLDq8XJXCy3JDjRR05mNuB7Zm/siW7M6tTOrI63ZQ56i7M0nalRmck5QFPUJkyMtZcckUOFBiOcGPKQwylkVNZsBF9Y8wZlCCjItyAcQkCISGjSmlEXaKZZEwTsq/ZqVZS3vOEiE5MienKnDRL1vVw5vCYYC7NiOfSjGhuzlPy985ivh7tzY8LQ+HiCH6cH8m3U0N4s6eMZ5tzuT4vnrMzwzk8ToSTuLCluyUH+1hzeZQdd0Vg+mRrHlaa89dUK17MtOHLfDc+NNjxfKYZr+vlvBLvZztxv9qROzUenB1rz84+JjT2NGZFoTHL82SSYUWYV5bkWUsRoMJEtWOIK1caonm1OZ3X67TcneXH3VnBnBjjzo6Bch6tjOfvzVruL4rg6fwwnjSE8veKON6vj+Lt2jAezXHnfo0Ac7lzry6A32oCuFYtZu0h0oH826wIbtYKdESg1F3cqg3iapU3V2d48/vsIH6rC+bOnGh+nx3Drfp4rlRF8Xt1BI/rw3i5IIznC0J5tjCcRw2ie4njjzrRMQRxpTaMqzWRXJgWwsWpodysjeW3uhgeLtbxYJGGK4JYWhvF5eooLs6I5ezUGK7UxHK1ToxzQjk9JZqTYrY/KYbTVbGcnxkneSTOTo/iYk0MZ0QRGBPB8YkRHJsSyvGqME5NjeX8VKVUBG7NVXFySgjHJkVwcqqSY1M0nJqZzPn6VC7VJ3O+WsWVWhU362N5LCTLK6J4vycTnk2By1m8X2nLnxM7cW9IR6717cjVvoac6daVI6XmNGZbsjRFxBBa0KAT4wUHZmvl0sx+QbojtTobZmlsmJNox+xUB2alOjAj2YkJShtGxMgZFW/HeK0TVcmuVOlsqU+2oyHRmjkqE9Ykm7Mj155FqQ708u1CrkdHeoQaM0qlYFSsNWMiLZgSI2NKrDmT4gTgTM7sdEdmZzowP1cE5HgyO8OGxaV+zCn0Z6zOiXTPzsS7GuFn3wVPu3+SrbSkT7otA/LcKMlwIltrSqneiMLo/5AR/G/6J1kxTuTp9vBgQS935hTLaSiUMb/YijV9XFjd25FGsagd5srxcd6crfTm3AQPrk3z42aVPzem+HBzijd/zPDm7nSxQ/Dinvj1icI74MCZ0YL+KpbArpweKdDi3pwe4SxhIo4Pd+LkMBeODnJkXx8RRevIieEeHBgoxj1yiR0kHMGN3e3ZVCZG5u7s6OvKoWG+7OrnKjGudvRzlxbAG8ucpPNwVYkImXHj0FBPfhkcbczQGDkDw2SS+kfgnIdHGkoqn7FxpkzWKJisMWdulhHnKr05Nc5bYu5vKndjSYkt9QUOjEm2JzfAjJwIV5LCPInxUqD1MqNXpIIJahuma8yYFt+FkaH/TWW8CROFfyDMkOEhnZmqlkmkutV51tKzOFMsNxXs6e3MyQFO3BjmzMNxCh5OMefvZTGSC1OQP7f29WaHYJz38ZBu/uL9rr6eHOoruPBu/FHpwtGBrqzKt2d0pCH9Q4XJS4x4ZBQHW5DtayqRDlUupujdzcnwMqJbsMhGMKJHkAG9wkylQ7XUvwu9w40pCerKhAJ/5g7VMXuwljlDU5g3Kp1Zg7VMr1DSMFLHvG6enBriz9Whrpwc6Mie3jYszzSSzBcri2Q8W5XE+w0qmhtVtK1X8WFRCFcHdeFi2f/lWp//cH2wKYe7dWVD2q8s1vxKbfQ/mR7zKxMj/sPQ0F/pGyw6qk70Du1K33CRQ/Ar3X1/pXeIcAcbMkRlxpAEY2ZkO9A4KILdI+JYUuzGdGHU0RgxWbBA0q1ZWuJCYz8vDowK5vTkSE5XBnF2UiBXp4fy5wINrXt7glgEnx5Ky9EK3u4q49GaTH6fr+a3hniuV0dxcnQgO8vt2NzNkH19jDk34ie3X8QjPpxqy92J5tyrNObhJGNe1YrlsDsfF3jzuMaN36e6cmywNdt6iU7FiKX5JizMMWZZoRUruznSkGElFaolubasLXVg1wCvnwqmAS7sG+rM/SUqPmzL5P3GRO5Jah5fjg62kxbIb9dpeLMujufLInk6Vyg4wvl7eSRtu5V836uSmP+PZrlxu8pVMoTdmBnItZkh3KgN5/L0IG7UhnJ9hp8k4bw+3Yfb9YHcFiOdBaG8WpXA/bkh/NEQxt15YlQSI4XL35oZxNP54bxaGsGHRjVPV0bxYHEoT5ZEcacuiDuzQvhjdgS/z46SRmrXaiOlEdvdeWp+mx3L3cVaHi1P4nJNODdmx3CtLoHzVdFcEV1YQxwXZ0Zwelo4p6dEcmpKGJdqojk/I5xrdTH8vkjNxdlRnKmK4MK0OM5XxXB6eiinxLK4OpaTU6M5UxXNxZlRXK6J5+JMDaemaTgyMYETVRpOzFBycbaWqw0a7i1O5P4iJffmhfFMOF7XxNJ0pRzu96d9XwTPa4Vb/T/81v+f/FHRicu9O7O/u6lEmxwZacTQoF8ZHfwPZsR3oV4jIkktWZhuQ52IJk11pCbRjpokG6oT5cxQWzE5zlxS/kxIENGYLkzROTJJpWBWkh2zk2yYGmVEndKSRWkujIq0pNCrCwU+BvQKNmJojIwx8QomxiqYHmfN1DgrpibImZ7oQJXelilqa2al2rO81Jf5ue40ZHkwpyCAycnulARaStLTcIdO+Nj+i6Rwc4p1dmSrLMlQy8jXmVKeqaBIY4kqyJSMOHvylbbkRltQEGNOToQhRXFmFMSZU6KUU6KyplRtTd8kG4am2DI+XcHsAns2D/TmyFg/rs4I4eo0ERPrw91qwRYK58HMQG5N8pSAiJfHuXF2hBMnB9lxYYQbl0Z5SGay40MUnBphz8mhTpwd4c7xwQIl4cGZ0T5s72nNljIrSeYpMBCbezqxtdyNLWI8LqJwuzuyvtROcgJv6e3AulIriRe0vps9K0VKXU8XGsvs+WVwhCHDomQMCbdkULgZQyNNGBllJBE9x8SZMEEpk4KET08I5MKMUJZ2c2FGuhcTEt0ZoXemItGdojgP9AFORAqLt48DcQHOaMXjY01BiAVjlFbMUFowLd5YKgDDI4wZGmpCuc9/GBbRlSqlCUuzLFiTZ8nSdHOWp5tyoLcjZyocuTrEXqJnnu7TldszQ9k/Mpx1PTxo7CWAb0IX7sX2Ad5sLneT8KjHK1y5PcGLY/3tqIr7VTKuDAgQOmMreodZ0jvcktJgC9LdDVA7dJZSyNSuxiT7mFAYYkphoCFFgSYISF6hvxHFIhchRiG9H53lT02FiprBamoHaqgfrKN2gJoZA1TMGKSiJt+DIxUBHO2hYG+ZTFrYrMqTUa/ryuJ0A+7PEhwST5qXudK+0ofP8115V6vgY40l76dZ8Pdka672M+BgUWc2Z3ZiZVIHSQlUn9CFaXFGTIgzZJzamMlCdZHvwNxiV5b19GN1vxDWDgxn49BI1lQEsX6gPwcqYzhZFS+1+PsnxLJrdCibBvuwc2Qg+8eFcHxqBNcaNPy1Oos3jfl83FrE6zVpPFms5uFCJY+X6Xm0NIlbDWouzYjh5qwEzk8M5tBgJzYWdqUxtyv7ephwor8Bv4034/5kU26P7crtscb8NcOR57M8eFHvzd1p9lwZb8OZEXL29jZhfYEBSzK6SkVxcbacBTkK5ufZ05CtYFaGFTNTrJmZKGeqypCt/b14sTqPl6tyODpCaKE9pJv+0+VaPm3N5NnKeG5OE3NWP44OVHBymA0f1qr4ulnN+3WxP637i0P5sC6G5u0xfNut4tUSf+7OdJGC4O/WBnOtyo+r04O4OjOYW3Wh3KgO5PfaIB7Oj+QPscyt9+ePej+eLouEMz15vUHLnwsiuD8vghs1QfwxK5Q/54TybH4or5dG8GVXEm+3a3mxPpLnq8J4sjCYpwui+HNBDPfE61I1t0U4vRABNPx8/Wt9Fn9vKeDqrEhuNsTyW0MCl2ZEcak6guv10VydFcWl2mguVUdLWIvL1aGcmeLL1Zpg3u8v5enWbC7XxUn001OTxOejuFYfx8W6eM7MjJWes1UiG0HNzYZEzkxXcmRyLCdmxHFhtprLc1T8tkDDq405PFqs4rFAlyyN4plg5uxM4MeDMXw/m8PfC+XcGvRvngzqyP0KQ/YWmzAy5J+kWP0vMqx/oY+ADUb/h3pVR5ZmWLIg1Yq5enMWZ1qzMNNa8sbM1FkxQ2fJDLUlU2LNmKGxYZLSmglKOWNiLJksXRhtqNXbMUVpy0B/Q8q9u5Lt2IE8TyOKfAwoDzSif7Ch1AFUximYpXOkWu/AjCQHpuntqUp0ZEK8jMkqS+bluDMv14u5+T5MT3WhMtmN7qG26JyNUDoZE+jQlShPA3KUDuSqbEiLMSEnpis9Eq0pS3FDFWJNjJ856XEOFGhcyI6zIVM88XbkJXpQmhlEbooP6Ro3MtQeJEUqSAu3pDBaxkC9gqoCJ9YO8uPg+GCuTo/g1vQQ7s0M5o9p3tya5MqVsY4SEfeCCJivkHFzvCvXRrtycaQT50e5/OwQRrhwSgqaF4pIBXtENnlvG3b3c5Ik8OLG31gmgq/c2NjbkU09nVmRL2dtoS1rixRsKLVmZb4xa4pkLMk2Z0G6BcvybFiep+CXilADaY48NMyMIeFmDIsQLB9TiT45Xi1jmtaMvQP9uTApRnIUTkh3oZ/SlaJIV9KDXND42qELdkYb6Eq0m+3PiDYXayLcHYjxdUbpZ092gBUjE6yZJrwDCWaMiTKhf2BXunn9m97+HRgS1JmZKhOW5ygkjvX6XAspgP3kQAfODnHnQJmcLYXmbOrlyPIyJ1b38GR9Ty+2Vvj9HAsM8mZrPzf29HdnV087dpUqqI7vxICgzgyNljE81lLKMx4WY87wGBn9Qkwp8uws8X2y/IzRuXQk2bMrOQKC5dWZZJdfSfUwJMWjK/lBFpJCSLwfnh3KjAo9k/rEUjtYR02/BKrL46mvSKSqXElVpjNHBwVxRATPdzOjsYcdC7OsqVZ1ZkVmZ25PtOFtrTlfZ5vypV7Gh1lWvKu15EONJX9XGvNsjDG/VZhwob8lR8vN2dfThO0lhmwvtWJvuVgE+XJ4pMh19eXYpHBOTI3izPRYjk6K5vRMHfvHx7BrTDjbRwVxaEoYJ6aHcb46jmsNWn5bqOf2Mj2/L9FyZU48RycHc3B8AMcqgzk/I5o/V6Tzd2Mhr0U4/No0Hi1Tc7MuhhvVsZybECYt49fnGrEhryMH+5hwop8hV0dY8McES+5Vmkts9ZeznHlW487l4VYc7GPG3nJLNpSaUZ9mQEOGOQ3p5szJkDE/S0F9qjWz0xXMSJIxI8WKmWnWzEhTMC1JQW2aPbXJJuwf5c2XnYX8KXYlo7w5NNiV02M9+Lo1my/bs3mxSs3NaW48qAvmwAArTo224+MmLU07tLzbEM2bVeG8XhHG+w0xvF8fybu1kbxcFMTdak9+r/LkRpUv12YEcGW6P5erxG0/hIfzIrk3J5z7c8N5tCCSRwvDeTAvhKfLovl2rJi/N2p5MC+UFysSuDc3lHsNgTxbGMoLYRpaGs7fK8L5tkfPt71q3jeG8ndjFG+2J/PnakGEjeDFajV/rdRwb1ECdxepuTU3nmdr0nm+NlO67V+vj+FmfYK0aL5SG8m1OnFzj5CWyLfnqLg9J54ny/VcnxXCteogHqzUcn+llmsNCVyrU3KrPkHaKdxboOaaKNoz4jldFcfF6jgu18RwoTqa8zUJXJyl48rcRK7P13N1rprf5qp4tETPwwXxPF4Uxetlkbxe6sfL1b58PNMbHo2kdVc4r6Za8OcgQ7an/MoAl/9Ca/oLZa7/oCbBkPVZlmzMsGBpYlcpTGl+shkLdMZsyLNiVaYpi1NlzElVSF1AldqaaUprJifImaIUsnJbKoV0NNZS+rhKY8tktSOjYm3pJ9As/jK6+1tR6mVETx8D+gUaMzBETBPk1Ojtqc92pyrVgamJttSkOTNNZ0tlvLnkx6nPdKY6zUlidI1SKygJlaO060ysvQl+ii74O3YgW+VA9zR3uic5kxtjTJFSRrbSjtggGcHuXUmNsSNHaU+e0oYCtT35GifydS5kKh0oSvahe0YguXp3sjROZKidyUvyJiXGlrQoa6lLGJluz7J+fmwfInId/Dk3wYfLE7y5Nt6Lq2OcOStyi8fZc32cPTcq3Tg91I4jQr49xIUzI1w5McSe/X2s2NPbkl09ZRwZ5MLx4b7sqxDYaKH3d2KjCIkptWFhpimrCxWszLFkTYEVG0qs2VYuugQ7FmeZsiDDnKV5CtaUOvLLkHAhqzJgRLQZw8IsGCm6gUhjhgquf3RXVpU6cnhkBAsK3Biud6Is1ob8KHu0AfZEezsS7eWI0t+VBD83EgI8ifV1IczNhjAPR8I8XInydiPG05rMQGOGiISqWFMGBxnSP7AzPX3/TZHr/6O7238zOtxQcrsuz7NmU6E1Rysc2NPbkZo4A7aWeUgH/Opye5b1dmJpqRtrevhIxpYtFV5sGeDFzoEiNs2bVQVy6nVGjAruwPAII8YozRka05VhccYMjDCUUrz6hYhAG8EwspRiIMsjBB7anN5BJpT5daXE14A8H0MJEidcv8VBBhQFdWV0TgDTyqKo6hHBrP5apvVVUdkrgZqKVCaWxFCdJbjeHuzpZSkFNy8qdKA+24715d6cGO3Ln7U+vGtw5K1QwlQZ83KqES+mGPJyohF/TzPjz4mmnOjZgbND7blXH8uNujD+WBDF3QWx0vjgtuDaVAdwfkYgZ2aGcHl2DOdrwzlfE8VvC5K4WKvkYo2Sq/Uq7q9I5sm6VP7emM2bDVm83JDBy8ZMXm/O5uXmbP7eXsizTTncE2aqlelcma1kzwhPaU58c3Yc9xao+GN2AlvLLKWM4i0FhhwoN+HsCHPuTrfjibDRTxWB7/bcmGjPkUEWbOpmwKbu5qzKM2Z+ahfmJXdlabac+gw505JkTEuWMTVFxuQkgQ8xYYLOghGxhoxLMPvJT8p2ZVaWPTXi5phjzsGx7nzakc39+QkcGe4loRouTPbj/aYUPm5N5fmKBG5OdeHyJFd2VVhyfZY/zUdy+H6ljKaDyfy9LorXqyN42xjPi1VRPJzrxwOJtfNTl31L3PbrQrktZKINYTxeHM3jxZHcmxfBo8VxPFwUzdPl8fy1NIbHiyN4uSKGp0sjeLQwhJer4vlTvF8hHMnBvFgRyt8rw/mwNprmTTE0bQ7l645QWm8U8P3tRN6eKuTNJjXvNmr5a6WSB0uVPFqh59GKJGn8c3+JkNyq+G12PL/PVnFjVry0aL5eG83VavHEcrMugdtzE/hzmY6Hi5Vcrw3nyvQgrlWHc6tByR/z43m0LI5HS8UIKoq78+K5PUfP9VotN+rUXJ0VJ/1sXKhRc6lWz+1F2dxekMbNORruLdRzZ04sfy2O5vWqKJrWRPJmkTuvV7rzYnMk3x4Op/1KKX+v8GBrcVf6OPxCD+f/olptwK5iSw7ly9iaasxKfRdqRIxqvBFzRJRqhgE7863YkGHJ6mxLFmTKqUlUME1tzRSVDVPU9oyPFupCmVQUJsdbMjnemiqNPVNVNkzVOjI12YMRSmd6BVrSy9eC7p6G9PQ1lPYHk9W2EkKiOt2J6elOzEi2Z2aiuEDYM1Nnw+w0V+bleDJFq6Aq1Z7KJHt6R1qTYPsrkbZd8ZF3INilA1nxCkqSHMlTW1OaaEM3vSPJUXISwq0J9uyKOsSCQp0jBRoFhVoHCnWuZCkdyFI5kRptT5bajZwkV3KS3NHHOZCm9SRZ44E23gltrA3aKDOy4i3Jj5fRV8i1s+1YXObM7sHuUjrYtQnu0oL5aqUXx0VMZIWCg/2tODvCmdMiTGigLccG2XFquDPHhzhJS+EDA1yl8CORDbC9twON3W3YUGrHyjxL1pcI74ANW3sJD5UVm3uI1DAbCRe9OFsUAGvmZ1jwy9gYGYPDu0ra/+GR1oyIsmak2KpHdqU+2YKdgwNZ0sOXgUp7yuKcKYp2QeurINrbnkh/d5Qh3mhDfInzcyM6wJ0wHweiA5zQRviSEOBDnI8HUV52xHqak+pjQm9hrAowoU9AZ/oG/EPyFUxSmjIquBMz1SYsTDNhZ4mc00NtOTLEjYUZ9mzs6cW63i6s6+fC2v7ONPb3ZUNvH7YNCGRLP3H7/7n42FvhxZIcK0kXPzhYcHP+JYWpj9OKSMTO9I8wZnCsnCGx1ozW2DBcaSmpZ4aK5bfShiHh5oyMtmSi3lHCO/cNMWZEnDmzsmxZVubGwlJXlnVzZU25D3N7BDC1dxTjyhOYPEDPsOxAanOd2DXAjU3dBQLZjvlFrqwbGMj+8ZFcqo7h1Ro9Hxs1fFgdzZvFvjyvkfNiqhHPx3fl1eQuPKnswq0Rphzs3pWTQ1y5NEXowKP5Y2HCTxzwSg3PVml5uVrP0xUaXq1L5q9Vup/PSj3P16bw16pE3gpJZmMK77ZnSrPypl25tOwt5MOOPL7s7cbbbcW82ljM45X5nK+K58BwX3ZUiDAUW3b1kbGnjyV7+8rY09uEHd06cHKQKVfGyLlf5cGdSe7cHCdaVHsOlJuzsciIFXkmLM4zZ3aGEQ05ZszONqc61ZxqEVepljEu3ojh0Z0ZpzFlnNqM8RpzxulEjKgpY8RCWidjZqYjtdn2zMuzYUGunGUFlhwe7ULT7hzuzImRpG3CRXu9JoiP25L5uDWJvxZHcnu6K1cmu7BnsJzf54XSdKKAH7f70Xwkgy87E3m/Sc2n7Um8bdRLbJ5HC8OkW/u9OSE8XhLHoyVxPF6m5M+lsbxareTZ8hgeL4vlyfIEHi6OlbqMZyuUPF0Ry9MV0TxbGcPTFVE8WSZu8zG8Wh3JixVBfNoQzed10bxfGU7b5lg+rfPny9ZAWi/nwIfJtFzuSeuBLFqPFPDXip/yzFeNGbzamM39JVqpANxfpOPBQj1/zNVwSxSB+jhui73LbBXXhEJrVhzXaiN4uipJ+v/9cLGWO3MSuFUbw6NFWp6sUfNufyrN5/L5cDCN141ani3T8nBeEjfqVFypi+fabC03G9K5IZ76ZO7MS+Z2g+hmYvlzYTQvloXyoTECjiXStCmId2s8ebvah6aTmXBnEEdG29LP5Re62f3CxMh/sTTFiE0pXdmY3IXZcR0Z7PUvihW/MDGiA2syTdic3oUdmSbsKrBldZYV81MtqdVbUaWyYkKsgMgpqIy1YKbOlukaway3plrnQJXaniqlgplaWyZrbBmnsmdYlA0DguX08LWg1NuAQZEyJmvtqdIopAO+Jt2VunQ36lKdaUh3oSHdlfpUN2alulCb7k51ijNTEh0YlmCPUvFvQuWdCFB0JMyxI/kJ9pToHClOsqdbuiuFeg8SIx3QRDkR4ScjIdCCXLUDRXoHspUKctQO5GldyFI7kBpnS3KcPckqR1JUzmTqPUjVuJGu9yRF545O5YRe7UCyxgF9nA36GCuSoyzIiTWlh9KImcWOrOnnyZHRQZwZG8hJYewaICi9Vpwc4SKNfg70s+bUMEcujffiYH8btnYzlwQvW7pZs7VMzt7+DuwW2IdSa3b1cZJQEbv6O7K93F7CQ4vDf3mOBWtLhNDGjNlJBsxLN+OXyRo7SVkyMkHG8BhLqQsYF2nGdKUZa3u5s6JvAKNTXemr8aY0zo0Uf3tUfq5EeLkQ6e9GTKA7cf4uxPo4EuvrjDrUE3WIBwkBzuhDvEkM9UUd7EGcvzPx3k7ovGzJ9jKju08nZqbJ2DMyiC0DfCT38HSVIbPUndlRZM254YJs58TGvr5s7OvHpn4+NPb1ZEt/j/9JcLKXeOwSh32kHZfGu/DHzEi2l7szOqYjQ6IMGBZtyqh4oUAyYmCkISOV1lKuwYgEBSMS5AyKNJUUNcNiLBgeZcaICFOm6R2Ylugg4RzGxRuzqdyPfQM8ODrIlUP9HThe4cTp4T9zXOcKVcDQOCZ186NHtBFVGdbMz5ExL1fBQkHeHBrJlpGhHJsSx29zNNLy8rWApe3K5fOubJq26vm0KoqPgjw4y4knUyx4ONGMWyNNONnHmP1l5hwe4MylKSHcqouWRiHPlmt5vVLHp8ZUPjam8b4xjTeNybzdnMTnXRl83Z1F24ECvu7Jp+VAKS2HevL9RH8+7i7h8ZoMrsyKZ/8IPzZ0t2dJlhkrckxZnWvEphIjzgy14sIwGbcmituIP2dGOHB6hC0XxtlzbKiMwwOs2FJozLosI1YVmDEv05iGdEvmZjtSl2FPVYolVWkWTNAbMjK+M6PijRkZa8qQqC6MiDdkaootU5LkVOqsGasyY5zKjIlaMybpTanNsWFOvkJCRK8ptGNdkTUXJvvyY38B9+dGcWaMwDZ4cn9BOJ93JPNlRzJ/zg+WXJqXJzhwcJgt9+aF83Z7Eu/2JPFpl55P25P5vCODz7uzeb89kzebU/i6K5NP25J5vUHDq016Pu7K4tXGRJ6tVfN8dQJvNogbejx/Lo/n7w3JvF6XxKu1Ol6v1/F8dRwv1sTy90Ylr9bF8nGzio+blXxujObj2hA+rQnly/oYPq6P4POmML7uiODL3gSaT+bzaW8GH7do+bAlkWerVTxdLfYEqTxfn87jVYn8uTKRB4u03Jmr4v5CPfeXJPH7fCUPliXyaEUqT1dn82xdNn+uSuTpWj1vNmXwZnMOz1enSnP756v0vNqZzo9HI+HNVH48GcmXo5m8W6/mryVabs7XcnWulqv1Gm7NSeV6fSLX61Tcqo+RzHIP54fz5/xAHi/w5O/VvtKf/fPmQD6t8+HTCm8+NIbSfCydK9N9WZpjyJL0DqxM/ZWF6v9QHfEPRvj8g3Kv/5Bu/X8ZHtaZZRnGHBLy53xT9uSasSXbgnVZlixKtaBOZ85MpRkzNdZMiZcxJcGSmTq7n0viRDvp/XS1eO/KVJUd4+PEv0VrxivtGB7tQJmfjGIfQ3oHmzA6TkGl0oYqvYNkHqtNc2FOrif1Wa7UZYqD343qNLFgtmd6kgNVSU4MjrWR9n8R9sYE2XYm1LEDBSpnypLd6JnpQU6iC8owOcpgB7Qx7oR4yYj2kZEea0+O2o5MpS36CCv0kdakq+xJ17iQGO9MotKFZLULqWpn0lXOZOk9yE3xJj3RnXS9O+mia0h0I03ngl7pSLreDV2sgpQYK3KiTCVYY32hC3uGh3J4hK9k7Do62JGjA+2lm/+50SKAyI0jA+042N9WAjnuKbdjfz97Tg5358hgFw4OFI+blB28XZyR/UW0pCNbejmwtthKgsKtKRbzfytWFFjzy5gEa4YKD0C8jLFKSyYJbW2IIfPTbVnbP5Cx6a6Ua7zoofalh9qb1FA3Yn3cifByJcrPhSg/e+L87FD52ZMU5EZqmC+6IC/0IV4kRXihCXFDG+6DMtgHVXgA6lAf9F5yyqOsWTUggs2D/Nk7wpfdwwJY39uLhkRTVqebS1VwWz871vf3orHCn419fdjY012KOhPjgJszg3kwL4wnS0N5vjyIR3P8ODXKhUVZMgaF/MpQSSppSp9gAyrCjBkUbiSlaA2LMmZohDGjYiwZE2fFmHgLRsWI3YcRY2NNmKKVUymgU5HGNGTasG+gD0f6O3Gkt5xT/aw5P9iB4wPtOD7IQSJH7h7mR+MAD9YO8KZxoC8NuXKqc+yZU+bJyqHBbBkdxfHJKm7N1vJ4mYbX29J5uT2XTwf78enAQO6tyuN8nVIyFP1eHcLjOT7cnmLOb2NNOF9hIoXE7yzqyt5e5lyt9OWPmjAezIvl3oJYnq7S/8+tvpBPe3NoOVRA8/58Pu7M53VjHldnxbNvtC+7RvqwttyeBrF8zTRghfAplMjYUGDI/nJzzo2048JIa25PduDBdDduVorkIgc2d1ewpsiG+mRD6pKNWFKgYHG+JXMyTanPtmZasgACGjA6TlBjDRkY3pER8UaMTDBicrIVY1TGjFb+zCsYp5VRmaigMlHOpCQF01JtmZYsp0pnzgyd6CAUbOjpzLZeDmwqtmFjgYWEzr1T58fVya5cmuAuxT0+Xx5B0zYdLduTeDw/gPvVrpIu+/Ikb14ujZdu+h93p/FlV7o0Jvq8I5sPO3NoOlRK8+FS2o6U0HIwl5ZDubQfK4JTZTQfLODTrgxebVDzcq2SP5dH83SNmpfrEnmzIZVX6xJ5uzGRt41a3jaq+LRdx5c9Kfy41oe2i934uldF6444WrbE8akxlveNMXzeFc+HHVF83hlH24EM3m5U83q1+HwiL9dqebZax5vGNF5tTJMcu4+W6XixJl2Shd5bqOHuEhUPVyVyf7meRytTeL4hk1ebsni7LYvXW9J4uy2TN1uzeLMlg5cbdLxar+fzkRJ4Ph0+zod3s/hyppA3G8X4KpZrc5X8tjiZWwv03Jqr54/5Om7PjeXufLHrCObJoiAezfPm2SIfPm8I4/OGEL40hvB+pTefVwfwdX0oXzaE8H1XHN/26XgyP4gTvQ041MOIJRmG9PP6FxmyXxgU8G/W5ltwtLsx1/tZcKbMnCPd5OzKl7FLMGjEbiBFRq3SiNmJVtTp5VQpLaWbf02iPTO0NlSprJmhsWOqxoVJWhemaOyZkCAWxbaMinekR6AFJX7G9Am3YFCYBSMiZIxPsGaK1kaa9ddluTAn35O6XDemib1Aih3Txavehkk6O/pHW6J06CIF1Xhb/Ycw985kJCjIiJdRmOxMVrInmnhX4sIcSFT5EOZrTVygNZlKZ7K1TiTF2qGNsiNR6Uqa1gN9vDu6BA90SmfpYE/TuJKl8yBH50ma0oVMnQfZST7Sk5zgSorSnWSVK0lKZ9LUbujinFBHO5AQLkcfbkFvMa7KtWNTPy8pA/jIYDH2ceTsKDcJGyFQEudGeXF4gANHBjhzbJAzB/opODrYiUMC89JLwYEKD7b3dGJTdzsJB7GjrxObe9qwsbsdy7MFC0jO5l4O/DIs2pjhcSLy0ZRBkYaMjjRlcpwxy0q9mZHrywC9D3mx3mTGeJMT749eyDz9XIkR459gT3RhHqgCHEkOcycpzANtiCeqYG/Uod5ow9xRBTmjCfZEHexLdIAbMQGuxPrYo/e1pCjShrruAewc7sd+AcsaFsKeAb7s7OPJnoG+bOvvxmax6RZLXgEzE9mY/e04N86Ty1OD2D3IlTl5JoxR/Yt+of+XUs//Ra7jL/QL6kj/0E4MCDWQmEQVEaYMibVkUJQFFeFGP3ccUT+x1oPFQjqki0Q9FfGKo2LNGRtjzcgwI+akW7K9txM7uyvYVSLjVIWdZM7YUmLF2mwDyVV7oK8DByucODcpmP0jvTk0MZy9E2JZOziI5YP8WT00mF3jhGZezd1lyTzfnMWb3T35fXk3NgyNZ3apD9UlTtSVubBtfBxPNvfk3IwwToyw49Jway4NMuVCfyP2FP2Lxrxf2V1uzfXp4dybr+L+Ii23F6r4e2s+j9emc2epjtNTQ9lW4Sa5kOemGDNL8ysN+n+zMLUjy7I7sb2nGQf7m3NiiCVnh8q4MtaOaxNdOT5Ezq7eFmwsNWNZjjE1us5MUXVhmt6UacmWTBQHdaYdk5IsGRrdhcGRRgyJMWFwtAEDIzoxRm3IeLURk7WWVGnFUs+MmhRh75dLY5/KRBFWb8W0FFsmJ1pRm2VHdaqc6QIFkmrOqiIbtghuSXcbqa090F8hmWYujLfn7GgrLoxWcGOiM7en2vK43pXn83x42uDBX/O8uV3txZXJXrxeq+TTHoGtyOXDjhypAHzZLkZB2Xw9WMzng91oOlLG18NFNB0roe1kT5oPl0iFoOlwLs0Hc/iyO5MXa3W82ypGKMm83pjC++1ZvNuk4/NWLV93JfJpn542IY98O5NvT4bRdDKV5j06WneI35PAxy0xfN2VwMcdCXzaoeTzdhVN2/W8W6OieUsqf6/W8HZjEm836/l7SyoPlqj4a6meF8uTeLxSz+PVWv5cpebhmmT+2pjN0/UZPF+XyMv1ev7elMqHbTm835rN+60ZvGpM4vl6Ja9WxfNuWwrf/hgBH2bS/ngkn45n83ZDHE8XRHJ/gZors2KlDvDmbCUPFmq50xDFo/nhPGjw5q8FPjxf5MPrJX58XB3Kh9XBvFvux+c1wXzdGC69vl7kxpul7nxaL0ZEJVyv8mVH5v9lQ8q/WJnWmQ3ZFmzNM+NoNxN+H2TJ3YHmXOxlyuFSMw53s+RQqSXrc6yYn2TBvERzqRAsSJVTo7ZgukrGDJ2cGVoxChJzfRsqlfZMUtlLi16Bc5motmes2ok+YdbkuHWiu68hA4JNGR1jxfAIMyYqraXl76wM0QX4UpfpyTSdHVPVcqbrbZigtGKM2lbKOo+2+g+hChN85V2JFFkfcXLSlTak61xI1nkTE+FKaKATURHehAbYERduS6o4sFVupKi80CV4kaLzQxPnjirKDX2cF9pYRxKVTlIHkKZxJkvnTrranSytN5laLzJ0HiQpxZjICX2cPYnxDujjnVHHOqJXe6JRuaOOcyQhxBxtoCEF0ZZMznVlywBPKR1sb285h/vJpcvnqaEunB7mxp6eQnBhx6F+DhwZ7CaxggSGfkOJnFX51qwqUEhy0B3lrmztKfYEdpLacnOZI+tKbfhleHgXRsaYMDzWTAKlDQvtxLxcV+YX+zFU60aZyh99qBvKIBcSw33QhvuiDPYi0scZVag3ulAv9KHuaINdUQY6ER/khirUB2WgF0p/ZzRBrmgC3VEHehHu7kC0jxPKQFeSQ9xIC7KnR7QlS8rcODAsVIra21fhyZ6hfmwbJFQ+gv0iwg1c2NPXkf19FJwYJOdunT9np3hSpftvKoJ+oX/gf1ER9E+GR3RmfJwh1UnCy9CJbl7/TTffDhR5d6DEvyul/oKjb0h5mAkDoi3oFyVcwcb0jxBu2q4MjhGHmrhVWDIq0oK6VAuW5ZixsUjOliJbthTLJMTCqkwD1ueasC5L3KDtOSDyOge6cG5KGL/N1XFzQTI3FqZxYW4quypj2Do6nN3jozherebBxu6cm53Bop7+VOd40lAcxNyyIBp6BbFsWCxbJqjZM1not8O4OtmXC8MsuTzYlAsVxhztbciOks6sz/k3u3vLuFjpz8EhrmzubcvaMgULcw2pT+3AnLROzEvrzMK0zqzJ7sDeMhMO9rPkcIWcC8JqPsKBE0NtOdRfzuZugipqwrwME2anmVInnMcZthLvSZjJhkYZSWlvQ6KNGB4nOkVLhsfKGBRhwtBYkQdhRaVOHOzm1GZaUpNiSW2ynKXFrtSmWDJN5ESkWzElxYKZmXJmpltRn2vLvEIHatNk1KWaszjfWsoIFiyfrb1s2dPbmhODLLleaceT+V48XejB0zluvJkfwNMaJ57PduflQl/+nOXCp3XR/FHtyc1pPrzbpOTL7kSad2XTvCNPkop+3prJF5FydqCY9/uKeL+/gC+HC2g9WUbriR40Hyyk9VAh7Sd60CY+PlREy4F8mg/l8Xl3Lh+35/Jlbx4ftutp2q3n8y4Nnw6oablSyo8XE/jxdDit53No3pdI+75kvuxW8nWfktZDiTQfTKblUApf9wjZagJvN8bxflMcbzco+bAlhbdbknm7LYVn6xN5vjqJd2uTebk+iecbdfy1Ws3TtUm82pQuFYnnjWJnIIqA2Gdk8W5zFm83p/GqUcfLDUppJ/FybTyfDmTy9Wwx745m8nZ3Iu8atfy1JJZHi5Xcnqfk9gItf8xT8nCximfLVTycG8RfC/x5scSfl0v8eLXIl9eL/Xm/MogPK4P4siGcT+tD+bohlFeL3Hm33Jv3y4NoO96dZxvTOVrSiRMlXTnSzYyjZTKOdzfh/ggFz8fJuVNhwI3+ZhwtMuJoiSW7ci1YkSyYQVbMS5QxP8mKBp0F9XoZNRpzZiXaUCMouirB/rJiikoogxRUxsul1wkqO8YoHSUuV/cAM7p5G9A3wOingjHMhHFxlowXZjC9DVO09lSnulGlsaNG7yCNmSao5IxW29A7wopYeUdC5CZ4WnaUZKCpMdZka5zITPRCFetGRIgLoUEehId54+NpTZCPJdGBcjRRLiQp/YiLdCM+yg1VrDvKSCe0UY4kxjmSFO9IcoIj+lhbkhOEIsid1AR3EmOdSYx3IlXjKj2JCc5oYx3Qq1xJS/QlNdGXZJ2XVAASE1xITXBFH2FLdrScfkozpmfJ2djLmSMVrpwa7MyRvuLQd2R3uR1Hh3pxSOzw+gjtv5z1JQqWZJqxLNuSZcJMmS1jfYkdq/JlrCu2Yn2RFVt6OrKmxJZfBHN7UrwFY8USOKyrpP9fUOLHuCRn+qrdyYjyIMrHgVAve+LFrT/QE1WoL5E+LsQGiBu+B9pgd5QBTsT5OZIQ6EaMnxtKfw+0Qe6oA5yI93Ik1tOZBD93Evzd0AR6kB7mRVGsD/2VDiwocubgkAB2lztxYLAnOwf7sr6PA1v6Okpa16NDHKU0nWfzIvm6USf9Q2s/ks6bHXpOTfZkfYkJc5T/xYqUTmzMl7E8y4TKuA5UhHamV2BHCj3/TYrd/ybF/v+R7PD/SHf7NxkeHUjz6EiqZyeyvDpT5N9VMnv1CLeg2NeEXJd/MTTagEmqrlTrzZifISRWblKQ+do8c5alGdBYJNzGVqwvtZXC6E9NjuDuknRuL07ijyXJ3FqYxm8LM7k2P43TtVr2TU5g/7RUGrr5UVvoRXWeO/NKA1jSI0Syqm8clcCeKXp2jI9m82CRbSzCpB04N9iEq4NNuDbYmGtDzTjZ15C9JR3ZkP4PVif/i6W6f7Emswvr8ruyrrAzq/P+xc6+phwbbsvpYQouj3Xm5AgHdvaWsa23NavzTVmSZcqibEtphj9NL2P6/4xkKjUWjE2wYFiUKUNEYQw2ZHCkKaOVVlLWsxgZjo63YpzaUhoZjlfJmZ4kpzbDknl5CmZnWlOfacWqXt7MSLFgit6YGgGyy7Rido4Vs7PMWVSsYHl3R7YM9GPXkECW5VtIEXYiAm9HL1sO9LbkZIUF92e58251AC+XefB+dQBvlvjxbKEfT5YKc5Uz92uc+GuOOw/r3HlQ78v77XpajuTRujeDlh1pfBRdwLYs3jUm0yQO9nM9eSPGQ/uzaT1SSuvRUloO5vN5dw6tJ/ry49xAmo93p/VECS1HCnm7PZMvuwtoOpjD+906mg6n8flgCs3HU2g9k0nLxXw+ns3lq/j4kJ7vJ9NpO5lM09kMmk5n0nY6h6/HMvi0T8vnfTo+HNTz/rCO9zs0fNiaRNP+Aj5sT+PJOhUvNibxaVMqbzbqaNqbzfvGZD5uTqTtQDZ/b1HzYquW19tSpJHP+83ZvN+SxYed2bzdKsJ0NDxeES2NsN5u1vBus4a/N6p4uymJd1syebkhlcfLVfy5XMvj5TqerdJLS+/nK2J4viycVytCeb0siL+XB/F6eQBvVgTwcXWgdPB/2hjJp7XBvFvhz+d1oXxYFSBFLLbty+bLnkLODTDldPfOnCgzZV+hMYeLu3BniBkvx5rxcHBXfutvxPkyY052t2JPgSXrMyxZlmrO0nQrFqXYUC8Ofo0ZdVrhl7GhViunLslGGgVNUSqYrPz5KrqAcQk2DI+zo7u/CYVehhR7daWvkIMGmzAqyoJKpZzxseZS+FOlyoZpOkdm6p2YqbVjhkbsCoQc3Yoe4TKi5b8SbC0yx/9DlJcB+nAz0uJtyNJ5EhtuR5CvDcH+LkRE+uLhZk2glw2RfvZE+iqI9LdDGe2JOtYLZbQ4zF3Qxtiii7YnSdzmo23QRlqTIopBvBgZuZAUL2b/PqQn+qBPcCNV54Mm3g1tghvpyQGk6H3RKV1J0biTofUgSxSOaDtSom1JjlaQFmLMqCQ5SwrE1MGVEwPd2NPLXooZFXDE3QOc2NJT6P5tWF/qIB3+awp/cv+X58hYKsk/DWnsYS/d/FcVKVhWYMsvE8INmZogY5rAPseYMzvbmenZHvSOc6BU7UO8vxNBHg6E+bgQ5ycKgBcxvm7ECtlnkCeaEC/ifZ2I9bYnylMUCVEAXInzcSXe15EEXwdiPR2J83Yl2ssZZbA32lAfdEEeZEa4MyEnWFLzXB7nzZE+Mnb2kEt8n71DvblZE8OjpQm82ayk7WAyP46m8f1wCj+OpsLJFDiZBMdTadqs49JoZ7YVGrIp34RVGYZUK//D6KhfGRbRgaFRBvQO6kSR969kuf6THK+OpLj9B7XDP1E7dyDW9p+onH5F6/xv1A7/ItmtK4lOHUh3/xf5Pv8mz/UflPl0YmScBdP0Viwv9WRxnqOEVliQrWBtT1dpRHVyWhy/L0rj90XJ3F+WwaPl+TxaKZavBTxv7Mb1hdk0lLhQlenInO4BrB0ax/phMSzvF0RDkROzMm2oz3VgXr6CuuROrMrvwqkhMq6NMOPWcCPujjLl3hgZN4abcmmQMef7G3OunzGny8WrKddH2HB9jD0XRiqkwiGchFu6m7C+SDhuLZiXaUpDhiUNGTbUivFLkhUT1WaMTDBkeIIRAyI7SWOdQVFitGPGKJGdIKiwKhlj1RZU6iyZpLNiapI101MtmCzGQom2TNeZ0ZBpxbwcG+bn2jI3V0Ftirn0a/UZFszJVLCkwInNfb3ZXuHJkfEhHJ8cwY25SVyuTqCxuzW7eyk43N+ePX1sODpAwYWhtlwaZ8Ofc334o96dOw3CtevAo/WxfD1dzO/VdjycZcObZV68XOrJs2W+fBYz/bvj+HyskKYDaXw5lM/nvdl82ikO23Q+H8zk/e5kvu5O5+POTFoOFfFlbxYfd2bQdKwn7w8X8/VYCV8Pl/LlQBFf9uXzZV8W7WfyaT6dxefT+bTfHETL1XKaTubSdjKDr0dTaDmRTqt4TqfRfCmbprv9aL83kNar3Wn7rZzmoyk0n8qk6UZP2p+MluIiv+5OoeVwLp92pPF+a/LPhfSWVD5tTeTzNj1ftifydbuGz9s1fNyh4+2OJP7ekc77Hbm835rzs7jtyuLdFnHL1/F8vU7aW7xep+HV8hjerNLwam0K77cV8mZrHm82pfF8tZbnqzW8Xq/m3SYVr1aH83x5MH+vCuPlsmDerArhw7pwPm+M4NP6EJq3RPNlSxwf1wbzYVUgXzdF835VEO+X+/Nxs5qmEz25MlrOhb5mHCo2ZHdOFw4WG3G+Z1ceDTfhyTBDHg4y5HKvLhwt7sjx7sbsKTJhXYYhy1OMWSK6QY0pDVoZDVoBk5NRmyBjSrQ5MzW21OidmJIgpzLOkglx1kzUODAwyppuviYU+5hS4m1IeYAxwyMtGRpqzNgoM0lOOlUlZ0K8NRPiFUyIsWKG9LUUzNDZMFaloDTYjEjr/+Av64iP/FeUgWakx1pLKp/UeAdiAq2ICrInMsSV8EhvnJ0s8HKyIsTLBmWYE+G+1oT52xDqZ0NUsAO6WGfp5p8U60RilD3qUCvSlQ6kxjqQGOsgzf1TVR7o41xJEq8qD6lzSNL4kpYUSGqiH1kpAaRqPclI9CYvxY/8RG/S40UH4UaG2B3EOZMRIYqXEYsKXNjTz5OdwvNUbs/GHjZs6G3PBkH+LLJnZb4tG7q5sKHUSRoBCQLosjwZ68sc2dTbg1UljpK5tzZJxi9jIkwYFyXMWaaSlKouz50hGke6x3ujC3Em3NuRYE8Xgt2dpYNfFIBYP6H88ZBGQaoggX5wINLDlng/F8kHIDqAKG8XIr3sifSyI8LLkSgfVwJcbYn0d0UV4oM6yIPEUFe6xbnQUOjKjSo/bk2ylmR9L1draN6ZC8eL4VQOnMng+2EtLfs1fNyp4+P2ZD5uSaJ5ZwofNmt4sFDo4/05NdGVR0vUnJnox/oyBfUZZkxUdWRMQieGx3VmWKwhY8WcXynC7g3pG2ZIrxBDin27UBxgQK53B1Jc/0OGlwFlEVYMT7RjfIojwxPk9Aszpyygi4SG6BVmxrAEa+aV+LFzZDynpuu5NieDG3NTuL0whftLMvhrVQ4PlmXxYEUOvy9M4VKtht2jglnR2401/QNZVu7P7EJhTjGjKtmUmiQD6tQdmJvUUYLHHRmo4PxwK64OM+fWCBNujzDi7mgTHkyw4NFEBX+MlvFoii33JttwZ4oDtyoFRdCBveVyNhaZsSj1VxakdWBBliELcsXi1praDFsm6xWMVVpJi//+oYaU+f2H8rCu9BW4jMiujNZaMUojY7jSnNFqC8ZqLKhMlDElyYIZaRZUp8uYX+TArHQZ0/UWVCfaUp+moCHTmoYsOXOyRRGQszhPxhaRazrYgX1DXCRe0MUpMVyansC1ejWX6lVcrFNypSZBCr04WG7G6WGW3JoTxPVJrpztb86Z4TIuT3HidkMQX/fk8HxlBDdq3bg/x5O71dY8X6CgdZs/nzd682a9L5+OJdF0pRdfznSn7UQuTYcz+HwwlQ97fy5t244U0HQgk+Z9KTTtT+Pz3nQ+70njw85kPgq09fESPh8t5INQCu3NlSSbLcfzaL5YwteLBTTfqIBX82h/UsXXC935fi6XH6eyaD+dTfu5XFou5ND6exl8rJKUOK03etH+ey9aTqXQdCqD708mwscltF4bxNdDKTSdSKdpXyJN+9KkLqN1fw5t+9J/7hPECOlAkvTz/nVPqlS0vu7OlG79H3fn0ywK1B6xuNZKo6C3mzOl2/7HrVm8W5/M67XJ/LUyUTKYCampWDa/aUzi/RY9n3doad2v58uOBF6KWf+GGL5u19G6N0VaYn/dEkPz1mi+bo3mY2M0H9aG8mlDBG9Xh/D3Mj8+rQrkzfpImi/04umCEE71Nmd/nrE059+aZ8yBUkOuVZjwbIwZL4Z35fe+v0rsoAs9jThY2JUduUasTTeSfAFLU2UsSVXQoDFljsqYekEPVVtL/KDpKjmT44R51JqJCQrGJtjRN9icUh9jCjyNKPEyoJefERVBpowVLmKlJVOVlkyMMZcYZOPF7iBeQZVaGM+smColGdqS52dMlE0nwm2N8Zf/isrfmIxYS4q09mQl2KILt0Yf5Ygqyp2wUHccHczwdLEgPMAOZZg9MSEKQn2t8XO3wN/VgthAO1LjPdFHO5MS70pagiuZGjeSY+2khXGayoUUpRvJCW4kJbiRrBJLZi90Ki9S9f6kJ/qRmexHRpI32cm+5EiPD7lJvmTpPcnUuJChciY9zomCOHuG6B2YnmrNygIraeyzrZcdq8scWN7NkXXdXSTUg0CobO7pxrpSe9aU2rM0T87cdBkN6dZM11pQrZNTl2bHL30Fuz7MjH6BXSXu/4Q0V/qo3SiI9yfK24EgN1tCvZwIcnUizMOZSC8n4gM8SQj0JE4sdX2dpS4gxseZcHdb6eNwMfIJ8JAWvmFe9j//e3dH/N3s8HVTEOrlQKyf6CgcSQmzo2e0Mau6m3O/3otHDV48XBDOoznh3Jnhzb0aT54tCYW9qfy9Kpwz4+zY09eKrWXmnB7rxuUqd27M8uLFBiXvdibxZKOKOyuUPFqdzq35Oo5MDGFtX0fqc8yYouvMJE0nJsR1ZKrahFohSYwzZlyMEWPjjRkV25VhUV0ZFGVI3+BfGRrVmQlimSmchBmuzMh0YVq2J5OyvalMd2Z6hh312bYsLXFkY19Pdg7xY/+oQI6KoJCJoRwYG8D2od409hNxhZ7Mz5YxO92Q+jQBeOtAQ3InFqd3ZUs3GXt7yjjcx5yzg6y4NlLBrVGW3BppzJ0xRtwfb8zDyTKe1NjzeJYr96p9JJLgyWG2bCrqzMqsX1mR1YnFmV2Yk2bAwlwFDRkKatNtmKg3Z6TGhAGRXaiIMmJAlCm9g43oE2rKgHAzKfpz2P8/y0+2ZXyiFROSrJmUrGCUUgQDmTI9TcGMFEtqMmTMyjBnUZENc3OsqUmWUSMwwGnWzM+zoSFXQZ2QwmZbcmlKMO9XxvFyvheP53lxZZo75ycFcroyQuLXn6tTcnlOIuemx3NwoBOXxzhwdawFf6+P4l6NIMAacXOqvaS8ebVew7ejhfy9PpqbMx14OMuJvxc48WGjO9/2+PNtdyAfG/35eCyRHy8n0XpvBF8v5tJyLEkazXzdp6X1UCrfTxTRcjiHpv2pUifweX8uzYfyaTqYRdPRHNrOFPPtUg+a96VKheLrgVR+XC6k+fcyPp5P59v94fB2EW3Pavh8rZz2y4X8OJPNt3MFtF0ooOlcNu13evHj3RS+PRnN13N5fLmQS8u5VD6LP9vDEfByJt/ujqXtRl/aTqfTdCKDz0ezaT6ex7dT+bSfyuTrUT2t5zJov1goSUhbD2bRsieNpl2ptO7P5dOeHD7tyeLjjiQ+7s7gzc4sPu3Ko2lXEW8bM3kulscrNbxYrePZSg2PlqukxfLfmxOl4td2IJFvhxNp3a/iy84E2vel0LInlbZD2TTtUNO8M4EvW6P41BjB+3VhNG2K5dPGKD5sEFwlP94s8eXNmhB+nC3i/WYdR3ubcLCgK4e7m7Ipx4BtuYasUv4fDuZ35Ld+Xbk/xJib/Yy40tuIU6UG7MnuyM48E7YVWLFOKFLSZSxNMmGhUIOlWjEvVU5dooLpKkuqlHImxVkzLs5ayr4u8zOi2MeIfE8DCtw70dvfmIogkYkh5KQypqutmRhjKqkZR0fLpNHRNLWCKfEWTFVZMTremixvE6JsuhIi70qofWe0gSZkRJuTHW1KWrgRiaHGJEZYoYl0JDzMHWcXc3w9LYkMtiM2zI7oEDnRwQoSwp2lwz9MfM7bGk2kE/pYFxLjnNHH2pMYoyBT4yw5g9OFYUwsiBNEMXCXRj9JGi+S1B5kpfiRneJHurj1J3qRqHKV3ouRUVaiJ/k6Z3JUwn/gRL7GnW5aV8oTrKjNdWRJoQ2rhaxTjHqEn6C7mzTaERDFDT1cWSak1QUKlubbUpNkzjS1OZXxIrHQjppkG37J8epMtltHegQZMTrJib4qR4riPUiN9iEuwIMQN1uCXGyI9HIjzNORUHc7acSTEOSBMsid+EAP6fdF+bpIi+FwTwciPB0J93IizMuRUA87gt0d8Ha0wc/FhjAfJ0I87Qn3cJAMYlnxXkwoCWPdwCDOTg5kSy9jFqV3YkV6Z1andmR1WmfWZnXh/Ehnro935VAfKxrzZczT/4eVBR1425gAx9L4sU/D543RvFkXw4ftyTxfp+dmfRiPlyfxcFmKtJw9XhnG2h62NKQZMFPTgRmqDsxQd2FumrCom9OQYsx08WsaAyYndGaysgtjYzowUWlIpcqEubkOrO3jx5q+vmwZFMzWgUFsHRBIYx9/NvTxY1VPT1aUubG42I76DIFl7kR1YlfqkoxZkG7O4gwjlmd1ZkuJMQd6WXK6Qs7ZfqbcHGbBjeFG3BxlxN3xFjyotOJljTMvapx5NduFp3Vu3JnpyomRVmzrY8LyEmNmZxoyN9OcukQZdUlCQiejPl3c8q0lxU5/sf8I7kqBX2dyfTtSHGRIrwgT+grjn1JO3wgTKiJMGB4jUt6smSYyBpKFQkfINOWMVZkzMs6I0bHGVGpkUvRnbZoVs8UsP8OcOhEwXaxgfbkLe0YEsXt0MIu7O9CQI2IqZTycHUrzch++LLDm60onXi3142KlF0fHBnB8cjhnauO4PjeJ0xMiOFzhyLUx9tyaYMHNCeZcG2PB1dEW3K1zpv1EHh926iWp79MVQfwxz4NH891o3h5H26VsWo/G8H1fIF+3BdJ8IgVeTIS3VTTf70v7+Uy+Hdby/Wgi7SfTaD6eRdvZAr4czaDpuDCMDafpRDEtR7JoOZFL22kRcp/Bt6PJtB7N4tupbNrOZfNRFIHLGXy/0w/e1MOLmbTfHUj7re58u5BH+/lCWs6Ir51G28Vs2u73o+VqMd/PZfHjt0JaLiTTdEpH67l0ms5l0f7HEL7fH077iTRarpXw5Uo3mk/n0H61lLabvfh2px/NN7rx5WIB7de78+20WDIn0bInhU87kvm6L4vm/T+f9uPFtBwv4sP2DF6vF1LVDN6JbmCz6JK1vFsfy7NV0TxZGcu7bTq+7NbSckBL2yENbQc1tOzT8mWnlk+b1XzZpuHrTjWtezU0707g06ZImjbH0Lw5ga/blHxsDOfjmmA+rhERpyG0Hkrm7cFcjg0w5WTPLhwq7cCh7ibsKTBjqbIzddG/sr/UnJPdu3CxV1cu9zLiXA8TTvc05XgPM7bnGLEh05D1GUasyzRnRaolyzMVzE21oiHFjjq9LdVaWybGWjM2Xk7fYFNKfQwp8OxKkejS/YwYGGbJ0HBLRoSZUBljRrVaTlWCjIkxFoyLsWRstAUTos0k7IRATIyMU6Bz6kywrAOBlh2JdjUmMcSMrBgzMiMNyYsxll5Two3QRsiJDnfH2ckUfz9rIkMdiQx2IDzAlogAOXqx2I1xItrXjBg/GVGBcqKC5WhjndDG2KOKsCJN4CP0LqQrbUlX2pOtdSFbGMTUbiQqnaWRT+b/HPxpiV4kaz1IT/IjIdYZZZwbyRpPcvTu5OrcSI21JVvjSr7ek6xYG7oLaWy6I3NynFhV5MyaIifW9vBiWZEzSwudWF7kxIIcOcuLHJmfI2dejojttWWaVkGtgPMlK/glyaMzSW6d6BNnz/B0L/om+pMV44Uq2E2SeoZ52BHt40ysnycR3s6EeTigErLOIA/pth/p4yQ5gMN9XAj1dCLYzU76PeEeTgS72hIifexMkKsjga52BLvZEu3rgibIG3WgB1nR3ozMDGVxr0gaB/iyfaA7s5MNma3pwgKdAQsTjZit7sLyNCMW639lnqojtfEdmBL3fzg33Q9O5dK0JYLH0+TcHmbK70MteFTpwLP6YK5M9ONBg1A7ZPB4aSb3FqfyYFk6t+bp2DvKi9W95DTkiKD1jjQkCuWMMbPTTZiZZMQMvSGzMyyoTTRmUkInKpUGjI7txLwcK3b1d2P/EB92DPBiXQ9XFubbUZsmfkg7MTauMxMSOjNT35laXWcWpRlKRqvdZRYc7WfJmYFWXBpsyW+j5NwaLeP2SFPujzPj0WQzntVa86LOlmf1Tjxu8OLWdC8ODFawPM+IOakGzE4zozbdnLl5cubkyqlNF9I4mWR4GxIjozzYmN6hpnQLMqQ4sLP0lASZUhxgRq9wSynysn+0OSM0CkZoFQyOM2NonCkTdNY/lTxJCqqShVbakjEJ5kzQyhmrtmSiVmj+BazNhkWFjqwsc2bzADeOjvfj5CQ/Tk8L4vjUUBaVWktO3lXFCu7M9ODjXDnfl1rCBhc+LhaB2v6cGu3LqYmBnJRCVjylgIyLI224M1nBoxlW3Jloxh9jLLk3yZZ7DW58OJjB2116nq4M4q9Vodxb6MXrzeF8v1EG76v5diOPlgO+NO31pf1EFO1X0vn+YBA/XlTScqOYtnMptJ5Np+1SAa1XCmm9UUTL5XyaLxXy7WoRbWezaD6ZQev5ItpO5fH9XDbfz6bz43wxP84Ww80BtD0aT/u5fLjRg+9/jqf93gja/+hD6/VCvt/oRvulYlpOp9N+Uk/7CT1tF9JoO5XIj9NJfLucStulZL6fT6btmFZaIH+9kEPT+Ry+n06j9Wwi7ddyab9ZQsvtPnx/vQA+rqDl/gi+Ximg7WIG386l0HJET9O+ZFoPZtJ+OJu2A1m0Hyug+XA2rQfF2CiFj9v0fNqRwqedKT/VULsTaN0RTev2eL5sTuD95niaDuhpPSiKgJqmvUqa92lp2qPj0xYVX7ap+LpdSetuFS171LTuTuDbrgSatyj5sjWedxtCeL8qkLergvm4LoRPu1V8vdRHgpmd7d2Vs706caSHEXuLzVmg6szk8P+wpciCvaWG7M3vyJHCLpzuZc65/tac6WvF/iJjtmZ3YVuBKeszTaX8i2WZNizOsKNWY8VMlRVT4mRUaR0YGGJKd18DSnyMKPUVyBZj+gWZMTDYnAp/I0aFm0oFoFarYHq8BZXRIgv8Z4ZwZZwFlfGWTFIqGBqjIFr+L8IUBgRYdiDKxYCkcDMyY8woUlpQrrOmON6E9IguqEPMCA90xNVZho+PnJAgZyJDvAjxcyLExxpdjANpCfZoQ01QBpkSFWRJTJgN8eG2aCLtSIyxIVvjTH6iC5kqO/L0zhQmeUgQOaEQSowXih8nUnWeJKlFV+CKVumBTuODXh9AWloYGpUPyVpfMsSiWHQMCS6kq93IT/IhM96BMrUTU3O8WVrkxfJ8F5YVezE/x5mFeS40ZNgyW6Sp5TuwtNiZRQXOzM1xZHaGI9M0Qq5txS+JXsYUhMkZlupPf70PZZogUsK9iPNzJszNjnAPe6J83Qj3diXCx4X4QKHp95Lm/ZFejkT4OBPp74G/689bfoCbPWGezoS5OxPoZEOIuwMRPh6EeQnzmDPBLnJCXRTEeDqh8ndDF+ROSoAjvaIUjNeas6qnM1v7e1KV0IXxER2ojDNgYpQhdWoT5utMmR7XlQkR/5sDw13gQAGf18Xx2yhTrlUY8ttAS870MuFYTxMO9jbn2FAnrs+M5OmqTP5alc3D5Rn8uTJTep6tz+PPldlcm62RxjWNvexYnGNMQ5oITO9IXYoBs5IMmZVoxKxEY2r1Io3LiJm6LtQnGbAwW0ZNUmem6ztSmfAvKpW/MivFhIXZFizLNmV1jjGbi8zYW2bJ8X6WnOhtxKWB5twebcOd8XJuC1xylRV/1bvy5ywvfpvszI1KJ44OkrGhtCuLcrowK60rVUnG1OU6MiPDnhmZTkxOtmWYyoJ+Mcb0COlMSUAHivw70i3YiOIAQ4qDTCkJNacs2prSSBllkQrKQq3pFmBMv0hzRmkUjFRZMUZrzYgEU0bEGTNBY86MFDnTxPhHbcZkwT/XWDBKZcmweAsGRRkzUqjDit3YPjSMrYN8OTg6SDrIT03w4Pw0H45N9GNpqQ0LCuzYOsCFu7M8+bhAQdtCC9qW2fBxgQt/TBXMczfOjvPh0kRXrk+y4VGtLX8vduLLRhc+rHPgxVwbXtQ78PcCL/6c482jJaG8WBXJe4nrE8rztf582R/F9yvZ/Hg0kO9XdHw95s/Xk5G0no6g7WQMraf1tF7Jov1GHt9+786PR4NpuTeY1gcD+XqrjPbfy2i/3YMv59L4djGd7xez+HG9O+2X8iR0Q/PlQr5dLuXH+QLptfW3PrSfS+fb5TSarxfS9nsfftzrw7ffS2m/WcqPG934cbmA9vMZfD+XwY/zSfw4qebHMR3fLybz7Uo6Laf1tJ3U8+1qCa1XhOpIQ9vJJFpPJ9F2MZXmazm0PR4MnzbA50a+Px7P14vZfBfF46yOtpOptJ3MgXNFtB7NpO1oJk2HMmk+kELbXh0tu9V8O5RC6+FUmg8n0XRYy9e9MbTti+HH3gS+7UigaWcCTfvVtB3W0bRPJe0BxL6hRRSATWL2H0/T1liat8XSskvFt90aWsXHm+L5ujWer9ujf8pC14TyYW0QbzZH8+P6YN6uVHK2+3840e1X1mR0oir8v5kU/Auz4v8hHf57SoRH4D9szevM5jwjlmh+ZXueBWcHOLAr35CtucJdbswqEYKUac1srSmztWaSSUyIU8bFWtEvyJhi766U+JnQM0hGeaAZA4LNGBBgwPBQUwb5d2Z0aFemx5lTq7JieoIlk+MsGR1hJElDJ6nljI21ok+ojHDr/xBia0iIbVdiPI3RhZmgD+5CXpw5vdSC5NmV1NCOJEdZEhHogIOdKR7uCgIC3AgN9iY4wJWIQHt00Q4kRlmSEWdBSqQFMUEWKCPsiA60JDbAEk2YghytGzk6ZzJV9mRpHMnVu5GSYI8m2pYUjVAGeZGbFkxWajBZaeGkJoeg1waiUwegVfuj0wSg1waRpA+RPlbHeaKJdSEn2V+SmObEO9NP78bUbC8a8jxoyHSkJklBTbK46VswM1m4o+U0ZNkyO9OG2RkK5mXbM11rxnSdOb9onA0pjbKjQudJjwRviuICSInwkyBvUZ7i9u9KuK870cE+hPm4Ee0roG8e0u09xteVUHGoe7rh4+qMu70Nng42eNvb4Odoh5edFX6udkT6exPk4UaIp1gGOxLj4yR9jdToINLigkiL9mNkQSyze4WzpMyZI2P9Wd/LkeHh/6Lc79/09v43Q/z+ydjgfzIy8P9Rm9KFo5WBHBzjI+EgDva35/RAe46Wyzjc25KD5Qp2lFmws68Vx8d48GJtDk9WZ/HX2lyers3l8apMnq7J4a/VubzYUMxfa/K4tyiZ3+cJWWkYOyqcWV1izYI0YxakmrAkUxzqFiwS6INkAxpSzZibbsrcdEMW55iyJMeEZblmbO5ux6ZCcxpzunBIoJLLBdLBgHMVBlwdbsbdiQ48rPLi9jR3bk5z4kKlDfsqTNlcZsbC9E4syRZ6fFNmZ1pSnWHDtHQHhqtkDIw1p3+MOb1CutAjoBOlgSL71IBc3y4SvrpbiCndRKB9uBnlMVb0irKkLMKSskg53SPkdAsWGcdmUvbzBJ0t40V8pNKCsUpzJqjMqUkTLaE105MVjNdYMFpjxtAEEwbEmTMw3pJ+InwmogtTk2U0DvSX8B37hwdwZKQ3FyZ6cXGSBweHubG6uzOLi13ZOcyLB/PDeD3fneaFrjQvcedJjROXxjlydWowlyr9uTnFjSd1Dnxcbk/LNlc+7/Wg5WgwzXsC+LrJm5eLXHnW4MWrRUKaGM7fq8N5vzGMT7uCaTocyo/zSr6fVdN0NIAvx0Nou1dM6/kE2o9F0n4ynvZLOn7cK+Xb03F8fzufb38v4Pub+Xx/MYOW2wNoul7G5/M5tF3I4PuFTL5dLaTteiFfb/Sk5cFY2m/05fvlAlovZ/P5XDotF1L4diWFb78Xwsux8GQ4P+6V03azmB83u0sdRsvlUtqu96D5fDLtZ5L4cT6LbxdSaLuYxvdL6Xw7n0zr2Uzp+30/K96n0Xq5iB/X8mm5nEzL7RLan03hx4sZtF4vo/l8Gq1n9LSd1vPtTKY0vvp+sYSmk1m0nsyk7Xgm34+n0XZAw/cDWr4fSaL9eCLNJ7V8Pa6m7aiWNnHg71XStDuG1gNqvu5V0nJAQ9NuNS17tLTs0tCyI4GWbbG0bovly8Zw6RFFoHlbAl8ao2neGCuNg95tCqV5c7RkCvu8LoS3W+L48cdo3mxO5WD+/2FLxv9jYtD/+ollH+HKllIj9hT8mz15v7Kvh4wD5QqWZVrQz/4XqsP+myO9bTnV145dRQITYcKydFMWplgwR2vCXJ0Zs3TWTIixYGCgAd29O1PsY0ChtyGlvkaUB5pSEWLKkGAjhgQZMiTIgJHBnaiON2e22opZGmsmxZgyQTzxFoyPt2REtIxSX2PCbDrga90ZP3lH4v3N0UVYoI8wpiDBitJYM4qijUgPN5BgcNHBjtgrjPF0dyAgwJPAIE+Cg5yJCnFEG+GANsyKjGhr0qMs0Ucq0AlQZpgdmlA71CEKVCFCEeRIpsaJ1Hh7NJFyUgUuQuNBeqIvGUkBKGPciY10JTzUCX9fBcH+tpL5zNdTRlSYM7FRbmgSfFHG+qCM9Zb8B8pIF3KT/CnUeZEXY0MvlR1Tcz2ZlSanLt2G+iwnatJF8I6tJNOekSQUeTbUJlszXWPCrESRzibjF72LEd1jHOgV70JJlCcZoZ5og4TU04UITzsivVwI83UnVCh7AryID/QiPsBDkoSK9xE+7vi5OOPn5oKnoz3eTg64yK1wsjLHWW6Bm4McP08Xgrxc8HVREOCuINjNhlAPByK8HdBEeJAY7UlSuAN9dS7M7+XPrlHBHJ4YzNIeLpL8cIzSiKpEMxrSZSzMsmJ1bw9W9vOjJt+F8Yn2jBPpQ7ki7syebSXm7CoyZWeJjK3drbhSFcHzNdn8tTaHP1dl8XhNlsRUebExR3p93VjE87UCgZzNyw2FPF9fxIMlWVyr1nN8TBTberpLP7SL040kd50wWazItZAMFRuLZNItX3zP7cXm7CwxY193U473Nef8YBmXh8ukLNGH1e7cme7BsUHWbO9hzvpSUxZm/MqctA7UJ3VifpY1c7Ptqcm0Y3KiJaMSjCkP7kB5uBFFvh3J8xJGNgN6hZpIs3thZOsdbkG3IFN6hFpIxpae4Rb0iLCgT5QlA+Nt6BdtRY9gE7qHyegWYkZZoCEjYgU10ZUZKXbS6GiyTmAvLKhJlbOkxJV1FWFMSlUwONaY/jGm9IwwoiLBmsEqawZGGTFaacja/r5sHeLPzqF+HBsXxPlKP54tUXO2MpRlBY4sKnRm0wA3Tk3w5vokdx5O9+ZBtT+nR9pxbJQr56eGcWVaqDTeer3Yg5ZtHjQd9KftShrf7/ag/ZpYRobxcbU3L+Z48Xq+Dy9XBPNqUzRfDmv5dDSWpnMqflxN4vupaFqOBPHlUDifj2toPhRJy+Fw2k6paLmUScuD/nx7P5f2j1v49nkXPz5vg/fLaX80gebf+tB8uZiWc7m0Xy2UuoKWmz1puzcW3izk253RfLvRndZruTRfzqHtagntYqR0s5jvT8bS/mA4X6+V0HIp+3+KRzd+3B9B+/1RNF0vpk10FDf68k0aE+Xz/WoW3y4l8+1CKk3nMmi7UkDrpTy+3e0PjwbSeq2Ar9dy+HRFfL9sms8kSeOhtrN6Wk8l8+NiPt/PF0oFQCyfW89nSl3Bt9OptBzT0X5YS/tBDd+O6Wg7JboiFU0H1dItv2WfhqbDar7uj6dVFIA9Kpp2KWne8fNpEgf/5jA+rg+iaVM4n9cG81nyAPyUhDZviOTTxlA+bAqjeVMUbZsiaNoYzrvNsXw+Ucrn3Zkc7tOJA70MuT5V8IN0tO9Ml5hXF0fbc7TMmJ0FhqxM/jeTQv7JLLUx63LM2JpjzOl+DuzvLmN9tjEr0oUiyFoyis3Xy5gaa8IoQSsOM6PYqxPFvmL8Y0wPP0MGhlnQx7sTw4Q+XmDsRT5AqAFVMWbMVltSr7KkRrCGlBaMET+7gvUVIyfTpTP+Vv/Gw6oTPtYdUAdaog41l3wAGRFmZIcZkRbUmcTAriSFK4gMsJcKgJeHPf4BHvj6u+DtY0Own4JofwWaQCuyIm1IDZOhDbUkOdqe9DgX0gQ0M8QGfaQ9ukgxErKWnL/JajeS1Z7EhNkR6GVGWICcyBB7An2sCfSzJSzElYhQN2LCPYgMdCDc34boUHuUkY7o473QxHoRG+ZCdIgjuhgXipP9KFC7kBtvR3+tHdPT7VhU7M6CQjfqspyozXSmJsOJ+mwn6tJsqUm0lsJ2ZqgtmKI04Zd0P0v6aLwpV3tTHOtNSphQ+HgR5uVEiLsdoW72hPu4EubtKh34Qv0jugLRCUT6eRDu40GwpysB7i6428lxsjbHXmaCvZUJDpYWOCvkeDrbSj4Cf3cHPBzlBDjbSEqgAFdLwn1siQtyJcbXkdQwByqSfajQuDM1x5kFPdzZMDiQw+P9OTzSkxNjA9g6wJX6XHs2Do5ix1gVdd2CGaD1pTDcQZJsri+0YkuOCRuzrVmZI+fKzHiers3gqQg7X5PB43U5PNuYy8tGgUjO4tOW7rzf1J3nq/K5uyCN01PiODw+jj0jYtjYL4Rlha7Uao2Zl2zMskwzNhTK2FRszuZSC7YWm7Ol0Ehi9p8YYM2pQXLODpNzZYIzVye5cXSEI5t7yVmQbsAC0TEkm1Kt6sRMbQcaMkyoyxBGKQvGqq0YEmdBr/CulAV2pDzUkB6BBnTzN6BfhBXloebSbL93mAn9oszoIT4fZkyvCBk9IyzoHmJCj1BTSoKNKI+WUx4pp1+kFQMiZZTH2FAUYkH3YBNGxsupTnOQdgc1aeLGb0NNujMrevuxe0IEB6pUzMy1Y0isKcPVCvpHmzBco2CYRs5IjSXjEy1YXO7NqoGBbBwRQePQILZUuHNsYhA7hvqytJszy7o7sW2gG4eGe7KvwoG9/W04MNiFvQOdODjSi5OTwrg6M4Lb1T583RRK634/Ws/Hw9NB8HQcPx70ofV4PM1bA3i1VBQJb96tj+Djfj1tN3vz7WEFrQ+H8v3hEJrOqvh80JeWg/40b/eidXcg309E03I8hq+nE2l5MBTez+f7+9W0fVxH25uF8G4urX+O54uQZ97oxrfrZXx/NJy2x0OlzoA/J/Lt4SRafh/B97sVtN0q5ttv3Wi7UcG3u4NpFwf69e60Xszj63EdracSabteQOudPjT9PpC220Np+2MQ35/O5PvrhbTfHcK330v4fiWDb+cTab+aSdutnrTfH0rzlSJaxAjpxTR+vJpL27MpNN3uRfOVTFovpdByUkPryXhpDNR2KZ8WIYc+n8v3i6JzSabtXBptp1NpO6Wn+aiStqM6vh1PpuWIjuajGr4cUtJ6WCx8dTTvjefL9giad0XTujuWpl2RfN4eyZftcXzeGk3T9ghatofxcU0An1f407o+hKZ1gTRvCOHjKn++rAuhaVMEzZsiaN0cSevWaL5siuB9YySfG6N4uyJQQki0bomjSbCQ1kfx43ghbfsLOD3Umh3djVifa8CqpA7sLjKXwmT2FppyvJec4+XW7Cw2YX22jDVZdixKsWa2zpxqlYzhoWaUenal0KcLRb5G9PAzody3M0PDxNjHkGEhJowMM2FkqCFjo8ypjBUdgAWzlSbUqWVMirNgYqy5lEA4LEpOolNXfGUdcJN1JNDBgMQQK5T+JujDrUgMsyAx2IhYr05oAozJihceKGscbc3w9nYkLMIPHx9X3N1t8PUWxUFBcqg5pQl2JAWZEu9vSmqMgpQIS1IjFGiCrKROQB/pgCrcijStO7ER9vh4WODtLiMyxBl1nBf6eA/JTRwT5kRsjA/Rsf5EhXuRGOeHNsIFZYQDmhgniTmUrPJBH+9JQoQzsaF2JMe5k5/oT2GSP5lR9lSo3ZiZ7cGcXAcWFrhQI0bHaXZUZ9lRn+NEdbKC+kQ7pqosGR1vxi/ZIbZ0i3WjW6w72eHOJIYKRY8rkb7uhHs5S4vfSF83ov1EYfAhzt+TaF8PwjxcpMM/0N2JYC9XfF3s8XRQ4GZrhYtChr2lKU4yCxzMzXFVyPF3cSTE251AV0eCHe0IdBbdgh1+7o4/R0N+7iRGeJEV401WhC/D0gMZmeJAQ5kvm4b4MzfXitV9vFk9JJA5ZV6MT7WhqsiHun4J9Enyo5s2gJIoOXX5DizOt6NaY8ziAnuu1et5sjqNlxsyebYmk5cbc3m2MUfi4T/dmMcfi7M5PU3LvpFRbB0kFpme1GY5MTbBhEECLxHyD2YoO7Ek3ZjFib+yudCA3T0M2dPLmFPD7Dk/xp2jgx2k4OYDFc5s6WHL3PTO1CZ3ZJLy31QnmTJdY0qV2pIqnYIpibaMiDdnUIwpfSOM6R5kIGUUdw81p1uIOaXBYlFrzaA4BQOiLamItKBvuLj5/7yVV8SaMyDajP7RZvSJNKVnqCF9BPQuXNz+rRmgcqE8wYU+cS70i3chP1hOpq8pvcJFobGhJtWOudm2zC+wpzpdzuLuvuyeqGL7hDAaRwUyI8eGYQLuFie8AFYMFXgQ8cOis2ZimpylA4LYMDKW5eLvqrcPq/p4sq6PM0u62TOvyIG5hXIOjAnkWrWSfUPcOTjcnQvTwjg42pPjkwKkeMMbNWHcn+PPs2UC9+xJ88lQvt8t4MfjvrTfSKftSBgfN7ryZpU7H1b68mVjMO2n0+DJCHgzXZJS8mwSLTfy+HIgmOZd3rTuD6DlcBjtZ1S0nI6n5WIiX37vzbfn02h7UUfzy9k0/1XFt8cTaLkzgNYH/Wm9V0HrH4NouzOUtgfDaLs7mB9/jqRVvBcH+NPJtP/egx+3yvh2dxDf/xxO+2+ltF/Jp1WofS6k034hm2/iwH9VTcvjSbTdH0rrk0r4sokfn7bw/ckkvv/Ri2/X82i/lE7L1QxabxTSfFF8nW4038in9fEwfrydA5/n8+PFSNpuZtF2OYVvlzL5diWNb1fTab+Sx7cL/zNKuphI89lo2i78PPi/n9TQflbLl6OxtB2J4/vReFqOxNB0VEXriUSaDmlpO6zl864Y2o4k0SaMabujadsXS8tOMfuP4uOGIJobg2ha68PXVV58WeVF01o/vq7x48uaAD6tCeTLumBaGiNoFQaxTRF8bQzj0/pgmjaE0rwhjJbGcD5tEF2EMJKFS2TUD2vjeTI/jJZ9JTyoj2BXYRf2FRtwoEz4Bcw5WGrOiT5ydhUZsz7NWMoWXpBmSV2yGRPiTKgINCPfsROlPl3o5S+CpEwYGmbAyEgThoYYMzLUhDFhxowMNmBspBlT4iyYozZmoaoLsxO6MFNpwvQEUyl9bEiENfE2nfCXd8HTujPhbqakhstJ8DMkIdAETbAp2iBDlIHGpEbJSYu2w9fFAmd7c7w87QgJ9yXA3xM3Vxs83K2IDJCTGmZGfpQ5qaFm6MMtSY2SkR5hSlqEOYkR1sT6W6CPdiIxzpWIAGs8nI0JDnAkMtydhFh/dOpAVDECKOdNenIYCQn+xMQFEBbqSkKkK7oYNzQxLiSqPFHHuEjFIk3rJz3qKGdU4Q6kq7zJSQwgV+NDfowzA9V21Oa6SuqguXkCjOdKQ4EbM9JsqU61o1rIvZVWDFNa80txjDtFkS6UxLiRK6BGoe4kBHsT4esuLXMjvIUJzIlQLzfCvdyI8P75hHi4EOzhKh3ivi4OeDkocLezlh43O2tsLMxwsrTA0cIMezMTPBXW+DnaEOxqR7iLI/6Ojng5OuDv4UKAaK/c7SXJaIK/E6lRgfTQB1MYY8+gNF+qe0YyLNGVURl+DEpxoqF3COPz/OiV5ENFVhg9k/wo0fhQpvWmW7yCITobpqTKODQxjD/XZPHnqmSerU3n7aYinq/J586idM7P0rBnfATrh4Qwu8CV6SkKhkd1piLk3/QL+C/Gx/5Kja4Tc5N+ZVnar2woNGB7dzP29pFxdLANh4c4sG+gI+u7yZid3JEZmg5MU3ZhmtacaYlyKvUKxqisGKW0ZLTKkpFKK3oGdaE0oCslASZSLKXIJi4KNKMsXEavSDl94+zpH2fDoARbBsbKGBpvwZB4MwbGipu/MYPiZfQX+4D/4fD0EQau8K4MiDBicLQlgxMc6B3vRFG0E8VxXmSFupDkaUl+kIy+0YLDbykticQSqCFLQW2mFWsqQtg7Rc+mMVFsHRdLfZErIxOMGauTMyxexmitDaM1csYmKpiZ78qm0UoWlvszv9yf2nwn5hXas2NYECt6ujM735a5hXasLXfk0OhATkwM5vz0MJ6uTefG/Diuz4vltzki2CacB3P9eb7CjXeNrrQc8KHlZAit52L4djwYDgTweb0Lb1e58n6VJ81b/Pi6P4zWq3mSFLPpWi9+/F4OfxTx7WQCbQfDaDsTz9dzcXy7msq3G1k0XUmj5V4feDVZOsi/v67m+4uptN4dStu9QbSIhKun0/j2spa2PytpezCcH/cH0XqnP18fDKJdSD3/nMy32xV8v92X1t/Lab3Tl+/3+vL9di/abvWg9VYZP4Tu/8+x/Hgzl7bnAg43itZnU2h/vxzer6D1z7G03u1Ny29FfLtZQNvNbNp+z6f9ahHtV3rw9WY3Pt/py+c/htByZxgtt3vw7XYu33/L4NutfL7fLuH7bSEPLaLlkvAUJNF8OpqW0+G0n1Hy45SG9hNavp5Npum0jtajUbTtC+T70WjaTmhoP50CZ9L5djqZtlPJtIou4mIubYeVfNsfS9vOKFq3hdO8MZC2Df58awygeYMXn9d40rzWjy+rfPiy1p+Pq/z4ui6YL2uDpfHPp3XBfN4QyteNYdI+QHQIghj6ZoUf71YH8WFNMG9XhPBqSTCvlkXQsjODJ/NCOTnAgl3durKtzJD9ZaYc62nO8d4W7Cs1Y3exgmVplsxOsWSG3pwKIXLw6EyRW1d6+HSln78wfYkgGDH/N2BQiBHj/z+i/jq6znJr+4b397z3fe/NBmpxXVlZ7u4ed9e6u7u7O3X3lpYCLS6F4mzcoS0t1IUCpVRiK8nvHdfV+32+P85xrWSspElgzHnOYx6SncaCcCLzQwnMCyWyJDuRjbkxbM/ryq7iONbnxrAyuwdrSqRMisgIS7vikvXAktmdkDGR6nCmWPjzXXFUCkXbJ2D/aTTkyajNUWDVpYgNwO7Q4A1YsVj1qNXp2CyZeC0pVPgS6RVJocwVR4U/mZ65UhqF3OC8NMrD6RSF0inPES65adj1SYT9WiIBHflZBooL7ETCRoI+LcV5dkoLnXi9GkIRM6WlPspLHFSV2CgRin65h/ICOxWFVqqKbFQWWqkrdVJVYKJcWAqXOelZaqVngZbeESlTBQuMBgNb+hjY0tfEhl5CNricpcXpLCpJFcWwE7Il/GNgnpUBuWYG5VnoGTFRm+Ukx2Umy2nFb9IQtj0q9i69FqdeLd7kQ3YTPrMen8WEy6DDbdThMetw6FXiFKDJTCcjPQW1Ig2dPBV1egL61DjsaiFeTYZLo8BjMODSqURNgMukwGVSYdcI+ZtaSoIOKkNGKoNqehVaGVXro1+ehTG1OfQKa5lZbWdGzxC98l30zvMyrDLM4DIvfXKtlDsymVRm4vj0IL/sL+H2iQZ+O9Gbn/fV8PlTpXywpIiXpmXx7PigqIydkx/DpMC/mOj5B/Ny/smGqu7sqOvO0f4JvDw8lbcnyHhjjBC6kMLTA5LZ1yeJlUVPsrIkRgxZn58fx5KyNOYVJjBXEE4VC5kDGYzyJjLUn0YvVwKNgsrYFcugYDLDI6kM/V+65vjsDEZF0hgWTmWQkJEcSWNinoSpRelMzU9idonA2kllal6yiP2Pi6QzPkfg8KcyLjudEWFhIkhmiZAwVJjCxFA8I7Jl9MszUhuxUB00U+9VM0QI+ilNY3M/LRvqZWxpULK+WsL6eim7RjjZPtLLip46do30sb6PngXlqSysymB2iZTF1XqWVGtYWKlgtWASONjOqp4KVvfVsnOki12DDewcoGZbfzUb+yjY0l/BPsFvZLSal6eZ+XxdDt9sy+PH3cX8vLeMMzty+GlzkPNb3fx+yMv9416aX3LR/LKdhydMRE/auX9Ay919Bm4fsvDXc07aXvPQfspHx3s5tH2YQ9OHuUS/KKfjyyI6Pimi5eNCmr8soenbCtp/6E3r9/1pPT+Sjl8m0HlxGu2XptF6dQbRSzPEQh+9vpjmmxvpfHCczofP0fHXDlp/nSWyhJrPTxCdNAWIpv3ibDovL6Tj7Ey4MJWOCxPpOD+RznPj6Tg/gY5LU4lenETr5UcNpePiAjovziF6eQHRm8tpub5YvN23/DKK9gvDaf1hIK0/CnDRQKJnR9F+aS5tN5bRdmkx0fOzaPthOK0/DaPtzCA6zg8genE0nVdn0355Gvd/GEzzmXG0/tiflo8idH6SR8fHJbR9XCoundvPjyX64wha3iqg41SQtrfCdLxXQvTdMvFzze/m0/qfElq/quPhF7VEv6ii/d0CHj7roulZO03HrTQ/bX904z/u4OFxB63HXNwX7KAP2kRI6N4BJw+OeHhw2CNOBE2CRfT/Fn9hbyA0gGbBO+iwkI3g4+5BP7/v83J9u4Nbu9z8uT/E7e0+rh0s4tvNAd4dk8CHo2JFLczbw1N4dYCEPbWCSCmDeXmpjHA9Sb32f+ht7UZv2xMMcXQXHX5n5CQyLRzHNKHoZyczPxLHkuwEFmcnsyQ7mc3F6WwtSGBrURKbS9JYkRXHwpxkhvvS8WZ0wy7thkPRgyKvlIpQBoWeBPIc3Sn1xlCfnUJ9roSeBTIa81VoMruhU6fh8RhxeU2YzBp0OilOuwK/LY1yXwK9s1OpDaRQ6UmiVyST3tnCYjiJPFcP6opV5HjTcBsSKQrrKcoxUpSjpWe1ldoKGwX5FnIiJvIEc7mwQTSZy8+1UVMZpLYqQHG+RVwAF+ZaqShyUVHopLrYRU2hjRrBnr/QTE2RRWwEfaud9K20UJWlpneWitnVRpbVKFlRo2B1vY41tVpWVclZWS1jXqmEWSVy/lHr1TAgz8KgfBuNYRNVIbtI+xSomz5hAhAmAZsRn9WM26jHoVUTtFtxGbSYFDJx4WvTqMRGINz+TUopamkq8owUFJJ45KkxqCTxGKRJqNJjMciTcWqVmJTy/50e5Dj1StwGwXBOS65b0BsIWgMdpUEdtXkWqiJGanLtNBb6qY3YGVzgoH+Bg9ocF/1LsuhbHKJ3no16n4zJZWb2jwnxzeZqbh7rzdkdlXywLJfXZoU4OtbFlj5aFhQKzIB45gQfY2nOY+xuiOVI3x48N6AHrwyL5dSYFF4fncHxwRK21SezujSeFUXxLIx0ZUG4K/Oye7CsPIP5JenMKBCEVWmMz0ujj6MLA3yJ9Pen0NuTRKW1B3WuRPoGUhgQSGB0VgrjspKYnJvKxCyBaSNhaqGEyfkSxor8fDmzSmXMKEoTC//0/ARmCs+CdCbkpDE2WypOCoOCafT0plDnSmGIP4nFxUnsqE9mXUUCU4qkDCuz07fUIzbFfllaRuXJmFORxlO9Mllblcqm2ky2NMjZ0FPBwkop04ulzChWsrzGwBoBJ+wlY0m1hHmlgihMw9IaLYsq5KI6eGW9kpUNclb3VnJ4UoBjE/1sG6Bmcx8l2wbp2DPSxP6RWnYOlvLcJD1fbirmq23F/LirnIsHqrl4oIyrx8q481I114UgnP0+ru+wcn2zjlsbVTzcZ+X2Dh239tlp+bAX0c8aaH4rQvvpbDpO59ByKsD9Nz3cfydA00e5dH7XSPuPvWk705fWn8fScWECD38aSeu1uXRcmk3b+fFEr4yl7fJYmi9OoenXmbRcW0HbncN0trwFTa/Q/tsm2i/Oo/XiVJovTBKx/vafxtLxy3TaLy2k4+oyOn6dTfu5iXQK08HZcXT+PJ62CzPouLWClosTab4wmY5Li+DSAjqvrCB6awXNN2bR/utkOq/Mo/3yHFp+GkHbhZFEL00UYaLOe/tov7OZtguzaf95PNGzw2j5eRTRn8fQeWk2HXd20dn8Ajw4RPTSLFq+EaaAYpr/EyD6eT6tX5bR/HU1D7+ppe27/iIc1fR6Fs2v+3jwup+203lEBRjonTya3s+h7ctSWn8aSPu1JbQIE8d7FTx87n+L/3Me7j1tp+mok4fHXTw4aqP1mIOWYy6aDttpOuTkzi4T9/Y7+Hu/g/uH3CL0c098BsQmcO+wh78PCY0gxO97ndze6eTaVis3t9u5vs3KnX0+bu900PRKJXwxkvOrFXw16Qk+G9eDNwfH8VyfJHbWS1hWKmFaWNiH/RdjCxOp9XQn1/AvqgQ2YG4C66tT2FAaw5r87qwtTmBxpDtLwrEsy0lhXjCeVQUprM5PYI0I/ySwLE9oFCn0scTjSeuGQ9YDjyaWGgFaCUrIs/cgz9aF6mA89VlJ1Gan0pCbQUVYikrSFa0qBadTh9tnxmY3YjIpMOjT8FpTqc9Kp292KpWueGrcKfTOktI7O4NyXzwlwUTKsgXxa7zIDqoXCnWhkdoSLQPrhHAYHeUlZgpyTRRlG6kpslOeY6SmxENteYDqYh+lBW4K8lwUFXgoLnBSkG2iotBBRYGFckGwW2SjV5WP4mw9FXl6MZy+ONtAgVfB4CIds2sF9wIdS6pVrKwVspHVrBTEnmUSlglWEI0RK31zbAzItTOw0ENZwEquy/K/t/5HC2C/zYjTqMdrNYnLXrtOIxZwvUyKSSnDplXh0GowKzPFJbDA/lFnJGOUJqHPSEAj7AQy0lFlpmGVJZCjiSekTcCuTsWkzMSl1eDSCXYROkJ2sxgzKSSL5bvUlIeMVIStVGQ5KQu7qIq4aMh2UJtlo1exnz6lIWpzHFQFdQwr0rO2n4kPlhXz1cYK3luRx9FxdnYM0LOyMpVZWY8xJ/J/WJL734+c8Yak89ZUNaenaHluYDqHeiaxvaYHa4r+zaKcx1iY+wQLCmKYlRvLjOwE5hdlMk24gfvTGBOW0N8ZT525Kw02IVA+ngZ7HH08KfT3S+gXkNDojGNIMIVhwWRGBBJFrH6kP5aJOanMFJareWksrlCxqEzOzKJ0ZlfKmF+tZH6VkpnCyJqbzpR8GRML1AzwptFoT6bRJaXclkaRNYUaj4xBYTljs1NE6ubCqkwm5mcwOFvO4CIz4+oDTK4PMrXcxFzBj78wnpWlSWyslrBvgI79w22i78+MMjlzynUsLNOwolbBpv5q1vRSiUV/SZWGucUSMchF+B9mfV89a3ur2DhQw5YhWo5N8XJ0kpvnpvo4OtHJwXEmDo0z8cwUK++vzuPzzcV8tb2EC4cb+PVQLdeO1HDzmWLuvFDCzadzuL7Pz9XNLi4uN3BztZY727T8vc/AnYN22k9X0flZHc3vFtH0Vi6tb0eIvpHFg5cEO+JcOn8YQMfZgbSf70vrL8Npv70Z/txM868zeXBpHtEba4jeXEb0+nRafx1D5425RC/PpumX+bT9vg+aX6Hzr6fFgs2vcx9h/0L27dkptJ2dQNvP4+i4Og/ubKDt12l0/jqBzl/Gi4W88+exdJ6fSMcvU0U9gsAKiv4yn/bLS+i8s5/W2xtpERrAJWGvMJfOq0vpuLyQ9muz6fx9JdE/9xK9c5TWq6tpPT+N6IWJtF6cRPvNWbRcnkHHb+vobHqNjrYPoPk52i9Np+ObXnR8FKH5XSutn+USPT+Qzt9n0XpuJK1fVNP5aSGt74V5+Lqf6Okcou/k0nY6i6bTEbEBNH9eQvvFSXD/EJ2/b6bpwwaaX3SKTaD5eS9tz/toPmyh+YiVtuNOos+5eHDEwsNDFh4esHJvr4X7++38tVt4j4+Hh73c3efgnhAY87SP3/dYubXDLNpI/33QLxb+m9tsXN9i5dpmC9e3Wrm21cz1XS7a3+3FX/ssnJ8Xw2djunGydzee7p3K1joJS4qTmBj4H+aUP87yoZlUeh8nZHycImcsjd4ezK7M4KmeMnb3UbC/l0xUD28uS2NpTgJzw3HMCcayMCuBRZF4FoVjWJoTz8K8dHpbYvBKHsMuExxAk6jPN1DsSyXHKix9u1EXSRLhm/rsNOrzMinwpKKVxaLXSnC6DTg9RvR6JTptxiMIyJxMQziVnsE4Khwx1PlT6JObTmNWMsXuWKrzZOS50ynwZlCbq6Sn4PaZo6SxWM2YPk5qi9QU5erIDmspzTdTV2KnIkdPUcRAUY6N/LCNojwvWdkO8gq8ZGXZKMp3Ul7sprLISXmBlapiO/UVXiqL7GITqCt3UZhrJuxVUhZWMLJMz9xaHQvK5SyrUrGyUsXqCjmrhFzmajn/qIs4qQ9bqQsYqA9bxPAWj06B26AWxV8ekxq3SYvbZMCu1+AwPOL7C0cny/i/r4VpQFgAP1oES9FJ07HIUjFKk1EI04A0A708DY/kMYZ5YhiTlUihoTt2eQI2RQZujRq/2YRdqyFk04t7CMFausxvpTzgpMhrExlIJT4rNVlOGvI91Oa6qAgZKHJIKDIlMSiSwcvzC/l4VbmYJLZjkJzFJbHMye7CooIubKiNYU/fOA4OSOb4sEyOD89kV9/ubKrpwTIh2Socw/SsBGbmpzK3TIBA0phXkcH4rDgGe2NE3n2dLZ5qSzJlxgQKdbHkqbtRYYmn3p5IP3cKfZ0J9LXHM8CdxCBnHGODyYwTTjhVxNwm5mYwtUDG3DINswsfuRPOL85kVrFUNJ+bXCJjYpGS0Tly+nskNNpTqTKnUKhNIFcdT5ldRplTRaVbSe+ghn4BGSNyVQzLkjIslMLYiLAMTqOPN4kxFQ6WDC1hUU8vi4RGU5TKhloZW+oy2CI4MTbKmV8pZ061lvnVOuYVy1hWLeOpvioR319Wo2J5rZaF5Y+8gdb21ok7gi1D9GwbrmXvWBMvLgjz5rJ83lqex7ur8nltYZCX54d4d3UBX26r4NONhfy4V/Bo6s3N5/o/YmQdKeLhqRqaT9dw9UCAK0IDWGHg0nIlNzfKub9Xx92dau4dNNH8Rpjo133p+Lo3re+GaX8rl45TubR/WEKnIOg6N5TmM31puzSBznt7afttCw8vzKH12ko67hyk4689tN5aTNvl6bT8PJG2nyfSLsA9V1YTvb2TtmtP0Xl5Efw8jY7zU4iem0zH2Sm0/jSO5nOjaD83io6fxvDw2z78/f0AWi9Mof0XAQYaSeeZwbT/2A/OjaDj3AQ6LswkemkR0T9203x7Cy1X5tJ+cSrtZyfQeWkx/Lmd1psraPttA9x/huifT9N8fQMdN5+i8+Ya2q7Pp/naAh5en0vL76vpePCCOKF0/r6B6LlB8G0jbe9n0fS2g4cfBUUoiXtriF6cRcsXVbT9J0LrewGx6Ledyib6Vhb33/DT8l6WqI1o+aiQ6JnhdNxYSfTiXJo+qKLjzRBtL/v464iR5qetPNxn4ME+Pc1HrbQ+Y6fpiJmHB0zc32vkznYNf23X88c2HX/vEZbFbh4e8nDvgJ2/D9q5e8DB3X1O7gqMIMFieoeT29ud3N7h4upGM5c3mLi928MvG8zc2R/kwSEXZ2bH8NGoWE72TWZffSorCrqwsOhfbB+WyNZhMSzp0516378odCdQ4E0nx5FAkTuOCmcXaoz/prfhn0zydWNudiKzs4SkvxQx2nW6/xEtdH4olsU5iczMSqZC/Rge6b8wS/6HQnc6tblqMdoxz9adCk8sdaF4euamU+VPojqcQdCSgCytKyaD7P82AJ1Ohl6bgdUkIcspoWdWKv2ykqhydacuEE/f/FSqQzGUBZIo8kkIGhOoCqtozJbSJ19OQ66Muhw5Dflacr0yQgEtWRGz2AQKs3SU5ZrI8WsIeoXGYCcry0lWrpecPB+BoJXcbCf5eU4qij0U51kpK7RTXijoCbzkR4zkRUxkhXVkhXSU5pjonadncqmW+WUKllerWVohJK1liC6+i8sEK4iggxKXllKnmpqQhUK3QaRpeowaQlY9PsHewaLHYzaKxV9oAsIxKDIxqeTiEV7/fyIwm1Yh3uqFCcEsTcMsTUCbHoM+PQZruuDB34P5QhZscSyj/d2pNMXhkMXi1WWKtFKHQXAf1RCwCQtoDUVuK0UeB2GznojlkYVEqd8uTipFbg355hRK1E/SYOxGP/O/WVsrZUODlAUFXVhR3IWN1YnsaEjlYH8pW+vj2VifKFo1zMiKZX5hmhgaL7iEThXUrvlpzMgXFq9pjIok088bT6M7kVJTD7KVT5Cn7UapKY4iQw9KrckUCk3AEEulNZ7e3kQGBhLp63gk1BL4+KMDSYwLJDA+kszkfCkTcgV8X8H0IiXTC5XMKFIxu1zH1BIVwyKCcldOb4+EamsKZYZkirTJFBnTydWnkGdKo8ghpdSVSZlNSp1DRk93BsOCUiZG0pkRSWZebgozs+OZEE5gkCeBelsiY4q0LO5lZ0WtjhUVmSI1bGdvBZtrJaysFJpcJrPK1cwukzO/NIOlNZmsqJexuErC8jqhAQiTwKPPCzf/rUON7B5t5vhMD68uzeKVpVm8uSKPd1fn8slT+Xy6oZBPN5Xx5Y5KvtxWzucbC/l+Vwk/76/l0qFe3Hi6J9eeruLeG7U0v1PNnyfyubrLzs2tZtHs7tZmNb9tVXJ/r57WZ+3cf83Lg0/rafmqH03v5dD6fj6tH5bS/HE5zV/UiAVNsF4Wbsit1+bTfGkOrb/Oo/XyarjzLB1/7KX1xlLabiym9dcpIl2z7ZzQBOYTvb6atqsriF5aTOf5afDLZNrPjaZTsJn4fjRcnMyt18P8+YqNtg+yaBIWt1eXE704nzv/qReXze3f9eLO28V0fj8Yfh5P5y9Cc5nHwxvLaf99PVyeS/v5qbRdWUTbzXVEb6+h7dZ6On/fTtut7bT/dQQevkbnnWNEb66g484mWq8t4uG12UR/30n09kaRrdT+fU9avyil7ctyHnyQzf33nLR/nkensF+4NJmmzwRhWR5RYT/ybi5tr4WIvhmi5Z1sWj7Ipe2dMG2nBZV0CW1f1dL0nhBVGab5RQ+tLwmpXxaaDltpO+rhoQAFHbMTfdZJ02EzLYes/L1Lx++b5fyxWclf23Tc2W7g791W7uw28/c+K3f3Wbh/wE7LES8PDnp5eMDP7a12ft/p4vpmG1c3WrmywcrVzTZubnVya7OVP3YYubRWwTuju3O0vivbK7pycFACxycncmxaF7YN/hfbR2fSL9yFAkcMhf50CnxpFPszKAxIcWi7o0j+F+qEfxJM/yfVuifpY41huCeOIdYnmOTvwRRfN6ZHEkSmXVbmE2INssn+TWUog4Y8FUW+FAoc3an09KB3TiqV3ngqvY+Ww3Z1DzLFBiB/1AC8JrRaKQatBIsxjYgjld7ZKfQO9qDK0ZV++en0zk2lwP4Epb4k/MIF0Z5GfZacvnnpDChKo09BOtVhKTlOGQGnFqdLj92lx+lWE/CpyI2YyMmyEMmyEYrYyREmgDw/WTl+cvIC5OR6CYYshEMWcrOt5EaMVJV6qSx2kJdlxuFQ4bBl4HXJyQ8bqQpqxQvivHLBvFLPIsHzq1zO8goZiyvk/EOwdi5waMm3KakMCLduIy6dXKRregTGjlWAgtQ49BrMaoVY/K1alfhaOMJrofgLTcCmUYowkF2rwKGU4pGn4ZXFEMh8kgJVN8p0PejnSmSktwdDHY8xxPZvkd+br++OVxGD35iJzyY0ACVuQYTmEOIjjeQ4zWL4TFiYDDw2chxCM8gQjZwqTDEMsDzOlGB35ufEsjy3O2sr4niqLol1tcmsqRbCIZLEoJtZuTHMzo9lRm4cU7MTmZabwZRsKVNyZIwOpDLEHU9fSzdq9V0o03YhT9WFYlMipZYUKq0plBpiKDPEUWZOos6dQZ07nUprAj3dqQzwpTHEl8JQbyLDA4lMyJMwIhDPqGACE7KTmFsqY3pRBtNK5EwpUTO2SM2QHAV9glJ6+tKpdaZQ40ilyp5OhV2AeYRCr6DIIiPPJKHYLqfInkmRVUKtQ0p/n5IB/kyR8z8zV8KinEQWZwvTTg/G+LoyWFAIC0ZZ1ToWN+rZ0NPA9r5mNgl5A42ZbGvIZHW1jJnFGcyqUIkL39U9Vewa6WRxlZTVjVpW1KlYUiVjSZWUDQMN7Bnn4Ln5WTwzy8dLC8O8vjybN9fk8/aaIj5an8c32/L5ZmsBP+2v49vdlXy1tZif9lTz4+4Kzuyu5tyOan49UMuVozVcOVrIrRN5RD/qxZ/H/fx+0MKfO7X8tUvJH4d0/HHUxMOTTlrfDPLw3WxaPi6l5cMSWj6pJPp1I22f14un49x42i/PJ3plHh1XhEXsXKIXF9IuQC63NtBxfRWdAgz023JaLk0VmUGtP42l/cJM+H0l7dcW0frrXBGnF3z8z70Q4qttai4/46P5vVL+PGnlxmEpl3ZK+P3FCG0/TaDz5mp+O13GX6c8PPi0hG/2GUWK5533ih/9PJem0HRtPi2319J5YwFt12bTdGkKzYLg68pM2i7PpfPGStpubaL17kE6m1+Cv5+h87en6LyxVvQeavt1MtFLk2j9VTgTaTs/mhaBIvt1CW2fZtP2oR8+9dPysZ/Wzwvo+DSPto+yafsolzbhxv+mj7ZTXqIfZtP0cR5tnxXS8WEera8Hefiyl9aXHLSdsPPgqJWW57w0HXfT9IyH+0fdNJ3003zcRctROy1P23iwz8D9XVr+3qri7+1q/tys4t4uYSIw8Pt2A7+JsJ0AFTm5u8fKvf0u/trj4O4eN7/tEFLGHjWB65vt3Nru4retDq6u03Nti4GWd4v47biOr5Y/xo9rEzi3Xc1r8+I5OPbfbB/wT15cYGFEXleydP9NZUjg6ydR4E6hJKwQU7oyM7qTKYlDJ+mGK7MrOdoe5Csfp0z9BH2ssfTUPU6j4UlqzHF4M7tiTO9CrhD4lK+gV5Gg2k2h2NmdClcXMZi90ptAuTuRiqAUk6I7Cmm8SPsUGoDFoUWjkaLXpOG2S0W7hwEFafT1d6OXL5Z+OWnUCL5A1u4UOZMICbXCl0pDJJH+uQkMK02lX2EKFUEJYYcch0WF2arBYFFjsipxuDT4g2aCETv+iE18RrJdRLJ9ZGUHCITcZOf6CYSdBEI2crKdhPx6KgRIqNhBbsSM22vAbM4gFBB0BToKfSrqvBlMLFKxsEotOhovq5SzsCSd+RUZ/CPiMFEshLR4HjWCbMHUzShg8kpRB+A1KrGpZTj1GhHrF4q+cOv//4q/Taf+v01AWAabVXKsSik+TTpF1nQqnYn0dMcxMpjCUGFjbnuCvo6uNJgfp4/lcVHpWmPuRraiG255PHZNuqgS9llU+M0qsQFkC2ZzdjURu5Y8wXVUl0BI/SRlpke0ykmRGOYVJLC2OpNl+XHMzv43c/OfZFZuV2blJTBXxO4lTBKiDPMFJk0yQ3yxDPImUW/sTr2xB3XGHlTqulBt6E6FvjvV1gRq7CmPjjWJaks8tXbhmUClOYF6Zyo9vWlUGmPo501jZEjK+CwZUwuVjM9OZ1JeBiNDSUwolDG5SM2EPBVjsuUMi0jp60+i3hVLnTuRGmcKDW4pdS4Jjf5MegVVVDmllNszqPGoqHAqqPVpKLVKqLLLqHZk0s+vYGiWlgEhFcPCMiZFkliUJwT79GBBXhyTBJ+gYCJjC2TMrNOxuEHLxp569g5xsnOAid39tOzuo2JzbzVLG9QsatSyvEHJpkFqnhqgZXG1klUNerEBLK2VsaJBwfaRVt55qop3NpTz4uIsTs4L8NKiMG+uKeL9jeV8vauUB6eG8PO+Yr7dUcK3u0r5aku+uPw9K7ix7ijl/N4qLh2q4fYLDdx4rpi7L5fy1ws5NL+aRcsrfu49raPphJnoRyXcf6eAh6eCNL8Zov3jfNq/KKH5kwravm2k8+xgWr/uS+s3/Wk/Jyx5FxO9vZ6Om8vpEBawl1fQemUB0VuLaLsyh44rC+i4tpjWX8bTcXEs0Z/H0fzzWNp+HUvn9Sl0XptF+9XZdF6bwYOvGvnpgI6vNsv4Zoucq09buLxPw/lNEu6fdNL5SQnRb/px5zU/N59Rc26fgq82ZfLwVC4/7pJx4Wk3dz8bQPTqIlpurKD9+iLars6k7cpk2n4dQ8evk0HA868toPn6Sh7ceor2u3vpvLOX6I3VRK8soe3iAtp+FZhIQ4j+PIQOwXbi2hxaf+xD21cFdHyVR+snWUQ/DdD2oZOOD9zwYZDW931ic2j/Mp+WtzxET/vo+CBIyye5tHxbQ8eXlbSfCtF0wkHzsyaajhppOmKlRVAAP+Ok+aSXe886ib4aJnrCy/0DZu4fMHF3l4oHu7Tc36bi3jY1d7dquL/LyN+7jNzdZeK3LRr+2GHg7h4Lf+02i1PB7zuN3Nvn5LftVjFi8uomM5efMnNzi4Nbm2xcecrI5e0WWr4shTOCxUcP/tz7BGc2dOfEtH9xaPQTHB7xbz5Yb2NadTdKHY9RHoihNieFslAyxcE0cgMyjLokMqXxKGWJaDO641HFElR2J0cdQ56yG0XKJylWP0lE9gQeWXcs0i5UZ2XSMz+DulwJZaFUip1daQzF0SucSIldgIOSyHckoUx7nExJLBarGl/Qhs2lR6fNxKBNx2OXith+n+wEhuclMqJQwoDcVOp88VS4kiiyJ1LmT6MxN43e2bEMzItjSFEq1b4Eir1p5PjkhIN6XB49Tq8Rp8eA3aHDH3LgcJvFIh8MWQkGrTidRuwOE3aHGavDhE3Y0QYdRLKc5OYIhd9EaZ6V3LARv8+ExZSJ1y1ME8JCWEt1looh+UrmVWpZWi5jsVD8S9KZU5zGP7LddrIcRgrdJvLsWiIWwdJZR8Ciw62TExB0AGYtLqMWr0lQxunEQi80AaH4C8eilmHVPPpY4PZbFBkEdCmUuxKpsD9Bb08Xhni7MszflRHhHgwJ9KCX4wl62Z5ggKsbtbp/UqbpQq4uAYcsDltmMh6TMH0IP48ev0lJyCYnYkonRx1LuaULNfZuDPIJPveCx30MYwLdmRAQwt3jmSLg+SUpLCiXMT0vjen5GaIR2gBnLLWmrlQZu1Kq70qh9kkKtE9SbOhKubk7VbZYKi09qLPHUWeLod4WSx93Eo2OeBH77+VJo9GdTC9PAr1ciTQ4kqgxxzLQm8qYiMDmkTFJoHEWSJlepBApnwOC6fTyZFJuFqYFKcXGRGpcSfQNZzC+wkJfXwaDAkqGBjPp70un2pVOhUtCnVdG76CS/gKlK6Sml19NozOTfl4VgyMaBmapGZStY7AAAeUks7wyjU295CwsT2dcdiJj8yXMqjUwr6dZtIxdV6tiSy8dewaa2T/YzNERVvYMNbC8p5Q1g9Tsm2Bnxyg9q/spWNNLy8p6NasalCyry2SVIK4b62D/JBeHp3t4YXEury3J4/0N5by3qYL/bK3im13lXDlex3fbs/hqk3AifLs1i+82ZnNOgIAOlPLL4VKuHinj9rNF/PViEZ3fDqLlnUKaXwnQ/JKHB6866fhPHnzfh7avG2n6qIC2j8rpFMRT31TQ9HWlyKNv/2kwTd8OoeXscDovTRPtmTsEpszdfTTd2EzrTcH7Zyctt1bRcnU+0Ytz4PJsOs8NIfpTP1p+GkrnL8O4+1kxD7+thatT6Ph1ElydCueHEf2smjMHHLw4N56X5yfw3nIpV/c7uHFQze/PyLlyQMFPO6V8vCqGs1vU/LhezddrMvl8TQo/7lbQ9PVAuL2Izuvz4NoSuDqHzktT4dcpIsyE4FZ6eTbRKwtpu76Y9t/WEr2+ntbry2i6PIu2a4tpv75cZDC1nRssLqPbLsyiQ/h9f6yl7dsi2r4rIfp1Aa3/CdH+SZjmt5y0vuum6QMvTR8GiL4XpP0tD7ztpf2DLKLfNdL5XT2tgs3G8xb+flpL0xEjD/YbaT1iF6mg958x8vA5G+0veOG9EnEquLNTxW+bMniwW8vdrQp+fyqDu5uV3N2m489tOv7aaeL2Nh2/b9eJxf/uXjN/7TXx934bd/fauLnNyM1tFm5sfnSuCk1gk5MLa/Rc3ech+n0ZnPfT9m46N7c/xtfLH+PElH9xfEIXXpn5BN/vsTO98kmKLP+kKpxEY2E6PYvTKQknkONLwW1NJ0MSQ0Z6DIr0bhgk3XAr44jokwgpuhKQPka28kmy1d3wZD5BjiWRnvmZ9C7IoHeehCp/PA2BWIYUptEQjKHc3Y36SJo4ZSjTn0CS2h2bXYs/bMcTtGE2q9BrU3CYkikPyxlZmsGovDjGlUgYVZZBraAj8KZS6k2nIphCr7wU+ufHMzAvlr7ZKdQG0ijzS6jMV5EdVuILaPGHrHi9JhwOHQ6nEavdiMGkxO3W43HpMBpVGI0aLFYDWr0Km8uKy2fHH7QTidjIzbZRVeoR4aCAz4DNpsZmkZEV0lKYraYsW0ljtpzJZVoWVypZWiphTp6Q9ZHKPwJ2wyMHT6uOiHDbtpvIspnIdloI202EXBYCgvpXgF6cRsJWHQ6dEqNC9qgJaFU4dXKRMSToADSZEhSpcfg1SVS6Umn0xNHL9SR9XF3o43ySIb4ejArGMiErkVGheEaFBZ/6GPo4/k2l8Qkiii54lAm4dam49BkErQr8umSK7KmU22JpdMTQ29Wdfu4ejAonMyaSwMScJCblJjMpN4k5ZTIm56UwNiuVkVkS+rsTqLd0p1j1GMWaJynUdqFAgHc0T1BmjaHcGkOJ8UkqLd1o8CZS54ij0RVPT1cCvZ0JDPAm0d+bSKOlOwO9KQwOpdPPE08/j+CimkGdI5FhIQmTCxRMzBMWvFLmlimYUaoUqaDljhQqXTKKzBIqnHJqfSoqvDKqg2qqfHLqPFIG+qUsLlUzOZJCrTeDMo+Unn41I3M0TCrRPppCPAoa3JkMDGjo71cyKKJiaLaSCQXCLkHK/FIJi6rlTCxKYWReElMq1MxrsLKgr4PFvQw81VMtWsLuHahjd38d+wYbOTTGyktLcnh/ezUvrchi62gje8bbOTLVyf5xVjb2U7O8PpNlDZks7yVn3QAdm4daeWlhMR9vquP0ukI+3V3D59tr+HJnFd/uKuerzdlc2JXPzzsCfL3GxE/rnFzZmcO1w4VcPZrH78cFV8l8ml6M0PJmFi1vhWg9nUvbJ+U0f15G85fFRL8sFRkrAsWx+evetP3Qj/ZzfWg720jL1z1pEnzyBWHWmRF0/DqVzhvr6bj3LJ1NL9Dy19O0Cd4/916j9fd9tAkLz0szuP91f/5+P5/LLzi4/3kt907lcfWIgjtveuHX8XBtGnc+a+DcMQefb1LxznIpB0f/i1OLFRyblMiXm4yc36ni23XJvDI9jvdWq3lmajeOj4vhvUUq3p6TzIUDVjqEvcAPDXR8X0nbtzUgNIHr8+HCOP58v4a771XDudF0CJTSX2cRvTqL1stziF5aQPT6ElouCzuEubTfWEb79SW0/zKW1svT6byznU6BiXSuF+1na2g9V0v0TCVtP5bQ9k0eHf8JEn3XRfNpJ9GPQ7S97xXV0YIorPV1Jy2nvHR+mEfTa37uP2uh6ZiV+/t0tAkTwNMW7h8x8eCYiZbjFqLHLERPCxYRLpoPGmnaq+OvbXLubJVxd6uMpp1a7mxScWe7kVtbBRhIzx871NzaquTuXgP3D1lFOumfe81c26Tm2kY1V9druL5ey40NOq6vM3J5rY0rez1Evymm9Rsz0U8UXNjWlXdm/Q8nJv6bYxO78vKCJ/hxr4mFVU9QavpvKrwJNOTEMaQylbqCFPI8iYQd6WiUMUhTn0SW1h1Feiy6tB6i0Ztb+m98sscJaboS1D5Jvi2WhmwZA8pV9CnMpHckmRHZCYzNi2dkUTK9c+OoCXahT24SBa4kFOldUWXG43LpCOV4cPgsmG1a7GYpXmuamBcwslTCpJIEJpekMrYkk3JfIlmuJCKOJAodSfTMSqN/QTK9s3vQMyuJulAKdVnCAlpGtk+C368Tl8tWu0Ys3HpjJkaLEpNVg82hw+4w4HJbxQnA47VjsRuwOy24/E6y8kIEQnaRJVRc6KIg147XrcPh0qE3SAj5BAWykaocFTU5cvoVKphcpmRRSQarSjNYK7CAbBrBwln9iOOv0RC0WshyOgiaTQRNj3KAcx16MQMgx64XYSHhaywaubgP8FqNeC3CVCAXGUB6eQYGeRo+bQql9hRqHQnUOWJoELw1HAn0sscxxBsvRjGOiaQwuVDKjJI0ZhQLPPh0Bnt6UC3eyGOptCdQ4xIWsbFioMnwQJxY6EcHBfuD+Eec+oIMkYM/KieF/r4YGuzdqTV3o1z/JBWmbpQZu1Ks70KR/knKLDGUmLpTbOxBmTmWKlsiZaY4Kk09RBhKoHL2dMbR6IilrzuRYWEJgwLJDAkl098j3PQT6B9IoX8gnV7uJGqcyVTZEhjoS2Zy4aMGML1YxpIaLTNLFPTzp1HpklLhllFul4lQTkNIS1VARV2OmcYcE30iWvq4UxgfTGFUIIUGn4xiezo1zkz6ezPp6Uyg3JZMpSeTxoCcfkGZ6N46KCJjaETCxIJMseHMK5MzKTeV0XmpDIokMavBzOK+LpYNcLJ+kENUO2/vr2djby2bemvZOVDH02MtfLylik/3NfDqunyOL4hwYkGE9zeU8dbKYjYP0LGul4anBujYNNTI1mEmDk708ubyUj7aWMdHm8r4anc1X+6s5bvdNXy3vZQfthdybnsutw7ncG2XgytbrCIN8PYhJ3+86OfuS2EengzS9IKPBy97af6oXLR2jn4p3GyF3Nw+tH/fh3bBO+eHfrT+OIy2cyNp/3k4LT8JvjxD6Ph+KO1nhoo3+dZfxoiFsvPuYXjwAm1/HiH617O03T5Bx609dPy2ivarM7j9YTU3X/Zz5Vknn21S8M06KRe2JnP9uJ7WcyPg9jxuf1DBV/v0vLtKwvsrJXyyNpOftlv4cLWMM3s1PHw9wNltGt5ZIuOjDTaemZnCC/My+GSDiV+Pern+op+WzwWL6WJa3vVw80Uzt07l0fFtf5o+quPjjTK+Fork22W0fjNU5Pq3X58nOpZGL80h+utcURzWcWU2bZdn0X5rCdHLE2m5NJ7o9bnizxk914/Oy4Nov9CHzvN9aT/Xi+hPNXR+WUzrew5aTlvo+NBH29sW2k97aXrDw/3XrUTfcdFx2se9EzbuHTPS+oyNtiMWok/baDpioeWYlQeHTTw8bKTpkJ6/D6n5Y7+C1sNGmg8a+Gufgrv75DTv09O0S8P9HSru7tTx504jv21TcXu7nLv7dPyxW83DYzbaX8vi3hEbt7Zr+G2rnivrlFxbr+bqOgU31qm5uFLJzf1WOj/P5s/TafCllgvb4nhl3D85OvIJ9g5/nFdnP8H1AzZ29O1Cve1/qAnE0TO7KyMrE+hflEZFIOGRZbMzEaOqG1JJd9LT48lI6IIlrStBRSxhVRxBZVcKrULso5xcZxJhk5ABIGVgkYKJFRlMLU9iaG4PBuYlMrQwhb6ReMJGYQHcBb06FadDI+LxAlRjsWkx6tJwCRNAtoxhRalMLk9hbEEyg7OTybfHEXKnErAnUu6R0DsrneFlmfTJjac2EE/P7HQac9Opy8kU9xhBrxrP/0JANrtabAImsxK9UYHZosZgVGIW0BiPDafL8qgJ2IxY7Cb8IS+RHC++gInyUj8FuU7xZzVZFGh0ErwOJZW5ZhqKzFTnaWgsVDOyWMnsQikrSyTs6aflHwJ8Iyx4HXotZpUCq1qF22zEZzaIE4GwcBW8/4UjGMD5LTocWoXI9hG+zmXSYVHL0WamoZYki4ZwZmUGHmMmuTYpRbY0qjyZFFvSqPUo6et7BHcME2Ios1PFoj4unMiUnGTmlaSzukHNkgoZIz1dGR2MZXSoBxOyYpkQjGVydopojTxCyLL1xoiGaAPdsdSbn6DC+G9KDU9QZoohX9uNYmMMJeYYqpyJlJh7UGLqRrk5hnJTd6ptcdTYE6gy9aDaEkuloYtI8RwcSKGfK46+rngG+VPo701iSCSDgcE0+vqS6eNLotaVTI0ng2pnGgXGeEpMcfT3pTAxX8bMMjVzypQsrlIzW2gAAQnlLhkVLjnl9kzqvAoR4+8d0dIzx0jPHBMD880MDKvo40mnwZ4kNqRCUyI1Ngm93Jk0eDMotSVT5ZZSH8hkYI6UoTmZDM+RMU5oOvkSZhbLmF+uYVqhnDH5mUys1LFooJclA9ws6WtlTX8zWwaa2dDHyNreBjb1M7C9v5ojI42cmOnj4BQ7h2d5OTYnzBurinl3fSnvra/i6ckBdo1wcGCih4NT3OwabeLkvDDvP1XOhxuq+GxbDZ9tq+Tbfb35aX8D5/ZWcmFfJed3FvL7kVzuHY9w52k/f+wz0vSCi7uvOLn/ppemU16RldL6bjZNHxXRJDheflZK+1eVtH3TSNu3vej88VFAikCr5PZaEcuP/jKOlh+GE/1uKO1n//dcHE/rpVl0CAybG1toubGFttsH6PzzWTpvbKLzxnKil+fCxUn88XYpX27V8fyUbry/IJlzWxRcOmzlzNEAPz9XwN0PGmn+oi8/H/Pz1VY1Z7ZrOCu854COXw5KufOCmSsHDNx8PoeP1ht5ZlocH27Q8cEqKecO27h1Kp+HH9bS+k4+d1/xik3j7B41V59xcPNEiA9WpvHFeikP3hJUzAOInhlBVGAvCY1AEIsJU8Cl+XRenEX7L1PF6aDzqsBYGkHLhaG0ne1H65m+dFwaS+cVAfpaQPuVqbT/MpiO74TgGxdt75toPWWi5U0dHR94aP7AQ9OHdlresdP0ioXWlx20Pm+h9RkLrUcstAm8/0Mmmo8KLB49Dw8ZeXhAx4P9Ktqe1tJyWEvLczb+ei1C8+eN3DsZeaQWFqcCGbe3yPlzu9AMVNzZqeS3rVLu7FLSccLLwyNWbm9R8ftmLTfWKri6WsHFlZlcX6fi0ioJv+3XwBcRbr0Qz8NXE7n/nIzXJ/2bXX3/xYHR3Xl1dg9+3W3nuXGC6v1f9Az8NyOLH2dKbSoD8jNozJLQMy+DilAqud5kdMrupKd2F40oLZJ4gooEstXxIqpQ40ujxBVP2NQVn+ZJfLoY8h0J1AcTGFmcyqiSFIbmCXi+0AzSyDLGkZn2SAVss8jxujX4BXjFrsaoS8drl5Av2KyXpDOqKJX+kUQG5qQRMffAZ0shz59JXURGz0gyQ0skDChMpU+ulPpIOo15GdRnS0UIKcsrx+fWiEpjYdcgmM4JSmO9XobRoESvFxqBDpNZK9pQCEI0q80oTgHBiI/c/CChsE0Ui+Vm2bFZlOL3UanSsZtklERMlGXpKc/R0lhkYHChinG5EhaWSHiqJoN/mLUqTBolFp0Ko+Dno8rEYVDhtWgR4KGw00yuz0HYaSHbbROpmh6jCodOjlkpxaFXY1DK0Msz0csyMMszsColBOx6InYNOTYVeXYV2YLPj0VFvl5ChSlFXJyOyM4QC9aorAzGZ8uZkiNhQXE6SytTmRR6kgnhWMZHBBaN4IWfwBAhus3WQyzY5bonqLPGUGPuQaW5GyWGJykxdKNI340KYVnrTqPMFk+5oMIz9RChmhpLLDXmR6Ktnq4YerliqLM9SS9nN/p74xnoF1S8ifTzJ9PHm0offzq9A5lisa/1SKlwpIsNrdQlozagotyVSZVTwqCghEkFcqYXy5lbKmdptUC7UtLbl06hTUqFR0nPkI7hhVb6h+T09Enol6OnMaKnzq+mQXD1E3B/j2DclkidLVlk+fT3K6jzpFFlS6HRr6AxKGdEoYxxAouoUMWUMo34H3NOmZZZRWrGZGUwtkjFzJ42lg0PsnK4jyUDHKwd6GB1o4oNfXRsGmBhc38j2/sLzp16jk/xie6eh6YEODI9xAuLcji5IMDJeUFOzIlwamUJb60u5rVluby4KMLpdWXi0ved9SV8IkA/exv55kAvzh7pxdkD1Vw4UMmVg+Vc2ZPFzcNB7p0QqIZe2k6Fib6fR+dXxbR9XUjzF3k8+DBIy39CYphLy3/yaf+ygubPC2n+ppyWswNpFtgwtw/R8ffzRH/fTMvlqTSdG03r2XG0nRlNy4+D6PxlItELM0Tbho6Ls2i7PB/+2EX7n8/RfnM7HSLVcwkPvxvNT0f8vDwvmdfnS3hnkYSzO118st7AqwsyeHuJko/XaHljfjKvLkzh3ZWZ/LBJz/ktam4ft3DnJTvXjqq5dsTAd9uNfLxOx+cbTHy7xcI3G3ScP+zntzer+euNGn454ODrbRo+26Lj881aPlydyddbtHy9ScWHSxL58+Virjwf4cIzLpp+GkVUuPVfX0rblcW0XhQawBw6LkylU4C3Loym82fhdx5L69mBRH8ZJFpVCD5D7fefJvrXUzRfHU/bmTravwrR+oFVnALa3rXQ8amb6JceOr/xEf3QRdMrJlpfstAs+C8dNfD3HhUPD+i5t19PyzEbTU8LTB4jTQf0tBwy0PmMibYjGv46qhWdU7mzintvV/LbATv39+h5sFPGH1tl/L45k9/WpfH7RgnX1yTyx+Z0Hu5UiVPCHxtl3FydybWlGVxaJOHqajWXV2m4tFLK7b1K+CqL2ycy+Hnzv4i+IufTJbFsbvgvtg38N8/PiOXkjGSWVv2b+fUxbB6jYtdEI6OK4sgyPkmWsTslwr4uIhGbQKEnBZc2Hm16AtrUeFzSWIKZXcjX9aDSnUSB8TH6ReLoGRaCYLoSNiWSYxZ2lUk0hpIYnC8kgkkYkJOGXxuLWpaIUSvBIXD+/WqCbjluxyN83WOTkOsWviaZPqF4ypwx9MvJIMeeiEWbQLY7k+pgGgPy0hhSnM7Awgx650hpyJJSn5tBfY6M6iw5hX4Z2X6tuLz1eK1YbTocNi0GrQytVo5Wp0CnF4q6TmwEwmuTSYvZasDtc5CdFyAUspOT7SA7ZMOsl2Exq9GqJTjMCiIeDflBHTVlLmqLLfTMU4t6qVklMpEW/g+X0YhNp8Fp1OG1GsQAF4syA5dRhdeqx281EnY78NsthJ12sQkI1FChyAt0T6Og/pVnopPLRRqoSZqCW5VKoVtBkVtOiUdNlllGSPh+gu2DMgNzWiwuaQy5uhQqHBn08WfQ353B6CwVY8KpTCuSMDocL9obC8pagXFTYoihSN+DEqPwjKHUnECNM1WkYQpQkXCKjN0o0HelxBJHqTmOakscNdYYaq3d6OOOpY+rOwP9QqGPY5hgqxxJZVAoiX6BJPr4k6m2x9A7mE6jQMv0pFPuSKPCnUmZ8Hu4VJR6dBQ4FJT51fTKM9Mn30LvsIYhoQzGRQT7BgWLqtQsrRJolXIGBqXU+FTUB3X0CuvEpW1ffyZ9gjL65RhojOio9sio90ip9snEBfBAgU7qlzDYJ2WgV0Jvdzz9fRkMCGroG1AyMk/OqDw5owvVTK0wM6VYy5R8JbNKdEwt0zK+XM3SkUFWjg6yYWI2q4f6WNPHyta+JnYPtLBnuJ3dI5zsGGJj22ATe8daeHqah2dmhHl+ThYvLojwwnwfLy8K8/LCCC8vjvDGqjzeWlfEW+vKeGdDNa+vLuT0pmI+2lXFF3sb+G5/Iz893ZOzT9dz7lANFw5UcGl/ETePZPPbITetL0dofydP9MQXWDhtv46m9cd6ot/m0/R5hAef5okmZ53f9aXtm1pafqin5echIpNG4Md3/PUCHb/tpPWXWbT8KtyY5xL9dSZNZ4bT8sMQEGyff57Cg8/qaf22Jy2CbcNfz9N5/y06bmznzhfD+Xa/ky82a3l7USofr1JyZp+bb3ZH2DqsByfmyPlwtYn3lkh4ZXYCz8+QcmxSOm/OlfHjVivn95u4cdLOl1uSuHDAwAerpbwxX8KXT1n55Ck9n2928vZqK8/MkvH2CiOfbNDz5Q4dH29U8ubiDF6YlsA7i5L5fpOUb9am8+16JT/sMvL9MwGaL8yHW2vgxhK4LJxFtAu+Qj9PgLMTxdCZ6C8ziN7YSOvFabScH0JUsM3++xnaHjxH271dtN2YRfRCPzq+L6b5Iy8tH7jp/CJE+/c5NH+fS/O3IaKfu2k7baX1RSMtz+p5cEjN/YMaHhx6dOsXhF/CiR6z03TAQPtRMzxjpWm/inv7Mml7PUj0g3KanrHx4ICOpj1KmnfL+XuXlrs7tNzeKOXmU6n8sSWDe7sUPNyr4d5OFbfWZ3BpWSo3VmRydZmMMwsknFus4Mf5qVzdngkfefn7JS0/rO3Gtb3x/Lpbwa5+/2Jt9X9xdFQXXpqWysKy/4fFjTHsHGdlelkqlbYnyLF1o9Abi1/zT8KG7uTbEqnyplLmSSHLlo427Ul0Sf8iV59IviWVQmcK1e5ujMjuyqDQE9T5e1DiTSXflUGuLY2QXmgq3akKJFITTMWji0WvSEYnj8NtEminarJdEkyaRIz6NBymVPLdyQzKFzyAeuBW/ZvGLKEBpGHVpZLrUYhOocNKJAwXmkq+lPpw+qPCny2lKktKqS9NzA8QGEEupwqn24TVJtA4hUVzJlqNHLX2UQMwGpXodYIFhQqzWYveoMbjE5xDgwQCjyihuVlOjNoMNKp0TEY5drMCv0sIr9FRVuSiqsRBdY6GhkAGU4qVrK3V8Y8SIdnLqsWjlREQWD4GJR4hw9ekw281E7BZCDvshJ02gjbBJM4sLoJdGil2TSbazHT0ggpYIcemluNQSghqJRQYUym2ZFDqVhE2ZeI3CItiOSaFBL0s9VEDUaYRMaRR60yl1ppIhS6GOnMCvV0pIn6fp36CbFVXwsruFFpSKLalUGiKF6GXUmsSFY5kqh3J1LmTqLbFUGOPodYRQ7VNuPHH0NPRQ7zd93V3p6+rG/083RkaSmJYdppYSAWMvp/Aw/dnUulMp8KZRmNYKZqp9ckz0ivPSLlPQV2WUfQjKg8aKQvqqAppqQsK7zMxIEvDqKxMpuZnMqdEztwSGcsqBc6tjlE5CvqH1fQKCX90FY1+OX3CahH375droneWgZ4BBf2DAr3zkQ5AaAADPQlikMuIcApTS9IZn5dJP08Gg4IKhmdlMDJXyqgCBSNzFYzJUTAuR8a0Ei0za/TM7WdlzbgwT03MZvP4bJ4aHWb9QAdb+5k4MMzK89N8HJvkYd8IBzsGGzk6xcGx6XaenxHkxflBXlooCLz8vLY0i9eX5fPasjzeWJnPqbXFvLGmlLc3VnN6UwUfbCvjy701fLu/J98e7MePR3px6fne/PJ0LddP9uW35+tofb2WP58L89cLHpoF18qLE+HeJvhrA53XJtF5robmrwpo+1nA/fvS8nEZrZ+X0vpdDa2CqZtgmHZlKR03N9J+eTltP8+m+ef5NP2yRBRWPRT9c0Zz9dUS/vq4F+f2abjzsksUaXF3Fx13j9B5YzUt3wzm9gtZXD3i5OwOE5+tUfP5FhtPDerKksYn2TE6haOT0jg5LYavNht5aY6cg+MzeWWBjRMzFTw7I4Vv9zn5dq+Fj9bI+Xi9ltOLFZyckcLh6amsH5rE8v4JrBoYxytLzLy72shLC+J5b20qX25S8uGiFN6Z3Y1Pl8XwyaIevDXjCc7vMdJ5ZpAYYC8siqNnhogmdh3nhtN5ZaJIWe08O57On4cSvTSF9hvraP5pHG0/9Sd6cSwdf66no+kQnX9toP3iODrP9yH6fREtnwWJfh6m7csILT/3peM3wd56CK1fZ9HxkYPoaxaiL5ppO2Gm+RkjzcfMNB81izsBAQYSnq1HzUSfMdH+jJnWI2aaD6h5+LReXBJHD+toOWriwWEdD/cLi2AVd3do+HO7glsbJfy5TcbdnUr+3il8XsWNNRIuL0vj6jIpN1erOLcwjZ8XSTm3KI1rO+Xwros/npPy9Yon+XzhE9w6rOHNmV3YUPlfbG18jJempHNkdALzyv6bMZH/YVjkCQblxjGgMFk8ffJSqQ2lUuoSCn0Psg1dyTbHETDEYst8HEvGvwlZUykOyAnr/02t898My4qnTzCREmc8ufZ48lxJZDtT8ZuT8Opj8BvicGhjMavjcBuS8BliKPamUOJLw2VIwmmR/t8GMLxYSpGjBxZVFxpzFGTZ07EbJOT7BV1VPMNL0xhalMrAAik1oTQqw1JKghLKglIqQxIxPyDXm47XKcPrt+D22cQpwG43YLEa0RnU6A0q9AY5Wq0MtSpTbAhmi55ASFAIh/D5bQT8ZiJBqzixCNYVVosch1WJ360XT16OjbJiBxV5BupztYwqVLOkUsc/xuXrGRJR0SegpMSSToEQdGDKFMPe/WYdIYeZiNuOX9gJ2I1kOwRhlkHMCvab1WIOsEklwyIogqXJOJXpRPRS8vRp5BolZJtlhM1yvIZMnHopVk0GRlU6emkSVnmq+J5Gdxo93SmU6mMp0iaRJetBvi6OHI0gEkug0JhEuV1g1MTTGJBS6Uim3BpPnVuYDgQhVqxottbb3Y0+rq4MFDj+wQQGhhIYFIqnrydGhHYGCr772XJRfNUYyKTeJ6fKLaMhqKXWp6ZvjpmBRTYGFtsZUupkYImd/sU2hlS6GVTmpCaspS6ioz6kpm9EQ8+gAPNIxcD1SVmpLKwQ/qhqUXK9rN7E9AoLg7LU1HulIszTL0tDn6CcPiEFfbP1NIbU9AurGChghYKRlE9Kv0AGg8OpDM/NYHqVUoRl1g5yMKPGwsw6G3PqLUytUDO9Vs+ogkzG5MsZVyBnSpmKOT0NrB0bYNOkMDun5LBrfISdk7PYMsrN1gFGjoxxidkKz091cXysg2Ojzbw6x85bS728Pi/CR08V8fOJfny0pYjXlkZ4Z3Up7whFf00hb6wo4NTqMk5vqOKj7dV8srWCT9YLPP9avj/Yn3OHe3L92UauHKvm7huDuHW0iFsHAzSfKqPl/QKav62m8/ZMeLiVzoc74c+FtJ9ppOPbElq/qaLlq2qavyij5XPhlNP6eQWdwhL4zDAx2avt0hQR4um8tpzmXxfSdG4aHRem0Pb9cC6eDHLzpIcre3Rc2ivjzqkQ97/tR/NPA7j3RQ1/vpNP84f5XH/WwNmdSj5ZKef1BTK2D4/hwBQFO8dI2DIkgeemx/HTXj0vzYlh75h4vtpbxZHpOnaOlfHUoFheWKDi4w12npsh4aVZKRybKhT9HiwbkMym8XpWDExj/YAEdgztwZvLMvjj9Qh/v+Tm+3WJnNkk4bt16Xy8MI735sfy01YZ998OE/1hIJwdypWTbu69V8TZZz3c+KCKzotj4cJI2s73p+3XIbQJzVDIJfhBSBHrS+vlkXT8voiOS1OI/tiT1m/Lafk6iwefuIh+FaT1uyw6bk6Bh9vo/H0+zV9l0f6hlY5TNppOGoi+Yqf5WTMtz9l5eMxC23E77c86aH3GSvRZG23PmWg6pufvPUru75bRIrznWYEVpKLpWSvNJ508PKzj791CoVeLjeDWJinX16Xw11YFf29VcmuthBurMri2LJ1ry6TcWCHn2nIp5+cl8OvSZG7tlBF9zciNQ7GcWxfDm6Me48yaFM5vyWBP/X+xpfa/OTDw//DW9K4cGPw/rGn8JzMr/pvZ9d2YXhvP9JpkZjZIGV6UwuAiCf0KhWjGNIpcsYQNXQjqumKVPS46cRYEFHh0T5JtepxKexfy9P8i39adMn+SGOpe6E8lYE0kZE8nYE4m4kjDZ4rDq+1KoUAMyUmnLpJKliMFp0mAhVIpDWTQPzuJHEt3dJlPUhnMIGxNw2nKINcjpS4Yx8RamQgr9c5KoSE3k9p8NUUhObluQdEsfI9kysIZYkJYMGjC5THjdttxuCzozVp0Jg16o9AAlBgMSowGtcgIMgs2PT4n4Ww/gaCLcMhBJGTHrH8kVDMbpdjMclw2NXarSoyxzI7oqSyyiqZ0Qwp1zCrT84/puemi5e/SBjszy4xMq7AxLE9Pg09BoSWdMo+WLKuCoDGTHJuaUp+FAreRiE1LttMowkECZGRTZeBQSQgYZESMAmyiocCpImgUguFluPUZ2DVpWDXp2AQ5tSQBe0YypdZMenlTxGVssSGJPG2a2Dzy9PEU6OOocWTQ4JTQz5vEoHAivQX/bU8CfbwCTp9IX28CfTwxDIkkMiQUx6BAHMPDSQzwJ9AvlE5vfypVtjhxyhCw/GpXBpVuGWXuTErdmaLldM9cI31z9AwtdjC6ys2YareYNTC83MqYGg9jqj2Mq/UzusrLoCIrvcJKRhSZGJCtpZ9fyshAGjPzpSwoVbC0UsmKasEx08ikYgN9gkp6hVT0DGSKJm1j8pUMjUjFyUNw6uwdFnYAGfT1SxkYUtInJGd4kZrRpWpm1KvZMcHGupF21o/LZuOEXNaNDbNqmJvNE7JYMyrAlCoVM2t1zKzWsKSflc0Tg2yf4OXI1BAnp4d4aY6XZyYbOT7OwnOT/DwzxcvzM7w8P9HFS5PtvLvUyZVjdXy0Ko+vd1XT9MUCvj/Ui7dW5fPWynxeXxzk7RVhPlpfwn82VPHxlhr+s7mCd5dn8+4CDz9sKuDbbYWc2VnAzztz+Xl3HpeOlHJ5b5DfDrh48Go+D97NJ3qmls7bo4n+vZj2v1fTeWsmLd830PpFEVGB+vltFdHvBUbLEFq+6UXbN/V0ftVIx0+Dab88mqZfRtL8yzg6rk2n6cJ4Wn8eR+u3gzh/wscvz1u4/aKd35/x8OcJN2f2Z9D0QYD7pwzcelbBX6/buHvays0XFfz2rI4fNig5MaEbJ2cmcWKulP2TM1k3MIGDE7ty8ZiGX47IeWVRAi8sVHN4mpItoxSs6JPCkRk6XlxkZMeoZD5Yb+SN5Uo2jUzhwEwdmydoWNCYxIqGWPaOTOHVxelcO+Hk7gk7N49qObMtg/cXxPH6jHhenhHD7895ubxHxh+vZvHXG/ncOGTnp21WXpsv5ezhIJdf8NP8XR3tV4bSLrB+zvam8+dBtH/fm/Yf62j7qYaOs/2I/tCT9m/LaPkyj6bPArR95af1Szet3/lp/7U//Cawi4bT9oUgDNMRfd1M84sm2l6y0f6Km7YX3URPuoiecImFPyraQhtoedZA20kzLU9raNotoUXYDRwWJgIVLc+buXfcQNMxHS0ChLTPwN2dGq6tTePGunRurE7l9jopt1ZLuLw4mcuLkrm6JI3rSyVcX5TO5fkJXF4cy81NaXS8quXeM4n8tOxJXhv8L14d9U8ubJLy5tguvDImls+XyPlpnYIvlkt5Z6GCZ2YoWT0omXn1ccyvS2ZufTLT61OYUpvO2Mo0hpSmMlDg40eSyLd0w69+Er8hngKflGKh2AZiKA/EkytASO5YqkKpVPmTqQykUehNoTQipcgv6ACSKHYmisreGn+syOQZViqjwJmAx5SCyywU8HQG5qaRa41Dm9mN8kCmOG24zRniv9cnJ5GJ1RkMK0ymIRRPQ75gYSEh7Mwg4pSQKwjGvAlUCdCRNxW/S47XZ8HusqK36FDqFCg0UjR6BTqxAQhLYoO4C7A7zSILKJzlxxdw4nabCAUd2AXmkE4iLq6tZjlWk1K0shCagMeloDjXREm2kT75RsaX6PlHiT6eBmc6I7O1zCq3s6DSxvxyI7OL1Mwp1jK7WMfccgMTCvXUBXTkCc3AICVXUOdaNGJ6mADl2OUpeNTpBHRSIkYZJXYFBTYVAZ1chJe8ehlWVRo6WRIWreAimo5DmUqhNYVevnjq7EkUC4Vfl0aZI4NSRxLlogI3mQEeKaOyUphSmMrYbCH+MJZR2WmMFRbIeZkMy5XRL5RGL38yvQSKZkBKY1BJlVsh+uYUmlPFU+rMoDqgoCFbR6kgzvLJqfArGVhkZUyVgwm1LkaWmZlY52ZctZ1xVXYm1roZV+VkQrWX8dVextV4GZivp19EQU9fJn18GeIEMLdEyeIKNcsFt71aJUurFKKhW6+ggkH5BgZmKxmek8nkUjUTi1UMz1EwMFtNv2whwEEpZjKPLTQwosTI2EoTo0q1TK3RsXyIkTWjHKwd7WHTxDCbp2Sza3oem8cFeGqMjyWDLCzoY2RJHxsLexrZNNLNkWle3pjn5eymXC5vdXB7t51Lmz28NtXM89P9HJse4unJfk7MCPHmkhAfrsvm43VFfLShjPfWFfHuuiLeWVvM2ytz+HBNhE/Xh/lweZA353r4YEUOby/x89Y8F58u83BxV4SrB4Jc2uvnzBYfP22P8M0mHxd2+vj7WJCHz3loed1PxxdldF4ZSvSaYM08jrZzA2n5to7mbxrEGMiW7wfSfnYY0asLiV6eRKvQHIQc3R8H03ZmhOh3E708g7aLk2m7OoOWXyZx7Y0Qd98JcvM1B3+eCnLzOTvfbMngjUVPcvWoiZv71PyyOYH7L+q484qGltM2ml62c26jlM9Xyvh6s45XF2WwbnAs83v3YNPwx/h6WzKXDqbyw54MrgjMnfUmDkySsG+qlPVD41jc2JVdE5W8vdrMO+tV/PxSGSdWuFnSL5V5tV15bYWD15dbOTIlju926LiwS8vZ3SreXhTPS1OTeHFmOs9PT+bN+Sl8vCaNH/eZeH9Rd67v0PDjCgkvT4nnl0NZfLFJydnnXLRfnSjmArT/2AA/CtTYWjp/7kX0+xqiX1cS/baUjm9yaf7ER/MnXlo/d9P6uYO2L5x0fJNF+1cFtHwcouN9G22v64m+YiL6mp2ONzy0vuig7aSDFiEP4JiZ9uNWWg7raDumo+1ZHe3PG4g+Y+T+nkwe7JXRekhN+xEtbScs3Duu5d7Tapr2q7m3X8ffR8zc2ibj1qZMrq5K49rqDK6vlHBteRq/LEzg7NweXF6azKX5cfy2NIlri4UpII6/9iXDi1KubOzBuTWJnHkqlbObZXy9UsWzw5NYWhzDhEgMo4PdGBOKYUhQ0OrEU23uQYO5C/28XZhUncacunTm1KYzuTqdkWUS+uen0DcnhRpvnGjuVhNJpSEn8RHXPyeZsK0rxULhF3Z/3nj65UrplSMXw2GEfICKQA8GFqYwtDCZ3pEeDC0W4J40qgNJeAxxuM0pFPnSGVIopcQtOCB3o8wvJcsuwWlMJt+dKrJ/JlSmMSw/kYZwHA35aRT4M/AKNjYeFQW+TEoDgvW0hPJQGhF3BgGfEaNVj1yrQK2Xo9HJUIiwjzAFqDAYBWqoBqfbhi/gJhDyEAh78HjNhCMu7DYtKkUSJkMGTrsak1GNSa/CJOxfrTJyQ3p8dil5HhkNOTr+EVSnkGfOoMImY2DYwABPJoNcqYwNZjA+lMHkiISF5VrmVFrpE9aTZ84koEsnZFHjE2AgkwK3KoWwMZMsoxyvWkKOWUaxI5NsYwY+tQybTIJbLQTBZGLXKTCqBGfQVNxagSaZzui8DAb6JJTqkyizCovXZKo9SeLNvcGeyGCPIPJKFxWvQrLVmNx0xhUoGVesY2iukj4RGY0hORXudMpcEkocUiq8aip9Bso8Osp9QtSlliKnnDKvQhRh1Ye1NITVDCgwM7zUzogyK+OrnYytsDGxxsHURg/TenqZXO9mSr2XKQ1+pjQGmFDnZUCeXlToNvjk9PRmMDZHIS6A5xXLWVyayZoaGWsa1Myt0DEoKGVonobBeWoGRIQpQCrCUAMjSgbn6Riar2VojpzJpUYmFmkZU6phdLmW0cUaxpfqWDTYy8phbjaM8bJpvJ/t0/LYN62YXZOy2TElwtbJQdaOcLFpVJgNQ4WYRjfPT7Xy/UYf954OcfewnegJD/ePuPhmmZ0XJ5p5bqqL56a5eWFWiJcXhnhjeVgs/u+vL+ODjZW8u76ct1aVcHpFPp+uz+a7TVmcnmPk9EwLp2YaeHOGkg9mKzmzzsStYwEeflpP88f13D6ey+XdIS5s93F9j497LxbS8WlP2t6I0PFhAZ3fN9D+Uy8eflFF69d1NH1ZS/PXQqTiYKKCSvfCGNqvLKD1wmjafu5H9Lwg9BpHy49DQYBErk6h7fxIoldn0n59Pk1fNXL//RwuHddzZr+CbzZJ+c/KND5ao+D4xB68Nz+dX3YquXk0kzsvKvn7FRN/Pafj1mEFl/ar+X5bJi/NSWR5764s7h/HO2tN3Dpq5tq+FK4ckXDxkIKvNggNJYXn5qWwe3IqW8er2T/DystLDHy8xcrXh3PYMVnByv4x7BiTxMEZKjaNSee5eTo+fcrJ6/MyODEnUZw0tgyOY0Wf7izv25W9Y+M5OTOO1xbF8MXqeG7tknFzl5rvtuj4ZIOB91bI+OFIiAfn5xL9bY0oeot+V077jxU0CeKprwpo/zSHdsH64dMsWj8K0vS+g5aP7LQL530T7R9YiH5oofktPc0nNTQ/r6X1JTMdrzlof9UFr3lpfd4hmu61HDXT9rSJ1iMakf7Z9rQgEtPwYFc6LQcUtBxS82CfiuhBI62HNTw4rODvfQrubBeeOh48IwT5GPhjq4Lf1su4sUrKlcUpXFqYwKVF8VxcHMeVZYn8viaDq4tiuLTwcX7flMiDQ2m0HlVyY2Mm3y3J5KVxMawr/z8sy/8XE9z/RaX8vwkmP0ZOZneyM7sRzOhKWJFItjKBbPmThNL/m1zFP+ll78pYIb60RsW0agkTS+MZX5HCgIJk6gXMvyCV/oXxDC5OpDEnhTxHD4q98VSHBJFWKv1yUhlYqKAxN5OacAo9I7GMK09mTHEcA7K7MrQojuHFifTMTiFkiceujydijWNgTiolriS0GV3ItSRR6FPgMic92g+UpDO2JImBWTE0RGKoz0slx5tOxKMnx6sj15NJdZZUnFaE5XOWLYGAW4vDY0dj0qEUbv9aKRqdArVG/gj7F6mgJlEL4PG78IU8eAMOMasgELRjMqvRqFMxm6TirV+tkqERjDn1Sqz6DAIOBdl+HTk+FaURDf/w69IJapMJCdi7PpVsbTKlQkOwpFNlz6BRsCTwSOjlTKHMmESBKYOQPpNsu4GAkOVrE6AeLblWuXhChgwiJimFTmFSyMAql2CRSzFlpOFQyTDLJJhkEhzqTFxKYVGczKjsDHrbk2iwp9JTsEkIJNLTE0eNpRu9XEmMCEsYFUlnRI6UQTlChrGagdlC7KGBGq/AoJHSmKWhd66RUlcG5W4Z1X4V1QE15T4lJR4lVSEDJW4VJS4llX4NNT41vcIaxpTaGVNqY2SpjVFlDsZWO5nU4GZGbx/Te3mZ2uhmUoOLcUIcZaOfifV+RpY5/v+L3KCCkWEps4sULKkQ7FZlrBZCmOt1ouXz6OxMhuYqGJijon+eln45aobk6xmU+6j4jyhQMqVcy9w6C7OqTUyt0DGhRMOMajsTS81Mb3CyeliAHRPDbJ8QZPf0fLaNy2L/1Hx2T8tm76x8to7LYmlPC7vGZnN0Woj3lrrFoJW25/10ft4PvuxL0yu5nN/g4Z1pZt6aaeX1WRbeXhjirSU5vLEkm483lnF6bRGn15Xy9uoS3llZzOkl2bw938nbswy8M1PP+3OMfLLYzJlNbs6s0vL7Hid3nvXBLyPg6kTuvZjP9d0ubu11cWuPlT+fz+KvU+X8fVKYAgLwSTntn5bR9mkJ7cLt/of+Iue/5esaOn4ZQosA6whOnWeG0HxmAO1XJ8GvI4l+00Dz55W0/9CLTiEG8pdJcHv5o4ZwZiz3Pqjm1nNmPloUw/vzYjk1O46dA/+bg6Of4ONVUi4dMok0zgt7Mom+4eb2USk/7xEKvI1XF8pYNSCeOfXdODYhiR/XpnP3uIFbxzTcOmbm4h4tP+1U895qKc/PV7B2WDITS//FjvEZvLHUwtahiSzu9QS7JsRzao2Nxb16MK3in+wcq2DXSDmr+sWwZlgcm0ensrRXLLNqurFmWCrHZ8t5fU48n67uzp1jch4+I+fnp2L49ZCBX5+L8M3+MG3nptN+fRXc3ymmj7V9U07bl7m0fBah9TMfHf/x0fmfEG0ChfarXjR9lEPre04637YTfd0g6gHa3tbT8pqK9hMGos+baD5hoPkFEx2ve4i+7KHleQdNxwR/f8EWQkXzASXRw2raDmlpO6yhaWcabftlPNyn5N4eNdEjRpr2yHiwR8pvm1P5Y6tSLPo3N6RxdU0yfwhsoFVpXF+RwuVF8VxdnMiNZUlcXxbPxQXd+GVBF26ujqV5Xwadzxr5ZW0yr434N7vK/8Vi//9hquv/MNr6T0bbe9BX/yQlsscolHejVJdAjqIbIVkXslRxZKtjiai64Zd2wS/pQUTahXxtD0rM3RiWE8+c2lSmViQwrCiRgYVJDC1JYXS1lKFl6fTNk1DujhcD4KsD8TRmJ9EYTqBXVhL14XgaIgn0z45jnJBLUJ7E6JJ4hhb0YFBeDL1zhdt9Ml5TAmFbHI3BRCq9aeilXURaaZHQAHRxlPpSGFUhYXBuLANykuibm0xFKI6wK4WgW01uQE9RUENFKJOaQBK1gQRy7Qn4nEo8PgdGuxmFWioKwXQGFTqBbm/UoNEqxKfRrBN3AEEBAgo+agDCEtls0aBSp2ExyzEblCjkUrQqBRajBrddg8+hwu/UEHErqcjR8g+3LhOvMoGwJgGvOhlrRjw+eRJhVTJBXTpZ5kxKrWnUmuIo1yeQq00lYlQREWwibAZxKVzkNpJvlZNtlhARwpKNMkImOWZZMtqMFHQyQSSWgEMjNIJk3AopbkUGHlU6ZU4Z/QOpoqtnL1cqg30JjM5OZlgwlp7OGBpdEvr55fQKCLh9uqiirXDLKXPKKfc+KvD1YR09s7T0ydVR65fS4JOKhblXlprakJIKn0LE+8s8Msq9wscaKn0aGgWr1AIzY4uMjCwyM6TYzMgqB5N7+ZjS6GRGLzeT6uxMqLcxpZebsVV2pjf4GVfupDGkpTGiZVC+mgmFggePRmT/LKnKZEWtiuV1ZmaUGcXbvjABDMnXMThfz/ASMyOKDAzNVzMsT8H4Ui2ze9qZ29PC4j42lve2saDGzNxqB5PLLMzp6WLtiAAHZ+SzZ2oWu6fnsHNKFvun53Fodj47puaxfmiYZQ12No/ycWx2iE9XCja+ftpOhuDcRLg0jbZP+/D9Rg9vTjPy1lwn320r4atNpby9KJc3F+XxysIwry3P55Wlubw0z8+7S0KcmuPg1Sl6Ts0w8d48G58udfDFSjsXd0e4sNnNtc027ux1cP+lCA/fKOCPoz5uHXTx12Envx8wceeYnbvHbDwUXCefd9B5uoD29wvp+Kyc1i8EOGMQ0e8H0SoErNxcSMuv82j7eTqcHUvbj4NoujCEu+9kc/sZC99ukvDHqVz+Pl3I1Tcr6PxtAffPDYO/t9B5aT43nlbz01NxXN6VztnNiXy9LpGvN6Xz9KjHeWeBno/XaHh7UQI3jlg4tymNj5ck8/zEWLYNj2X5oCQmV3Rh84BufL1ew3dbVXwsqH93uPl0lZxzBwycXp7OO6tMbB6ewKK+SawZKmH/OCUHxmVyeqOHE4uU7B2XzOo+XTg8OZ21/WKY25DK9PoExlU+yey6buydoGXtwES2DevBx+vUnNsh44/DKTS/JOXu8RT+2JvErztTuPNOKe1nxnP/q/5igteDr3vS/FklnWcaiX4cgU/DtIvFP0zrhz4e/qcALs2i+ctGHr5uo/OUndY3HbS/4yL6upHm5xVEnzcSPWGm41Unra86aHtdcAT10HrSJUJAzUeNNB/R8HC/graDGtqPCMVezcPdmbTsVdC8W0HzPiUth5S0HJRxb7eUP7ZLub1Fxg1h2bs2jVsb0vl9k5TfN0i4uSaJ6ysT+GNNOrdXJnN7ZQI3V3Tjr63xcNLE77tUvD46huWR/8MM938xxvZPBpv+h6HOLgy296BR/yQN+q7UqrtQqekqmi4W62LIUwnswFiylT0Iy7sTUcURkMUQVsTjl8dhTXscX+bj1DtjmVAkYVJpMmOL45lYncboihQGFSYxrCiDam/CIyFZVhrVQhRkMI6+ObEMLohlQF6MWLiHZ8cxPDeBUYVxjC6JY2hRoggtCSHywsI4aImjwpNAVUCCQfokDk0cxX4lblU3KgKpDChKpDrYg8asdPrkplDuTyDoSCTgkZMb0pLnV1IaVFDlS6Xen0SRJw23TYrPb8blc2CyGkS6pwD/CBOAcIQG8GgaUOF0mkX83xOwY3cJeQWCoZwGlSoNk6Ag1qtRSNNRyCSoVBlYrYLgzCDaRQRcSkojOv7h08vJ0aeJZmXlVhk5qjSyZHFU2TPxq+LxaVKosmUyUCigxiSytemEDGoCFgM+i56gWUuOWUO2wBwypInwkF8nxSZLQpnUHW1GMgZ5uoj5ewxyfDoFWUYdAY0MmzSRMpuEkaE0qo3dRTrksIiM3vY4+rsTqXelkKVLotAqo8ihImKWUOJRUBPQUuXTUiY0gICG+rCexrCW+rCShrCcAVlqBufoxIjICpeMKr+WSr9aFG/V+RUii6c2pBE/7hVRM7LESr+ImgH5RgYWmRheYmFijZMJVXbGVToYX+VgRp2D2cKitaeBefUWhuUb6BVU0z8sZ2qpmoXlKtbUa1ldL+D/UpbXqJlarGKAYNlQoGdogSAE0zOuwsr4cgNji5XMbbSxqLed2fUG5vcysLiPhi0jbWwYZGdpLzvzetpZOdzLlokhdkyKsGtyNrum5bJ7Rj67pmWzf04+T03ws2KwkxX9rGwd5+fAtBAfL/Fxd7dHlOLffSFE+2d9uPd2Ax+scPCicPtf5Of6KyM4c7APr87P4vWlhbyxvIBX5kd4c0GYN+Y4eHOmntOzDbw1S8t78y38Z6mDT5c5+Hq1i+9WOzi7wcXVzXZ+227h5n4bvx+yc/uQgwfPh4iejND0nJum5120nnDTLCwZX43Q9mYuHR8W0vqfUqLf9qH52wG0/jiCjotL4K/DdP6xj9bzQjziGJrPDOH6x1Vcf87D+U1qPl8i4fxeO59t1PD5VgO33ijg1msB/vqonlunBNtmE79u7Urbq1L+fi6e24djOb89jo+Wy9k1KJ7DE9M5OCGBF2Yk8v6SNF6dHsPx8Y/x4uxkDk3NYM9kOcdmZPDWEjWHJ6VwaEIqz82Q8trCDE6vy2DP2O7sHSNl89B0VvRL5eAMEycXWjk5V8X5I2H+s17OO8skfLhGzYerFOwek8pMoQE0JDCnVxKrBmaydoCE9QPS2D6wG+8vTuHXPek8eElG9Jty2i8M4uGbRi7uTeTHfUrRk+jCfi0P3/Jx/Zicy0+rePhJqWj3LPj9tJx2ig0g+pHgCBoi+mkZre8EaH/DQesbNlrfddD5jp3OVw1EXzDQ+pKV1ldstL5i5+FLdtpe8dH8vJPW41banjHSdtxA6/NG0Y314Qt2Hj6j5eFBOS0HVbQd0HJvm5S2A+pHDUBoDkf1PNyv4842pbjwFc7NDenc2JAuNoI7GyX8tS6NW8Ltf3EMt1Y8SdOhVNqfN/HTyjQONv4/LAj+/xhv/x9GOJ6kv7U7jcYe1OpjKFP8m0rV49RrutJbH0u1YPGc+QSl+mSKBY69Mpk8TSrZyiQK9GlkqxLJUSQRlqfgU6TgUybil3ajRNedYbnJTKiKZ0J1D6bVJzK9LonxFUn0yYmld34K/XPS6R9KZWgknpk1KUytiGFofiwjSjPpG06kbziBYQU9GF3WlZGlcQwtTKPMnYJHH0/ALATBJ1IbysQqJIdJ48h2KfCou4me/w1ZqQQNT1DiS6F3XgYFjgS8liS8LhkFWQayPJmErUkUOxLoHU4TG4DPKSOS5RCLusAA0uiUYtFXqjL/7xE+djgtoj2EwABy+6w4PWbRU8hiU6BQpmAUFsdqOTJJKpL0ZFQqKXqDAo/PTHaWg5BPS45PyT/82nQKzOmUGoQ/bgqlxgwqDSn0dmdSZE4h1yyh0ppJH1cmNY5McvQSvGopQYuOLKeJiFVoAGrC+nRCulQiJhlejQSPOgVLZjImWToWlRSDPBW7WoJLmUHEqCGsV2LPTKDCmsKMnFTGCQpcR3cGeRIZkaVgZJaKGmeG2ICCZgUhi4Ysm4oS96MGUBs0UB00UJdlotKrpNorFHYVvbLV9A2rRNFVjaDU9WioChioCeqoF6iYERUTa70MKbHQGFExqNhM31wNvSJy+ucbGFriYEyVl7HVDsbX2ZhY72BypYHVvTS8NsvMGwucrB+oZ1Kxmn5+GQMDMtEGYkGFiuVVClbWKlhZI2dVjYopRXKG5asYnKtgqGAHXaJjdJGS2Y0W5tTqWDvExbohLlb0t7JqoJXVgj/PrACHpgXZOjbIzun5bJ7iZ/+8XA7OLWL7pFx2TM1h57Rsdk6NsGdGFrtmR9gxPcyWcR62jveycaSLU/PCXNjg4/puJ1d22Tmz2c17ix2cnOnmxfkRXlsa4p21Ed5dncMrC7M4OsPLM3P9vCicaXbeWeDi/QVW8cb/yRILX6328vlqLz9tyeGbdX6+W+fmwlYPv+8LcWd/gHvPZfPwRISmEyFaXwzTetIP75cQfT3Mg6MWmk4Ivv45PDyVR/t/Smn9pFqkP7adG0rb+RG0X5wLd3bR/tsWWgT178UZdN5dR6dgAfF5fy7ud/D+nAS+fUrHW0szOT61B+8uSePHrSq+fSqVHzYl8fuzCu6/kkn0rWTaXu1O+6vJXNrbhU9XJbF/eDe2Du7GS3MzeXrsv3l9dg9OLYjhi6dSOLNNzul5ibw0J41nZyazdXg3VvRPZEX/ZDYMl3BgupoTy03sm2Vkbm0CC2oTeWpIKgt7Psb28Qn8Z5OJs/vs3HjazYWdas5slfPBUgkHJkpZPVzOxrFKNo3VsnOCmWWN8WwYmM4r8/X8vMvC70c13H9NBzcnwt8Laf7YxdmtMXy6Oo6z+7X8vEXJ5Z0KbhzM5Lfn1Nx5083Nk0Z+PSDn+62Z3HnZQfv7Adrf89P2touO1210vGal9U0r7R94iQrPlw3i51tfc9D2ppO21yy0nDTT/qJLpHy2HNLS+ayJlqMaHp608uB0Fp0/9yf6US4tz2hoPqSmeb+W5j0qmvcqebA7k4f7ZOKy+M/Nwm1fxl9CiI/QANamcmNdKtfXJvPnBgn31mVwY3F3bj8VS8cJFfcPSHhr0uNsrvgf5vj+i/HOJ2hQ/zcFGf8PWWmPUaiIo9KQTKk6hkpdLH3MKTQYEilRx5EljyUgS8IjTcSeFoczPQG3NIGAIpksdSr5qjRyVWkEFEn4FEkElakE5fGE5Y/REOzClIYU5vVKYEnvBGY3xDO0qCsD87sysSyeSQXdmV+dwOp+6cyqepxxxU8wrS6DMaXpDC1IYYSA/xd1YWRJDKOKU6nxJpNtSSFiTaLA1oNeuUqChjSkid3wWqT4DTHUZ8ko86Sjz/g3flOsqArOc6Tit2ficSjID+vJ9SnEBlDqSaR/joRSvwSfU04kYsfqMKDWK8RiLxyFkLWuEZTByke3f5dgFe3F6bbi8tpweiy4vGYcTiGzIB2DTo5akYFUkkpKSgJqtVzcDwiW0yEhTCvXKSaI/SPfJKHInEq+IZFcYzoFlkzKTek0ODOodcvIt6RTYs2gxiGh0iEjS9gZCOldVjU5Di05Vg2FNjWFVjlZujQC2nR8QqGXJ+JWpYs7AEEgZlKkY1Kk4FRL8aikZJs0ZJsV1DrTmJObyOLcODFsfXq4BzOKZEzKf2R8lmuTE7QoCZiVZNmUlHpU1IdM1AVNVPp11GVZqA0KDCU1lR5BeSsoazPo5ZXRN8tAY9hAnxwLQwVef7aKkQVaJlY5GFZkYGCuhiEFWvpkSemXK2NQvp6xlW5xGTyqUsfIai3ja83MrtWzd5iGSzuC/LgtzFODlCzt7WB6tYuR2SoxUH1hhYqVNWpW1WpE/H95jZYpJUoGZWUwpkRQ6OqZUKZmRo2W1YOc7J6QxfYxPraM8ohnVT8zG4fZeW5+Ls/MyeXQzDwOzC1k58wgR5cU8ezyKraMD7F+tFtc/m4e42XbOA9bJrrZMdnH3ikB9k4LsH6Yjd0jTLw6w8Jb8028NlPHs+N1HB7n4NkZuby+pJC3VwT5ekc+X2wt5s1luRycZOPYTEEMZuPkVDNvzrHx4RI3X6zyiufTZW6+Xhvi3PYCzmzJ4swWP7cOhLi118efhyLcP57F38d8RF/NJvpKiNaXfLSeyqHt9TD3njbyQOCVv1tM++f1otVy+xeCl/8gHv44gKZzA4leEOwQJtF6aaoY7NL862Labm3hwa9raPphBDdeK+CLp5R8vS6D91ck89rCZJ6e0JX3l2Xw7XoJZzf1oPltI9GfBVdMLR2vxnH/RDzXjsTz4+ZY3p7dhQMj/smbs7vz5apYfticxg+7lNx+yc6DFy3c2KvlvSXJvLFEwdHZWhYNSGVOr1Tm905nxVAFy4dmMLUhhnFlPVg5IJOTC9RsHdONZ+encO15N59vUfDjNi0/rEvh+kE9/1ml4rXFBl5ZYePoXA0bRybz3qY8Xphr5Ph0Na8uUfPBKgnfro7hr5NK2n6sovmHeu68rOXaXilnt6v4YYeBL1fJeW9ud/563knTmy7+eMXIDzslvLMwkVdmxHNVWNqeDhI9HaL9LR/trwnYv5XmU8Jx0f6mi9ZXzURPu2g95aLtTQsdp6y0v2Sl46Sd6HETzYdVNB+U03pMw93jRtq+rIY7U+B8H1qf1dF0WMX9PQr+3p7Jw50yHu6RcW9XJg92K2nZYxCtHm5vknFjTTp/rJXwx9o0bq+N58/1idxc3o3fn+oKL2tpedHImRUSdtR1YZL7Xww1/g99DF0pzHyc7MyuRGRx5OtSqLZLqTKnUaFPplwTT4k2AXfq41hSuqBP7oE+PQF1chz6tES0KTHYMhMJaDOIKFPJEaYDcyohbQpeRSJBZTIBRTy+zMeocT7BvEYpq/tJWdMvnfk9U5lZHcPO4akcm5DGtoHd2TY0kb3j0zgwRcbO0cL+JpPJFYkMzunGwOyuYiMYkZ9I73ASRc4E8pzJFDsFx08ZufZkpCndsRnSCAlGk/40cm3pKCVPYtEIkFAa+d4M3FYpPodCtJbI8cjJsiVRLtDaI4+EZkGPAo9Xj8miQS0IbXUysegLxV+Ag0T836QV/YB8Pie+gAtf0IXH78DpMWG2KNDpBDVwBplC8U+ORypNQ66QYDSpRBjI6zFQXOClotTPPwq0CZRZU8mzpBAyCPBOJuVOFbVOwcFSSqE1gzLRyExOiV1K2CBg92n4DZnk2AWfH6EBaCiyKQlpUvCp0/EqJXhUKeIk4BLCZDSP7CVMijQs8jRsMgEqkhHUS6lxScTQ8XVlCWyrjGFrVRxLShKZVZjOsByFaCiX7VRT4NaQZ5NRHTJSEzBQGzSKE0CJW02lV02VWy4GpdcF5PSPqBmYo2FIkYn+uQJOr2N4gZbp9Q6WDspiRoOXQTlKxpbomNdgY3ypgok1JkYW6plV52ZhbzuL+luZWm9ibKmJmTUOljVoeHaylYPjjMwXfPL7+1k5KIe5tQ4WVRlZUCoogOWsqFaxuqeJRbUGJpeqGFemZtHAACuHR1g2yMPGUUEOTs/nxSWV7J8cZs/kMLsmhtg+Lsi+qXnsmRTmyKx8js0r4cDsfHbPzObgvEL2Ts/mwIw8to/3s3V8iM0jA2wZ6WHrKCd7x/k4NCHA/gku9k70cmCim6cnOzkw0cbT0wRNgI8TC3N5bWkxp5ZE+GCVm1+OlPLltiL+s6mOt1eU8IoA+8yycloo/ks9fLI2xBdPRfjqqSy+WB3gzMYcft6UxaUdWZzb7OTafg93j4W5/3w+rW9WcfcZL/eftfPweQd/Pe/ivuD/82qQpuMOWl/2wte9aPthAK1fNtDx3WCavx1KixCwfnEy7eeH03l+MJ2/jqbj0jTaf5lP6w9T+P3dav7+Tw1/fj2S3z7qz6WDGVzan8LZ3RJOL+nGp0+l8u3GFK4fkfLgHSvtl2p5+K6Zvw525+a+BD5f0Y2vVvbg8i4Jny6P4bPFXbm+O4Gbx+U0fyb49rhoes3MlT2ZfLYhjRfmStk0LE0s+GtHKlk7QsWiAWksG5Aq4v4zqrtzcIqecwd9nDlg5If9Cm69ZOCPV/1cOuLgy3WpnNur5rP1Cr7ZauD6ySzeWC7lzVVyPttk4KOVSt5arOSFeWm8v1bB2W0y7r+UwcO35GLxP78lkUt7FXz5lJw356Ty+Vol53fLuXpIy/ndWs4e0HNqiYQ35mVybp+NX5/W8vD9bNrez6b1lJ2OUw5aTjl48LaDprddtL3tpkNIBHsvm5Z3XLSdttP2hl00hIu+7KLlOROtx3VEn9HR/oyW9hdttLwZIPpVNR3vZdHytIrmQyoe7pVzf0cmTbsU3NmczL3tGTzcJewFdNzbpuSvLVL+3JTBb6vTuLMqmbtrevD3hi40H0ih8w0NLSf1fL0wnV113ZnkfpyBpn8z2NGNvvYEyrUJZGX0IEvegxy1YOIYR6E2jmJ1PHmy7oSl3XGldcWc2g1DehxmWSqatCTUqQloUuPQSxLQpvTAKdz8NSkEtCnkWSXkmtIJq1PwK5PxyuPxpj9OtTmGWaVy1jeoWFyVzoqeKTw/MYOfNth4c1oap+fp+WCxhpNTUtkzNI6NA5KZVxXD+KIeDMvtzv/L01uGt3Vm39ud30ApZJZkMVqymCUzY5iZ7BgSx7GdOA7HYWZmZmZmTopJ03baKUw7Mx0uBWwnud/rnMz//XAuWTFe+bD386y99r1KcqIYXqxkYGYcPdJi6CbINj4pPdPi6ZqlwGqKwW6WiMRRwV4aTIhEr26D1dCKzqlKcpPU+B1ywl4NWckJJHsUZHji6JQUy4AsGUWheJJ8GrweA1abTmwAiVY9poTX27+CBVRoBA6ngIl2ig1AkILCyQERDifIQF6/BatVg0YlQa9WoFHL0eqUrx1ETgsOh5H0dB/5eWGKC5J5o5NDQBor6OTTkGGWkZ2opsippbNXS0efhkKnkp5+PX0Cetr79SSblfj08QQSFGS6DOLAN9NmIGyIJ6iXEkpQE0rQ4DNICCWoCJt1+AULqEWHN0GN16QhIDqAVKQkqugW0oph6Q0ZrVnaOZptA7Ws7JPA5EIN/ZPkZHg1ZIYs4lJZh4CJLsk2Oof/NwMIGcU5QAe/kY5+wQaqpU+aieHFbqrb2xlZnEDV/3uKjEztH2BuWRYT+oYYKzSDwUksKQkyd7CXCX08TOodZM7AIKurkllbm8KC8hCT+/kY29VGY187cwYmsmCoj4bOTsZ3czOjf5i5A5KY0snCgl5WFvZMYGEvE4v72ZjZ08KUHjZmD01meXUuK2tyWT8mj41jclhdFWJDTTI7x+WwrSGHDaMz2NqQw5ax2eLHuyYVsn1CHtsnFLBjYhEbBdmnNoNtY7LYXJPK2lGprK7OYHlpkE3VSewdk8XemjQOjE1h1+gwp2cVc2hSBuuGO9kxOolN1V62j/FxYlomp6eliGldd1flcH5+NlcWdeHGgo7cmJHMRwtT+WRpKh8tT+eDNdm8tyKThytzeLwik89XpPLlmhT+vD2d73en8NP+VJ7sz+DpoXx+2p/Bz/vDtJxO4+mxIL+eSubp1XyeXMzl6ak0kY7Z/PFQnj2u5PnDQbQ8Gsqzh5W8+udc+NdSXojIgwr4thb+NoFXAhf/oxH842Qan2228eeTHfj1Tnd+vmzn6Qft+fl2Id/skPOnLdF8uSaW77do+W6vhh+OGfjTxlj+uDSar1ZpeX92HHent+PjhVE0ndTz7JiBHw9K+fWskp+vuPlul5pPl0Xx/tx23F+i5Ng4JYv7RTJrcCwLS2XMGiRjUh8pyyr1bB+byNoR8Zyd6+TBEis/7HXDzWy+3O3g8y0+bi40cX+Vgwuz1eIs4GDdm9ycLzQrC19tdfN4lZFvtjq5PEPB8fExfLDSyrNb3fjvaSffbFfyxQYNn6xUc7pRyYbh0Wwqb8uNmUp+OuLl2+1WsejvrZNxsF7Ngbp4LjVq+Ga7m59PJ/HySjLPLjh5filI0+VkXl5P4fl5gbyaDF/V8PLzOp5fTOfF5SSazyXx/FSQllNCFrBX1P2bD9ho2mfh+V4zTfstvDho59lOA892GEQL6NMNGp5v0PHLWhX/XCblpzUqnm8x82SjhV8FNPQqJb+uUfHvlUr+s0TCfxa24ue1beCyg+ZTTi6MjqXe/QYVtjcocbVlkDuawd4o+jpj6OmQ0NURRxdntGgEKTC3o7NdRvvEWHJNMWToYwirI/GqIvHqYsXZoluQllUS7BopZnk0OklbDNK2mOOjcanjSbWoybYJ9ez1bSAlUUFIKyHHIKe3XUsvs4IuNildnX9g11g7fzvYhftLApyakMjlqQkcr1OxrVTKqn7RLOkdx+RO0VTlt6OiOIbhHWTiYtfALBk9UxUUeKLFRbF+BUpCrlgSNO1Id0rolaUhbInCqG2LRfcuxUEZhSkavLZYQi4VWUkm0v0qsn0SemYITCG5OCtIDxlxOwT3j3Di1+NwCA6g18VfWAB7/WolnOQnFPaJjUDYCRBsoR4hOUyUgFTI46NRK6Si/q8RSM1mHTabCZdg309ykZMTorgglTe6etV0dMrp7tfS1aujo11FB5tc3MAtckoptEno7dPSz6+nc1BPjkNNqlkh3hZSrQrSEpWkW9RipxXmAMJ/fpLwPlEpNgBB7vEb1AQEWShBRdCsIZigJTlRAMRpxLCUkdkmyoNtaSyWsbS3ibldLYzOVtMrqCDDpSUjYCHfa6Jrkp0in4nOYTP9sjx0TDLRQfCzCg3AZ6BLSC8C3IQlrdHFFqZ3NzO1RyLju9uZPiiJGUOTmDY4xIySFJbXFbGsKoMVlSEWlvqZNtDH0pFZLK1KY9nIFFaPyWDV6CxW1+WwoDTE1N5W5gz1MqNfkDFFdsZ3EeBrWuoKVIxrr2dOdwvL+iayYaiLlf2tLO5rYfmwICtHZrG6JptlValsGpvPupp0VgwPsr4mhW3jcthUn82a2ozXls6GdDaPy2DLuGw2jsli+/hCdk4qYtOYbLaOyWZ7XSoHx6ewd2KIjXV+1pT52SIMfkcms6cmmUtzitnfkMKe+mT2NSRxcHwq+8eksWW4j80jXOweHWB/Q4iTM9I5Oy+bk7OzOTk9g9vz8/h4cRafr8zis9VZPFqbxUfiQlcqn63O5MuVGXy9Lp0vN6fyr0vCItJwnp4u4Ne96fx3Zyr/3Z3Es+MZvDiXTcvZdJqv5tLyvrCo1JOngvPnkeDymUvztzNo+nQEzZ+W8EIgen4xSYShvfikmpePSmj6rBS+F0iXS2j6egrfHs/lvWUGPl1j4j9HHby47YF/j4B/Due/xw18vT6Cv66X8u1KCX9cHsFXa1vxyZK3ebRYwsXxEbw/R86fVmv4ZkM0T0/F8+JeLjzuxNNrRn48IgyKZTxeHMP9ObHcX6LmxhwLh8cmsGhQDIsHRzGlR2um9ZewbZyFnWMNbKqWs39yAvvHKvh4lZ0vt/s4NlXJwbF61lXK2N6gZ3u9ln3jlGyreptb8+P5ZquSP61T89lKJZ+v0/DZZh/f707jqy1+PlzvEamh95dbuDBdy70VXraNTmB5hZZ1w+M5M9XE55vc3FikY89YNRuHq9lereLwGBmXp0h4tELNP/fbeXkxTNNFj9gAXl5PF2cC4k3gTAotDwbS9GAoz86n8fJ8Ei2nw7ScCtB8wkvLMQ+vjnhoOuDiyV4bz/Yn8ny3gRc7tDzdohaLf4swBBZQEOs0PFmj5pd1Op5uNPDLRiO/bnodFPPjSjk/rZDw72Xieo6ZAAD/9ElEQVTRouTz48Y4uODnHzuNnBjxeyaGf0O5tRXD/e0Y7I6gjz2CvrZI+jtj6OeKppe9DX1cEfR0xdHVLqFjYhyFCVHkmePITpCQoo0UpZywLoaANhqXIhJ7fAQOVRxWtQSrWoZZKTQDGQlSKTapBJ9KRppZUDQUBMzxuJUxFFoTGRRKp4c1SF6iDVPkb8gx/x/9g7+nf+BNSpPfZlTaW0zMj2RBbwOrSxNZO1TJlI6tGJHbmoqiaIaL1tI4huXKGZAup3Moik7hSHpnKcnwxeIyRBMWrPQBBamOOPTKd7BqW9MpSUNBkpqQQ0aKeKg1khlQkuGKoHemjNJ8OYVBKUGnCrdDJxZ/Aelss+kwW17vAAhIaOERUBDCDEBoAoIU5HAlEgh7CSV7CIbtogtILo1CLov53w1Ahd6gJiFBi9drFbeGM9L9FAo3gAKHigKHkvZuJcUOGZ2cMjrb4ujiktHVr6R7UPuaTS8gkP1KCixxFNkV5DuFR06RW0OeTUWxR0d7r4YcazzJJglpDqERqEgyqUkX5J5EFUGjlHCCIP9oxTlBskVBl4COUXkWhqcpGZUupyZNxsh0JSOztAxKN5HvEqybNtoHLBT5zOR7DHQKWuib6aJ9QE++V8gc0NFJvAVo6ZlqYHB2AnP6BdhUFmB+H4eYjCU0gGmDgmKhnzHEz/zKZFbUpLN8ZIjF5QHxtL+wMsCiEUnMKQ8zpzKVNWPz2Vifz/pR2SwuSWJhSQrTeriY19/H2pFJLK9wM72PmYmdhexcK0v72Nk0yMPWEj8bhnhZOtDFiopkllcmMb/Ex5KK8GsnT206W+qz2TWxiG3jClhfly02hg1j0lhbn8Tm8UJjyGHr2Fx2TMhha4Pg+89g//hUri/O5vvjvbi5LJ09owLsFX5WVRLbaoLsGxtg79gktlT72VYTEHHOR8dlsHtUMttHCTJRiKNTMzkxPZtjU9M5NjnE6ak+bs1N4hNB4lmbxxcbCvhkTQ4fr8jgw0VhPlkU5quV6Xy5Op2HG9L4+YPh8OMcnlzuxb92pPDvHWH+uz+N52fzaDqbzasL+by6143nN9vTcrM9r97vz6u/zIWfdvPq35to+WoCzx6X0fJJFU0fVNP8UQXNdwfw4m4vvjuWwg+nu/Cf92r4/u5I/n2rlDtLEvlohYYf9ht4ds4CDwt4dj+Nvx/U8806LY8XRPCPDfH8a4ucH49Y+H6nlD+tk3Fq9LucrH2XDxdE8c89cTRftcBfR8NPjTy5n8Kvh2X8Y2ssDxfHcXuukhvzVVyaoebsVDN7a7VsLI9m9bBYVlXGs6VOwfqqOOYPjGTuYBlbGiysHyFnR62GfRMsrC5XM3eQiikD4pk2UM6cQdGsK3+HP+2w8MslO/84ksC323R8s8XElzuT+PlCR27N13FojIIjkzXsqI1le7WEtZUxzO8fwfISKZtHqVhVLmV7nZZt9Wq2jNWydoSGrTUari0w8N1uMy9uZMODjjy/nCbKPS0Xgry4mkTT9SSeXAjQcj6VpnPp/HImzPPTguzjp+VYgJbjfp4ftMMRNy+EBLCDXp4e9NB0xEPzITsv9pl4sTuBlr02Xu6x0bTJwLP1en5ZoxXlnv+s1vDTOiNPtiTy41oDP67X8q8VsfxnWQQ/b5Tw4oSd7zea2D+wFbPzfkdtUltKrJFUhWIp9UcxwBVDP3ssQ71SSgNx4tPHGkXXhGi6JkrpbJVSbI4jRy/k+saRY4wlL1FGjrCvZIglqIrCIzSA+EjMknYkSCNJlMeLu0bCbMChlONSyHAq4wiY5Lj0EmzxkeTb7PRyp9HPm0GK1oRVFoVH8Ta++N8RULxNmi6SQouEVGUrgvF/oLMrghm9lCwp0TCuSwzVhRKGF0tFl9AIAfCWKaVbciSdwhJ6puvonKbEb4rBb1SQZJaS7ozHaYzGonyX9iE1WV4FIbuUJIeCsENOmkdGbiCGHmlCZOTruULApcJpfa39C6d/wbkjnt7tr6FwIgZCbAAukRwq0kM9VvER3EChJDsGoxy5LBqFLBatRoVerxUbgPD9blciSSEnOZkh8nPDvJFu1ZJhV5PtVlHoVVBol1Bsk5CbGCNKQO09Stq75PQKaenli6fYFEl7q4QCWxx5tjgKHSpxNyDXKqPAIaPIKSfbFk+WW0uKVUWyUfic0BgEOJxCvEFkO3SkJ6pItwhsHg1VOXqq0jRUJcmpy5BTFoqmNl+gdWrFpbSu/gTaC5Nzt55CvyD5JNAxYKRQ+PsE3EPAROeA8DUauoW1DM4yMat/gDVDfczp62TO4CRmD01lSl830/u7mSrIOYIDZ0QSq2pSWV6VyrLhKSwp97GqOpmFFWHmlIZYUpkkFuttYwuYNyRM48AQ0/t7WDrMzc7xaRxozGdRiZsJgv+/p5VlfR2sH+hh8xAhfN0rntAXl3hZMNQjSkerBGdPXQa7JhaybWwOm+sy2VSbyfpR6aytTmNdbZro7Fk7Op011Wlik9g8OpmtDcJcIJsjUzP5cEMxfDyKvx3szrG6IHurk9laFWJTlZs9YzycnpnPxpEBttYls2es8AQ4NjWTI5OyON6YxXVh43dxIZdmZXB9dhr3F6TxYGEyHyxJ59PlGfxpdQ4fL07l4ZJMPlqUxqNFGTxenM4nSzPExvDNwR78++JQvt6ax7935fHfXRn8sNnLkzMFPL/alaZzhbTc6kLz/W68/Lg3LwRm/9+X8+rHfWLw+fM/juPp56Np+qSGV49G8upxBd8dyOL9JQlcniXn4nQ1j7bmcHVFEn861Ze7i33cm6vm0cpY/rZPwc9nzXy/R8bXm5XcnRHF7emt+XpNJH/ZFgOfduflexl8vzmaj+dGc2HCO9yZ247vt0p4dtnKq29KePl9Jc13gvx3dwSfLniLm41xHKyO4OQEOY/W+Tk9QcqHq0LcW2Lm7BQFm0ojWTM0klOzzWwfq2FxiY7lVWamdI9h0RAt28ZY2FmnY1GpklFd4xhWFMGErhHsqY7kb4fdtHzdlSe3wvxxvYKHK41cmK3g5Cwtm0fFcKLRxaGpDjaNjOX2Cjvn5yvYMzaCM9OUfLrVx42VPqZ2bUdjbxWTekuY3VvCjVWZPL3bh+d3iuBhP16934Wmq0IcZDotF5NouhTm+eUknp9LouVcJs1nsnhyIkV0Yj0/FqL5dCrPjoVoOR7k5VEvTfsdNB908fSgk+ZTIV6eDohN4MluCy+OBniy3cwvG4UhsI7nW6z8tNbAzxsS+M8aPf9dbxTpnz+sVvOfLTp+3qzixQEXj2bKOF4ZyfjA/1Fh+x0V3taUONtQ6Yug1BvFUK9Q/CUM8cUy2BtHX0csXS0SOiXE0j4hhkJTNEUmCYX6GPI0kRQaJRSY48lJkJGsjiZJLXj/pQSVcYS0Mvy6eJyKODxqKX6TAp8xHpdGiksVj00ei1srxSqLodDuppMjQKbeikuqIqSRk2uKIC+hNemCdKOXE1JLSDHLRVy9K+Zt0pRvMrJYxjRhBtQlisq8OCry46kqlFORr6BrcixF/mj6ZKkYWmQixRpNoioah1aCTx9JwCJAL9tRFJKTE1Dht8YRsMpIcipIsseQ64+mb5aUsgK5uF/gdyiwJ6oxmoQNYEH/V4sDXCEXQCzgHpt4CxBehaYgvNpdCa/1/4CNpBQXiVYd8vgYNAopeq0wEDZiMGjEnyHIQF63maz0IJmZId5IdZhJsRvI9hkpChjJtb4enoSFAYpVTqZV4OSrxUDybh4FheY4cs0SMoTHKicpIV483Wc5NGQ6lWTaFeT5DOQHTa8HMjYNRTYNxfZ4isQGoaRA+FpzPJkWAYGsoiJTTVmqihHJEqbmy5nbzcAYIdowVUNHn54OXh3t/Qby/QYyrCqxAXQWt3p1dEoy0S/HS/9MDz2SzXQVuEHFTqYNCDNvSJAFw1Jo7O9jSh8XE3tYmNLLxriuCTT2d7OwLMzakUKxTWFJpZ+NtemsG5nCvCFOZg/2iLOBhYNcLB7sYvnwJGaXBJk5xMeiMj8LBltZW5XMoiFBZvV1s3iIhzWlXjYO87O5IszaCj8ry30sL/OzqNTH8spkNo/NZ31dprjUtVXQ9auSWD8izKbqVDbXZLB+VBrLRoRY97+ZwKbRaeLJf2NdBtsastnVkMK1xfkibvnB0gKO1KSwpyrA9pFBto/ys7vGxY5qDzvHJLN/cg6HJ2dwdFoqJ6enc3F2ATcWdeKGkPa1II87iwp5b1E+783P5OHyXD5akc6ft+Xz9eYsPl+XycfLMnm8soBHy/O5OzeVx6sLeLwyl8ercnm0PJP3FyXzzcYc/rIphX9sC/Pr2WKaLnej+UJnmm50ofmO0AS6iJu+zd+Mh38t4+X3s3n+WQMv/76al39bwpPHo3j1dQO/3OjNB6vsXJyl4vZiHWcnK7gxz8nt5W7uLXJyd66B+4uUfLvVxHc7FXy4/F1uz24tSjcPF8v4al0E/z2p5tX3g3n1RUf+eUDCv7bL+Hx1FNem/57vtqn4x34FTy5aabps5ckROf/cIePhQil7y1uxaWgEm4ZHc3Oxg6Njozg7Q82f9qXz/iphIBjB5ooYTs/xsn6Eirk9JcztL2dmHwlTe0Qxp3crzkyUc2OJnwnd2jK+WwxLB6vZP1LK7fnx/HG3hS8263gwV8LjdT4OTdQwpcdb1Ba/ydoaG/ump7FrnJVrS5x8vMHB420O/nzAw3f7zdxaLmV1aSRz+muY0EvJoiFKDkzW8c2RVH66lM2rjwfy9GoeTZfT+PlUGs/OhHh+PkjzrQJRhnt6Kpmmc1k0nc2l6VQaLWfSaD6dxItTYVpOCpvAfpqFOcAxjzgU5mIWL89l8ex0Br8eDtJ8yMez3Q7R7//rZgtPt9ho3u7miZD7u9EqNoFfNpr55wYj/96RwPPDXh7ONLA4+w12DlQx3PpbSiy/p9LfhqH2P1DmaUOZP5qyYBxD/TH0cUTS3RZDp0TB6hlH+0QphQmxFFkkdEiU0D4hlkJjDOnaSDKMEtLMCoJaCUG9DL9Wgl8jJTVRWCqVETJICJvkhM1qwmYNSYLUrJfjFDKCZZEkxLQj3WCk0OYiRWfCJpFhjYvCI21FsrId2QahrslI0UXiVrXDp4kmoI7DER+DL/73lKa3YXovKSOy2jEiT0ZFXhyludGifi8QSIVN4oFZcnED2JEQg17IPDHF4tK0JmyNpGO6goIkFX5bHH6HjJBdRppbQnFYwpB8BUOyYsh0tsUp5A1YNBhNOnQGoRGoxRuAIAMJDeD/pYIJj/Cx020R84OFBiDYQAUchBAlqZS/bgAJeh1GvQ69Xv3aQpooQOJMBHxW0jPCvJHsMJPmEoifZgq8FrKsWkJGQTcThrUq0ixyuvt09PG93gPITZSSbZGTaROGuGqSbQaSbEbCVi1pTi05PiPtk+0UhywUeY0UOnW0t6vo4lLSUUjf8aho71aTa40n2xxLF4+U4Xl6KrI0DBZO/hkS5vewUJ+roHdAJko+HYNmiv0G0fEjUEa7hBPpHDLTPT2RniLZzkvfTDf9c9wMybMztnuA6QOTaRwUZm5ZOrOGhJjRz8Xk7hbGdTIytqORhq4WllaksaIiiWXDvGyoDbO5NpUVZV6WlftYWhFk9gAX8we6WTDAyfzBTuaXekUS5+xBHpaU+VlSEmL5sDTWVWWyfJiP9RUhNo1IYv3wABtqwqytDrN1dCab69LYVJPMRmHw25DN7kkFbG/IZcUwP8uHesTv2zEmk1WVfhaVOFhXk8z2cVlsqEn6n0sola0NWeydlMOJacLWbianpmVzYkI+h8amsacmwL66ACfGBTnXmMapxjQuzCvgwtw8zs7K5MLcHK7OK+Da3AJuLWrPjQX53Jibw915eXy4uJCPlmXzlwOdefleOU+u9efzzYL7J5n3FqXz0fJ8Pl5RwKOVhXy8NIuHSzJ4KPz7kmzeWxDkT2tD/HlbkL8fzuLfh7N4froDTy505Nntrrz8sDdNdzvT8qgfL/9UwctPh9H8qIxXf1vAi+9n8Osn5bR8XscPV7vz5H5f7qy3cnWZjk83hbk9z8rZqVIerHDxzzM9eH+NixuzpdxeEM39pVKuzYnl4pQIPlgo4b+HE/nvMQ0/3fHxy4MUXn6Sx9OLDv61W8ZXG6V8v0vHt9vj+Me+WP65O4a/bI3n8zVaTjREsH9ULHtqVSzo9yZ7xkh5uDbIoXES/nS4Pd8fyeTOIgUHxsjZNkrL6iFS9o0ysalSxZoKKWsr4lg/LJLbs01cnZHIvJ6tWTRAwuoSJRvLYjgwOpoL0+O5PVvNpYnxHK6Xi98zuVsr6tq/xfD8/2NctxjmDVKxc7SJI+MV3BU89SeT+P6whS/36Li7wsScXm8xtU8sSyu0bKyRc2B8DJ9ssPPng6n8eCaTv+7zcX+RicdrDDw/n8zLm7m8uplDy6V0np5N4/mFbF5czqbpXJjm0wFenArxXLidnAzw4mwQLifB5XReXsjixeVinl7qyK8nMmg5nkLz4WSe7HDRtMMpNoHnO1z8ssXF011Bft3uFuMgf9lq5dd9Lr7b7GRe7h+YkfYm8wvaMNLzNmXWN6nytaLK34rB9rcoD8ZQEohmaDCGPu5YerrldLIrKLTISNFEkq4TBr/R5IqNII4hGS7yE5V4FO1wa2KxKaJJjI/CIovEHB+FQyfBqojAqWiLTxeLVyvDpZbi1ghkg3jc6ijMsW0wRbUhrFGTk5hImsmAOS4WZUQEuuh2WCQRuOXRpOpiyDVHk2GIxSdvJzYVp1aGVxVDuvpNqnLljOuuY0SelLLMCEYUxdI/R0ZRIIIu4RgG5qrplaMm7IzDoovFZ5LgS4jCn/AunTMU5IVk+B2xOBOjCdriyPLIxIjIocJNIvQOKdY2uC1yLEa1qNtrDUoMRrVY/IXTvlDwfX6nKP/8/xGRPpv4hJLcpAoB8Rl+HA49ivgYlDIJBq0GvU54hBmATgyUCXjt+P0O8We94bOoSbEnkGYXkrtMog002aIizWYg2aQm06KiW8BAj4DgChLex5JijCU9UUmW00SyVWD96wnbhaUGIwWhRDqnOumSbKdTKJH2PhOd/AZ6BPV0csnp4FZS5BZmDgo6umVibq4QcFKeJsRECsx+JSPSlNTk6eiXZiDXZaLYq6dj0EjHoIluyYl0DVvomWYV+f0Dc5z0ybAwIFdoAK+3eKcNSGbBsDQWVmSwaLig82cxe6CPab3szOztZlIXCxO7WUU5Z2I3M43djGweGWJ3fSqryl0sK/OxckQSK6uSWTwswIw+TvGZPcAp3goEOWd5RYB1VWlsq8lkx6gAm0e42TwimU1VKWyuDbFjXCbbG7LZWB1mZ12Y41PSub+qO8emZrFngiDtZDF/kIvlQ/0s6W9nZamb5WVOFvTXs6bCzY564ftz2FIvyD+CDJXEvgkZHJ2cx7FpOZyYnsWJxhzONuZxbkomV6ZncHN2KncWpHJ9bhI35mdwbW6miG2+Oj+fa/MLuD4/n7uL87mzKJc7C3K5v7CAD5YX8MnaXH482wu+HE3zg1Ieb0zl9gIft+eGxNP/vTlpvL8gk0fLsnm8ModPV+XzeFUhn65I54cDBfzzbDHfbg/wj11h/r0nhb/tT+NHIRv3o3403yzm5f1CWh78L/P3QQeaPurJcyEE/n5Xmt8bxMvPavnx/SH89Xpn/nl3CD/fGsZfDhfz4WoXH29O49d71XyyO4drC7VcFNKlznXk4a4wpybGcX+xgodLpXyzLp7/nIjl7+cTePF5b36+nMLfd6r4dGUkX2xW8u0uDQ9XxvHJWgOfbw9yd5mDCzONHBsn5+AYGatL2rJ6yLvcnuvkxkwrBydqubxQy43ZMVyapuXCdBMHR7bhziwtu0a04lCDgsebMtlbHc36ge1Y2VeQiqSsrVSxfYzxf3ODSHaMjGVvtYw91QpWl0SxfYyK8wt9rChvw56pFqb1jmVadymrhqk4Ms3OyekmLsxW8tU+Hw9W6/l4o4Mzs01sGZPA5N4SllTqWTdCwYkpRu4tc/PReh8XZ+q40Gjk2iwVT86m8PJqCG6miVbOlktZvLjy+mm+lELz2TBNJ5NoPuYXHwEK9+pymJeChHQlm6ZrRTTd6krz1Q40ncyk+WgWz/aG+XFTAj9u1PPjVjO/7PLRdCSLJ3vD/LzVxr83GnlyIIWzY1RU2t9gWlYEDeHfMTLciirvOwx3vslIfxsqPW0pD8QwxBfF0ICEft54Olpj6eiQU2BTkqSJJlkTQ1gTQ5ImhjRtJJ2cOgoTdbhkkWLOr1sbQ6KkLea4diTIIklUxWJXx+ASUDOCHGSMJ2CUiU+SRYlXKyFREkliXDQ+tZpMm4XkBDU2uZL4tnEootuhk7TBIGmHXR5DsiaKfKOELF0cyUIR18bi00kJ6CSEtO0YmKOkslDGiLxYhufHMTg7lk7haHI8UeJpvle2kqKwBLuuFQZZG7zWeLzmVnRMklEUluGzR+MUbgG2GHK9UvqkKcRUse5pUaS5YvDbNZiNGoxGFQaTEr1R+b8dABNevwNPQJB6nLg8NvwBD4GgR9wIDid5yMz0k53lxe3UoVbEYtCq0Wt1GPRatMIugE75ugH43SJWWtgpeCNk0ZBiN5HuMpPlNpPtFKQgq/iaZTeQ59TRPaCnf7KBIreadJuwCSwwf4zkuBNE9n+W20SKwyQ2gmSHkSyPifZJFjoLPv1QAt1SzeIWblevkg4uwXKqFW8CPfwqKrMM1OfpqE5XUJEiozJdQVW6klHZOoYX2OmT5aB9WEOPtAR6pljEDN3eqYmUFXqpFxj9BTZG5JsYUZDI4EwjFcU2JvULsKAsjUWVKSwZnsaSyhSWj0hnVn8Xk7tZGN/RxMQuFsYLwSodDDR2S2Be3wSxAC8d5mRVVZhVw5OZO8jFrH4Opvd2MKe/h1l97cwb5GFVVRrLKwXdPYWjDSEer8zg8cpMTk1IZrcwlK1LZt1IQVJKY1NdKnsa0jgyKZVL8ws4NDGV7fVpbBqdycIhThYNtLFqiItVJS4W9k8U/47FgwXmTIDtY7LZMTaDg1OyxcHt8SkZnJySxanpueIQ98z0bM7PyOLWfKGYZ/Hh0izuL0zmvSUZ3F+czd2FuVydk8HVeTncXFjAzfkF3BMawIJMPliWz4fLCniwJJPHa3L4cks2/zjeha/35vPR6mTeX5LCrZkB7s9L4/6cNO7NT+WBYBNdlcUXmwr5bm8vPl2Tzl93ZfP3A9n8sDOFXw5m8/R4Pk+vd+fft7rzn4v5tFzL5/mNLJruduDlwz40fdBJfF6815nmu11oeVQGPyyj+etFvPrrXJq/n83Pj+r496Xe3Fpq5XijgQsLw1xeksSpGYKGruHxtgAfrndyYZqSO/O0PJij58rYaL7eJOf7/Rr+ddTKv/Yn8NfNWv6xw8ift2r4yw4n7y+y8OWOTM7N1LOvSsBEuDjfaGB/XRzHZ7lZMSiGrSUSLo03s3xQGw42xvNok5NjtbF8NE/DH5fF8OnKdtxfHMvpKWp2VcVxdLSMVQNasW2EgpNT7RyaYOTgpAR2T9CytiqatZXxLOgfw8oSKcv6t2Z1WawYHblxZBS7GkzM6xvNlpF6to5SsbwsnqVDpZye7uC9lX7urPRwbIaea6vTODDNz4JhepZXJbK2xsip2T6uLkplR7WOLcOlXJtr5T8nMvnlnJ8XAh7iZh6v7nYCofHeyOTV1Txa/mfLfXEui+cnBBuoIAel03ImmaazYZoFq+i1Irjdg1c3OtN0Nofm49k8P5TKkx0CGtrJ8/0eft3tpelACi37QzTtdfHrQSd/3hJmQd47jA29xZSMVtSFfk+FvxVj06Ios/+OMte71KdIqQ5KKfXFioPgPoLjxxJHsV1OXqKcbIEqbJQR1AincBnZFqnI+fEpInHK2hLUxpCWEE+K6O2XEdLHEzYpRcVCoBMIbLFUq5YksxyfJha/Nk40m/h1ckwxbTFER+DWqAibNDhUWuLbxSKLbIdeaCjxEWgiW5EgiSKoiSXLLCNJH41XE03IqCJoUom3jDRTa4bmKijPl1CWI6W8SEe31HhSbK3J8kTTM1vI/NWQZIvAJG+NXt4Wr6ktPTKE+Eclbks7nNY4kt0SivzxdA/G0Tspkg6hduJOQNitI9GkwmiQYzAoxFnA6w1gA04hiTHsweN34PbaRRy0YAMNhb2kpPrJSPeSnekm6DejVUlQxkvQqjWYDHoMejUadfzrQBmPcAMQZgUm3siwCxKOnhRXgtgACr1mOvjMtPcL+bcW8pwaegV09PUq6eoXmDwJJFl0pNr0FHmMFDoUFLpU5AmsHrcZgS0kUEDzA1o6pJhFCqeAauibbmGgkIEb0NHRp6ODR00XtxAMb6IhX8/IJBnDk+OpTIunKl3BqCy1+DkhNatHhpEeQpauEKeYaRUjFodkJVLV3k1DtwDjOlmZ3NNNbWcnwztYGd3NwfyyVOaXBVhVk8HKUWksrUymsZeVse11zOzjFp8JncxM6mJmfEcts/slsqwiID5LRd3ez9SeiTT2tDKth5Vp3ROZ3dvB9K4WFg32sr46hU0jglyZlsK/dhfz7z0duDothX11Kayr8LJmmIu1FUHWjUxmc3WQDZV2to50sr02wOaaMFtGp7Oq3MOGCg+byxysG2Rh5YBE5vdNFOcGgnR0YEIBB8blcnhyNpcXFHF+RgaXpmVwekomJ6aki+9vL8jh7vxUvlxfyBfr8nhvYRKPVuTyYEEWt+dkcmVWCldnZ3Bjbh6fbujNF5t78d7iPO7OEwq6IOVk8f7CZD5amswnq1L4ZLUwFA5xf14yd2encG9OKg/mpfGRIP8IxX9LPp9vyeXP+7vx513t+X5rJv/ekcXTIx14fqyI5rPt4fNhIt7g50v5PBVOm9ezxdP+8/d78+vd9jy/V0zLvY60POjOi88r4d+b4D+Hafp2FY8OFvNoVwo3Vtg4Pl2wP2rZOFLFpaVpbKuVcHi8hHvLLByrj2Br+ZvsrmrLyQYVu4a14dYsCY9WyUTHzb8Ourk+LY47s2X8cY2R69MUnKzXsHOEnH01Ck7WxbO21+9ZN/Bd9o5W8MGuLuyrN7OyXyRbK5WsLI1j6bBWnJ6dwOFRUfxxqZTvd2j5+VIqf91n5PSUSDZXtOPkBB0np1o4PtXK2Zlujo03srdGx5FJFnYIQ+MhUqZ2b8vKYTK2VquZ2aMd8we0Y+84C0sGyFhfKuXynARuLLExt18UNXmtWV5uYd6AaPY2utg/zcOSkniWl2nZUGdlxQgjmxqsHJ7u4OIcLxdmJvL+Khdf73Dx/HKYlutJ8KATX+wM8eX2ED+dyYTrOby8nAfXO/LiagdeXirixYU8ms/k0nImlxdnMmg+k0HTmSyenhFkoE68vNaZl1fb03Q6l6cHk3iyx0PLAR8tB/00Hwzy8nAyLfu9PN/r4NnRINenapmf8zZzctoyyv8bhvneor+9FZMzYxkTaEWp9R0qvZHUJMkYEZIx2BNHH6eUjpZYChOiyTNGkmuMIscUTXshiEo4bBpj8Wki8WhjxVljZkI82Qky0oxxJOkkBJSCI0iwfMYSMqnwaKX4BVyEXka6WUWqSUmaRUNSggZzfCR6aSTauEis8RIskmi0ke+ijXmXxPhIrIoojLJI5FHRGKWRoosnyRiLRxWDT6fAb1LiNwq/K4IChxAAL2VQloz+2Rp6ZGkpTpGT7ooiLxBHlwwVOf443KYotPFtcera0jNbiKWU4LMJp3wZyc5Iuqeq6RaIpXuwHd3T48j2Swi7VbjtarSaGNQqKWazQSz+ZrNeLPpCA/AFXaLv3xdw43Lb8HhtJCd7yUj3kJ3xugEYtXJUcik64RagU2M0qDEZNTgdFhx2M4lC1nBiAm+kCTRQiwa/RVjgUlDoNtHeZaDAaSDHLbxq6OPXMsivopdPTaFLQ1qihnyPwMNPYHCakW5eOcVeLfl+M5k2LXl2Le19Wop8mteYhmQhPtFM7xQz3cIJFLr15Ls0tHer6BtSMipHTXkohhEpciozVFRlaxkvopT19E0yUN4pxNBcYZM3JFI7+yQb6J9loaTQTWmeg5riBMZ2sdLQM8DoXj6mDAwxvyyFxcPDLCz3s7giyIqqVGb2c9LY08GsPh6m9XAwvoORyZ0TmNBJz5yBLhYNC7KkPMRiYchb4mNabxsTuyQwrZtFlGpmdbcwo7OZFYOF7dsUto4McWRsUJRebsxI4mC1h62VXnbXhthW6WfNUA9LBzlZMdjGumE2tgx3sq3az6FJOextSGdTpZsDtQFOjAlwpMrK7lIzm8o8HJicx+HGfE40CoC2Ik5PL+TMzEyuLcjm8vR0zk3O4OL0PG7MzebewgzeX5zCo+WpvD8/xL05QR7MTeP+3AxuzEjh7oJsbs7N5NY8wdrZkU9Wd+DBggzeX5TJw2U5fLQ4m/fmp/Hxkgw+WZHJJ8sz+WhxBh8szOT9eVl8tCj39dcsSuXx2mx+PjeI/57qy6ebc/j5ZD/+vrOQv27M4OcDHfhxbx4/H8nj2f1eYjj7TxdyaBH055t5tLzXleYH3Wh5rwsvH3Th1d2O4mvTo4G8+tt8+O8emr9ZxT8v9ebD9S7Oz9ZydKKc4xN07K1TsXuMisOTdByeoOLqLBMnx8ZwoiGKfXXt2Dc6mr11sVyaZeDKbC0XZsj4aK2NKzP17B/ZjgdLbNxZZGd5vzYs6RPL7io15yco2TX0bfZURPDxxjR2jIphw7Bo1pdJmde/HbvHJ9LY5Xcs6PN7zjXG8O1WOT9fy4C/1PKXfRauzYxi/2gJB8Zo2VwlZcMIGVtHqthXo2drmYwTU+zsE7ASPduyc2wiFxamsmiInKocQf9vxaJSDfP7yDkxyczNRSreX2tjyeBYhme+SXX7OEZ2ljJ1sJo1tVbWVpvZMMrKnol+do5zcG5RCpcWuflmb4a4DPbDXge/HHfQfMHLr+dT+dPuVC7NtnJxioFPljn578E0nl3M5cW1Dry81oWWix14dbUbzRc70Hw+n+YzmbScLqTlbDHPzuTy8nInWq53o/l6F5rPF/H0SBpPDoR5cSKN54dC/LLbQ9PBAC8PBXiy286/tgVY3+337O4vYXlxFOXO31ASjKCb6S0q3W8zJSOWmkBb+lt+S4mzNZX+OEp9Uvq7ZfSwx9De0IoOxlZ0NLehlyee3n4VeZZYUQZyqmLFJS+PJpZcs5JCi5yQsg0BdRQ+VRxueSyO+GjR0unWSEgSCr8wBBYcPTrBkq4iYFCSEB+JVtoOnSwKfUxbnHF/YECGwDZrhzXuHXGukKiRoZHEoYxsi1UeSZpFRVAnDJLjcGoluPVSvBoZPlUbuibH0z9XRbcUOV0z1HRMV5IpkD6dMWS4YykMK8jwCyd+OU5Na7qnxVGYLCPsjidkF/T/CPqky+kVjKJHsC1dkmPI9MYQdElxmKVo1REYtPFiMPzrDOBEAiG3ePoXGkAg5BV3AZzORAIBl5gLnJsToCAvSMAn3ACkaJRyUf9XyKWiBCTkCbtdVvEWIOQEJCQYeUP4z0oX1oOdCXi0cYQ0sWSblRS4DOQ6deQmxtPHp2FIUE0fn1Ik8mWa4ihyCItaQpyjhs7uePLsSnH7Trg9dHQb6O7RMSDFyqAMF0OyXPRLSqBPkpkuwdfYCCFYJitRSs+gihFZaqrSXg+AR+cZKc/QM7rISE2eVnQCDe8QoHFgOlP7+RnXI8jI9h6G5NsZXOimf7aNEcUm6rtaqe/uZ9KgFBZV5bFQaAAVScwa4mbuUC/zBntZWp7MnH4+GrvZmNzZzIxedmZ0tzKlSwJTe1qZ3tfF3CF+Fpb5mT3YKS6RTe2eyOSuBub0sTC7p4UVQwOsLg2wvTaVLVXJrCvzsrbUycYyH5srgqwvdbGjyis2ghUD7KwY6GRZXzPrh9jZUu5mZ02Q/WNTOT4lhxMTUjhe5+ZCvYe7kz1cHmNj/yg3xwVsw+wczs7I5uTkHM7PLubMnCwuzsvg+twcbs4t4urMPC5NT+ajFTl8uiaXWzM93J0Z4N6sFG5PT+HW9GTuzU7n3rxM3hOK+aJM3l+Yxv15Ie7OCfHhIqHQ54gF/oMF2Xy8JJdHS7P5aGEGnyzN5eHiPN6bm8WHC3P4YGGG2AA+XZfDf4734dcz/flmewHfbCvgrzuK+W5rAX/dXshPB4SbkCBDFPL8Zid+vVRAy9VCXtwq4Mn1bF7cK+LlvQ403+jET2ezablZwPPbxTz9oC8vvp0A383h+cNR/P3qID7bKtxGLDxYoOWjpS4uNurZVdWOrSXvcnachFvTI/lgSSx3FkVwY34sV+bo2TxcwYIBcayqlHBjuYfHG9PYMzKOawu8PFiTwqwerVg0IE6kfB5viODKpHa8Ny+Wz9YZOTYmhm3lMewcpeLgeB0rhrRl3dAY9o6Sc3aGhD9tV/P0cohfb+bz/Q47lyfGsnd4FKsHtWF5SQy7J1pZVyFnW7mC87PsnJhhYeHgdhyaHubgZDfrRuoY3Tma0pxIyvJbM6m3lPUjzZydZebOEiOXZ+vZXathR4OZ+eV6RnaMZXzPOJYON7Ch3sLWCQ421tjZNcbCRxszebgxwPeHUvj1bAHfb3Pw4mIq3+2y8HCDg5MzzZya4eDkJBNXGs28t8jGjxeKeHqpgOYLxby81p2XN7rz7FIxT87l03y+gJZznWg525nmc+1pvtSB51e78PxqN15c6kzTqVyeHknnyeFUnh9J5ekBASMRoPmwnyf7XXyzys/8lP/jxBAFGwV0guf3lDrfYoDld3TT/5Zh3neZnB9NbdI7DEn8HQPMbzPEGclA4STtiKSftQ3D/HGMTNMywCOlvTmSbGHxSy3FpVGgiYsQC3SaXkqeSUq2STjlx+FUx+LVKUiURYmDXJ82nqDh9e6RXxsvSjeC/CPsCmii3kUX1xZtXFsMse+SpfsdS0ssjOsYizvmNxjjIjBIozBLo9FGtCEhNpKQUYlXI8WhiCJB2ganNh6PXiW+T7PG0S1DRVFQQmFYSn4ojvyQTMwRDlhjSXVKSfUrxK3fDGcM/bNk5AknfKeMdJeELilSeqfE0NPfii6+d+iUFEW2P44Unwqjui1aZTsSDHLMwuDW/joH2OWx4vHbcHkF778w/HWKNtBw6PUAOCvLR36un1DAikG4AcRLUSrixQYgyD/CLUA4/VsS9FjMRoxGPW8EjfHkuC0UCGRPu560RAUZiUqy7Rpy7TryLHK6ueQMCmno6VHQ06Oii0NOB6uE7sK2sD2ePKeSfCEC0m0SZaHufhNDks2UZ9gZkprI0HQbQ1LNDEgy0iNgpFPARHufsLylYUCKgZEZWpZ117Cws4rqNAUjMvWMKdAzpXsi9Z0sNPb1Mbc0hcl9PDR0dVLf1cPITi7K27soyTUzY2CAOYODTO0bpHFIMgsqM1lUnsai8hRm9RdCOpwsGBwQdXyh+Dd2EyQdKzMFaaebmdl9HUzpbmFqDzurRqSzcJiHeaUu0QU0q6+D+YImX+kXH8G3v6LcL7qFFg90sXyIl3m9zCzuZ2XpABfLBzlZNtjMmjIbq0ps7KpNZ/0wN6sGWdky3C/eAPbWJ3FkQjLHxwU5Wmvl/Fg7H88KcHOCgz1VFnbXezk5I5Uz01I5PTmbgw3JHG9M4eT0MJemp3FxaibXZuZwfXa6yO25PSeJmzNC3JoW5v7sbO7PyeHuzHTuzkrlZmOADxck8Xh5El+tS+OTZQE+WBjg0VKhAbwu/O8tyOTDJdl8tDyHR8tzeLhEuBkIzSGPDxbk8P6CDD5anM5na3L40+Z8vt1awPfbi/huWxHfbiviT9sK+GpLDn/Zlsk/dqXx7GwRrwTc8/UONF9rT8utDjTdLuLlBx3hg658uSvA4w02fjyZyvd7rfz1sI0Xd9rz1+OZ/PN8AU9v9uKfx7L4YrOZ67NjebDIyIMFBm5Ol3BjUhS3p77Dl6si+PGonh9PavliY7Qo9+wUNHSB1T9UwtJhUpYMkTK9RyRz+8Wwu17LngYjG8tjOVobyceLovjrDil/3xXHp0vacqk+kqO1cg6OVnJuso4jDQoO1yu5MsvGxdlq7i1R8O0OK99ss/HFJicXJ0q5OdvA8QkKlg2Rsqxcx6pKOXurFVxZ5GL3BCXLK6JZPkLLjD5SaovaUJ7fmhHF7ajr2pY5JQoWl8SzZWQUNxdbuLEggVuLbDxY4+fkLAcHJzs5M8fFxmoly8s1bG5ws2K4lq11Os7NdXBloZUL8228vzaFP27x899jfv68K5Gbi3Wcnmfj6KxEzswxc3epjf+cas8vFwt4dqmAV1c60SSc/K8V8PRqEU8udubJufY8P9+Bp2c78uxcR5qvdKHpchdeXO0u3hKaTufx9JiA/Uil5VgaTw+HeHkyhZbjAZ4c9PDlqgCrC97kbm08RwbFUuf5LSM9rZieF03fxN/TSfMGFZ53mFkoZ26xmvqUSEaG2zAq3I7RKdFMLlBTkxzDMF8k3RLbkG1oS6o+Bp9KikUmwSiJxqqIJs0oo9AcT64pTkQ+u3VSHGopXrUUnyaegE5BwKDAq4vHLxRvgwKrPAZdTGv00a2xSCOxyWMwxr1Dgek3rOwfyb5R8RSa3kTR9l3UMW2wS9qSEN0WTWRbbIpYAlqp6C5KiGuDXSXHY1Tj1sTjUESQ7Y6jY6qcgpCEXH8MBWEpmSElXpsEuzEKr11K2CWE1MdRkhsv4iDCthgynJFikMyQzFj6ht+mf3oEXVPiyPRKRHkoQRuFURONxSTHYlaJgfBOl0UMh7E7TeLSl8MlWEBt/0NC+0hL85CbGyQny0PAZ8FsVKOUxf2vAUjEGYAwAHY5E8VXp9OGw2HjjXSbhjxPAvkeM+2DiRT4BcCbQUQvCDJQB5eOPkEhFUxNL6+CAX41g/xKBvoUdHfJRGZQoU9PtlNLgUtP14CZviGjiHOuFhj4WQkMTdMzPMdMWYaB/klahuU6GJbvpKaTj7GdfdQXmFjUXsb8Ygmj0mTU5pmozdWJw9p5Q7wsLwuwcFhILPTTenuZ3j/MlIGpjO7hYWw3F9P6epjay8HEnm5ml6YytySJOYNDTOnppqFDAlO7W1k0NERjt0QmdzIyvYeVOX1czO5tZ7rA8B/oYWp3C9N72VkxPIV1dWmsH5PBiuHJrKpKZX9jBw5ML2bnhBz2TCxgp8DjH5XGitIgq0v9LOppYF5XDbO7Glg4wMnaEUG216ewqz6F/ROz2Tkmja01yewdl8nBydkcm57NkSlJXF+Yx3tL8zkzzsbFsYmcG2NnX42b3WN8HJkU5vzMTE5PyODkhHTONKZzfloyVxrTuDw1g8vT0rk9L5OLU31cmOThwoQAlyYmc6Mxi9szcrg1M43r0wLcme7lwzlu/rU7m5fnOtF8uhN/WpfCh4LOPyfMe/NTeX9hCh8vS+fj5Vl8uqaAT1bl83B5nvh8sDCLR0tzRQvo56tz+WZzIX/b2ZEfdnXkbzs68s2WIr7aWcQ327P587Y0fjycR9OZQp5cLKDpZkde3OxCy+3uvPigNy8/6cd/bhRxd4WRr7cn8XiNjU836PlsrZKvNxm5ObstH6yS8sUmDX/bY+XT1QpuzooVl8TOTYjg4dJ4/rpFwzerW/PTQS2vPusBj3P41345D2bHcX6CmQP1Rk5Od7C9VsPEDr9hdv9YJnR8i/Xl0ZyZlsChuliuT43iOwFX8LCQl5934O+HdXyxTMPdGXp2lkeyekBrjjTo2V+nZmdVNOcblVyfo+H2YhPnZut5uC2Hw/UKTo6P52hDHIv6RTKlR1v2TDLy1c5MTk9SsnNEJFurJMzsG8n4LtFM6SVjfqmK1SO1bBitZcd4CzvGGLkw18GhCRIuzNFwZa6aU5Njub/MzifrQzzc6OXuCheHx+s4MC6R0wtSWDfKzILBEnZOMLB6hIYtdYkcm5LAh2scfL0zzOlperbWadg9wcDt1V6eXOkC93vQfLWAp+fz+OVULr+eE2yyGTTf786r+4P49XxHnpzvxPMr3Xl+tTtNV4TC35lXlzvTdK6A56eyeHY0hZcnM3h1Op2WEym0nEym6ZifZ0e8fL02yJqi3/D5NBXXq+Np8P+WgebfMjq5HZPzldQmR1Ju/Z24F1Dj/h31wT8wNvw2E9JaMyE9gqm5ckYEI+lpbU2RJYoU4XSvjMUqj8YY1xZLfAwJ0rakJcgoToynOEFKulFY2FLgkkcSVMQQVMuwy6KwK2JwCotfGinG+Ch0glsoPgZTbDvcSilulYCLaEtBwm9Y1a81B0ZEUpoShTb6LVQxbUXN362WooluR2J8NEGdFHt8W+zyaMzSGJFl5tIpsQqfM8WS7YsmNxBL+yQVBULal19C0CvsAkjx2hTYDRHke6MYli+ja4qcDGc0HUKxDM2OpySjLVVF0ZQXy+gQiibZGYdVF4lZF4vFKMNqluN06nC4hFCY1zhnIfHL7rLg9jrERLBwklfU/4UQmYKCJPJzAgR9Fkx6FRplPFqNMPyVY9CrRDlJkH/MCXpMRt3rGYCwzCUMevMFv773dWRiprDJa1eLyIVih0ZcAuvjkzMwqGJoUMGodB31uSbKwkqGphrpJFg6PWrRLTQoTcjB1TOqwMDo9mbKszRilOOY9hbqCk0MDssoyzJS18HB1B4+pvf2Mb2PRwxSn16koiZLQXW+jpoCE7V5eqZ0TWDpEC+LS4LMHxxg2bAUpvcPMFXw+Q8IMam3g3HdHEztF2B8DwdTBJtnt0Sm9HQyuYeHyd0E66eTBQO9zO5lY3aPRGZ2szCjeyILB/tYMMTLivIUpnazMLmrieXDw2ybIKRvZYlbwatGJrFnajEb6lJYNcLPylIP2wRsg7C8VZvBlhFJbCpxs2aAXYTALSnxsrzCz66GbA415rNzQhr7p+azrSGDvZPzOD2vI8dn53J8Rirvb+zGV3sGcm1eBkdHOzhc42FfbYB9Y8Mcm5TCyYkpnBgT5thoP6fG+7k2PZVrk1O4MiWFS1PCXJ4S5EpjkAsTBX5/OpcnZXC9MZsbM7K42hjm3txUbk1z8dE8J03Hi+FGV7jek++3pvHZylQ+XJDMwyWpfLgoxGer03m0MoOHK7L5eHk2H6/I5SNhRiDIQouFpbBcvt5YzI8H+/Dz0b7851BP/ry1mO93tOev+4r55UQnkQrafLkrz88X0XSliCeXC2i+0YWWe3148bgMvq7iyccD+PZIBh+udHFuspJr81TcmKXg3hwNHyzRcWNuFPcXR/PpajlfrjNxZ7aKE2NjOD0xjrsL5CLm4YcNbfn1sBG+KuXVx/n8e4+SW9Oi2Ty0HTurZNxe7OHMVCWX5hu4MM/KvjFKrswWkM8GDo16h4+WSPlhpwK+L4Hno/npmpsP5rXjyrhoTo030dixFVOKf8/2ag0Hx6q5NieBP25JZ+94NdMHtGFBaSzrK2XsGBnD1fkOdtVomNvvbe5vTOLh6kRuz5BwT8gRHtGWTVUqNoxMZN0IHbvGarkwR3AKyUVH05HxWk40mjg+3cApYX4xP4EHKz1cn2vi7iILVxYZ+GRrgM83+7i1wMzGEVJmD5AzpbeUuSVyZpXoWV7tYlmFnn2TnBya7GRXg52to51sG23h8kIffz6Yw98OpfHVzgDvrTBxfV48/ziaJuK5n1/twLNrXXh+ozsvH9fw4r1ymu/0o+VGb15e7ioOgp+czePXM5k8OS5YR0O8OplC88k0np5MpelUCi0nkvlmRYADAyP4bqWe+2NiWFb4FkMcb9FJ/yYlnjaMT4tgckokk5JjmZUnY2EHOfMKZUzLiWV0qA3DnO/SzxlFfkIUIU0MIcEGKY0VdXubMhpTXFtsqmgxbyTbFEeHRDkFiUoyhIVVVRRJ8kh8qmicyhgcagkWeQwGWTR6eRx6aYz4s+wCGkIuwRwbiUkaTaHlDyzp1Zr9I6IZ11GGLf4PaCUCcVSCQxMnfmyURIhYe5cyGocyFmNsBE6tSmwAwtfZFbEk2SLpkK6hfbKOfL+CnGQFSYF4XMIGsFmJXRdNliuSQTkSiv2tyHO3ZkiemuH58ZRlvUNNp2hGdFTQMUmKyxiBWRtJolGG26bD6dBid2pxugSIm7D9m4hblIEcovtH4AAJ+n9amo/MrADFxSlkpLkIB6xYzXrUChkyadz/9H8NFotWbALiQNgkNJZE3ih2Ct58NYVOFYUOJZ39ejITYsmyxoscnnybku4eFf298ZQElYzM0DOhMJGJuUYm5eqoy1Ax2C+hr1/OoCQdQ1P0Yrh5Tb6GumITDZ1tjGmfwOgCHfVFBsrTFVRmaRmRo2F8RwvTejqYOcDNooFupnayUJmlpqZYQ31HC2PaW5nYxcbyoUFWlyWxbGiQ5aVJTOxhY2IPF9N62pncWc3ErlYm9PQwSWgAXa0inG1cexNTewkNQHDv2Fky0MXifg4W9bEyt4eZOb3tzO3vYXZ/F4tKQuIzf4iHpZVBVo1MFhvAmlFJbB0nMHmy2VafzbqqEEsHWFg3xMWaMjcrytysKvWyrTKVvXX5bB6VwfraNNaMFLZ7w+wal8a+aTnsb8zn0LT2HJ/VmYNT8jg2I5cTM4UkrkyuzM/l8pwcLs/K59i4FI6NS+XkxHSO1Yc4NzGF69OzuDApyMXJPq5ODXKzUbBnpnJ9ehKXJge4PCXAlclhbs3M4sa0TLER3Jiexq1ZadyeGebe7AAP5jj5YUcGTec78+OhfL5el8KnS5P5eH6Ih4vC/HFlKp+vTOfT1ULxzxIJoB8tz+aDJRliM/hwaSZfbiziz9s78a8DPfnnge78ZWcnvtvRnr/v7cQvp7rw4kpXWq504uUtYXjYkedXCmi5LvCAutLyoD8vP6vg1dfV8F01fFrB55uSOTlJx5GJKo6OU3FyvI6LM8xcm53AuakKzjTKOCQOeaPZXR3H+iFvs7+6NX9aa+Zv66T8tEPCs1Mmfj2i5JvVsVyaIGH90HasL43hqGDFHCflxPQ4kbv/xw0+Ed52fZaSO7MVPFwg5ZuVkbTcCdD0cTI/7FHwwdw4jo2K4MjYBBo7tGJ+7zbsHBXP3lESTkwycG2un3NzUpjaO4rxPd9l22gVewQo26Ig5+f6WVsZwa2lNm7PiuHPu7T8bY+K77clcnOek0NjrFyak8b1xSE+XOPj2yOZPNzi5rgw5J5k5fAUJ5tqlOxrMHByuosD9Touz3NzeJaZo7OsnJ6h46s9mZyc4WRVpYYNNVYxYWziQAONw6xMK01gdlkiE/sqmVNqYKWQ/zDRzdWVeewfn8D+CUb2TTBydamLe6tt/Hi2kBfXutFyuTNPLrfn12vdeP5xHc0f1fHsam9arvWm+UpXmm904+nt7jy73Zlnl3J5cTYNzmfz/HyhOCRuudKZFxeK+cvaJC7UxvHTXhefTotiR7c/0BBuTVfLu+Sp36Kb8S2Gu9oxyhtBXSiK8dky6pLaMsLTmjJva7pZ3hWjHrMS5aLnXnDsCJq/UPQFd45DIyNo1uLUxOKRtyPNICFDkK6FHABDPCmaWEJ6gRIqwa6MI1EhwayQoRfkI7mURLWSRGU8iXIhQyAOQ1wEhQlvsrRvNPtHyVhaoiOs+R2auLYkyKU4NULmQIR4c/Drpdhkkbg1MhLlMZiksTjUcuxCUZUKeOpIClN0FKZoyQuryA7LSQvKcSfG4hQKuUlKki2KHhkSemdF0zu1LaM6KBmZH019p0gm91VRmi8j1xOHOyEWu1mKzRyPy6HD7THg8hhxuy14vFa8PhuB4GvdXwiGF5qA4P9PTfWRl59Efn6IzHQ3Po8Zp9WEVqVApYxHp1VgMqqxCgEzCXrMJoEMmiBipd/oF9KJ7J9OPrUIhOvsEaIhVSLULTNRCG1X082tYGhITWmyiiFhJZUpWsbnGGnMUTMhTUpNioRhSQoGJ2sZFFYzMttIbY6a0QUG6gpM1BeaGJNvYGyxmaocLRXZWkYVmRjfycLMnjYWig3Axdx+HsYWGmnsYWVi50TGdkhgUjcLs3rZWVXqZ80wH7N6Wpjc3UxjlwRW9DayvdTA0j6JzOhpZUZPEzMEMFtPB+M7JjCx22sbp/Dvc3saWNY/kdVDnCwf6GRmdwsLBvmZ3d/D/KEhlg1PZ2V1KksqgmLwypaGXNbXpbFrUgH7J3dga20O6yqDbBruZXOlm63VftZWOFlR6mDxQAcrSgLicteeKQWsqwmyZXSYfZMyODA1h51j09jdkM3Rxg4cayziyGRhiSuT/WP9HJuQxOH6EAdHhzhQ6+d4vZ9zE0JcmBDm8qSwiGm+PiPAzVlBUe8XTvbXG0NcmernamPwdQOYEuK6cDuYlsKNaSlcmxrm9swUrk7x8968dB7MDfNwWZDPVwZ4tNjLl6syeLwwlYfzkng4P8iXKzL4bGkGn6/K5eHybD4RTv+LM/hoWZb4fLwi6zUHaEcHftjflW+2F/LtNuEp5od9HXh2vhMvb7SHO51oulZM880ONF0r4MXN9vCgF8/v9+a/t3vQ/OkQfnm/D98fz+Wn8304Nz2RzVUStlfFsW2Uks2jtNxZmc7OUXL21Ku4vtTGtfmCs0fPg5U+DoyVcGaSgrszYvhyaRRfro7mizUyTtS9xY6KKA5PNLN6WAwrhkSzdUQ891YE+WKrh7/u9/DXk6m8v9rJ2QlKzo+Tcqa+NQ+Xx/LtFjk3p7fh2Kg27KmIYq8Q9j4twK5RKo41KDhQE8vKkkgOjLHy3rouom4/o1ckB8cZ2DYiimld36Sxd2tRbjpc25b/HnDy6o8l8LcK/nHaIzL9j401c2yKjyuLQtxeaufZnb58sS+Jy/M1HJ9sZeUwLfMGKpnWPZJxHduytdrGxuFaZg+JYUa/KOb3i2LHWCtT+iuYW2plU62D3Q1mxvWIprQgjomDXUwv8TBjiJXJfeLZUG/nyPxUNjY42DjWxWwRYJfI5ZVJfL4/nyfX+9F8tTOvrnfn+ZWeNN0exK/XBvPkRgnNNwfTcrUPzdd70vz+IBHc1/xZCTzsy4sbxTy/kE/znb68elTF02v9ab7ci6fHOnN6ZBv+vsXPv9fZODP0XWan/o4Rwdbk6X9PmvIPFBnb0MHUil72CPo7IhjijmSwO4oetkiy9RH4BcCbVopdGYtTHiFmiwi4B23Uu+glMZiVcsxyoXi3wSRtK0pEXoEFJKDp9RJ8OuFELsg0kbg0SqxyOQaJBH1cHBalEkO8FL0sFp0smoT4dnS2vc2yvtFsHtaK1WVy0nW/QS+JIEEuI6CR4JRHi7/XpYnDpYzBpZaJswhDXDQWlRyrWsglkGCSRZHm0VCYrhVP/6luCfnJelK9CvxmKa4EKQ5DBJmudpS0VzCyfSy1hVGMLopger94GrpJGJARR1piNB6zFI9didMmx+3S43IZcDgNIsHTHxA2d+243YmEk3wEQ14xCyA9I0R6up+cnCA5OX7SU514XEasZh1quQy1Kl6UgITFMotZKy6DGQ0a0V4qBMu/IQx2OwgLGcJKtvCxwOZ2y+niVdLJq6azV8XAJCNDAiqGhpWUpunp6ZQwLKxifI6OyRlSJqRLmFhkZnimiaFJWqozjYzPT2BCvpHaLI3o7BmTb2RsgVFsCqMKjdS0NzG5t4N5A32sGBJiyWAvi4YEWNBfyMQNMFvw33dLYGInHZO7mpnWzcSiAS5mdrcxrWciUzppWNxNwc5SA2v7m5nf08TMblqmttcys2siU7omMrOvW3T6TOioFb9+Rmcdywe6WFseEm8cwu9eXBpiRVUGq0ZmsqYmk6WVYVH73zg6W+TvbB2Twa6GXLaMTGWdgF8e4WN7tZctIz2sLbOyYqiFhQMSRV7QlrpMDkwtZu/UPLaPT2HrmCDb6oJsrvKzZWSI/WOzODY5n8MNaRxtSOZgnY89I+3sH+lif7WHXSNs7Bth4Uy9h8sTQlydkiQW+GvT/Vyd5ufSFB+XG0PcnJ7CjcagWOBvTAtzabKfy1P93JqVwpVGPzenCw0gmTuzkvlgXgYfLkjjk+UZfLwoiQ/mh3gk2DznJvH+nDDvzw7w0ZwwnyxM57Pl2eJw+NMVeTxcms3jVfl8sjqXx2ty+Wx9Hn/d3YX/HuktguC+25HPX3YV8uRMT5oudeb5FcHt04Hn14t5fkNw+hTTfKMjv17pzOOdYS4tMXFxuYn7m118tsnL3Xlabs7VcWKcjDOTtKKXflONmvVVUtYOl7NttJ7LC51cmqnk7kIj91e42VkrZVtVHHuGt+ZkfWuOjW3NqXExbC9rw8ZyCRurZSwe0opF/duwuULDsQkGvtiXycuP+tP0oCe3lwmwvnfYOLgVWyoiOT42hrMT4tg1vC07KyLYOjSCHeUytpRJOTRaxidrvBweHcXivu+yol8MW0fo2FZjZO+YBM41JnJtroM9ow1UZ77BrjoDn66w8fdtWl49GgQ/VPHNUcGKKmNvjYpFA2LYVK3i+hI315eaubrYyI0FiWyqlLC6XMe8/nKWlWqZ0jmCBX3jmd9PxoyBcqb3kzCleyzlWW3omdKO0gIFsweo2D1Ox6JyNVUd5dT2tDJ5sJOZJQ4WDbezocHDopEGZpdqmFuiY8EwNetrLayolLFngpb768L8erkrr+4O5OWtITTfGELLnVKeXh9E0/XBvLxdStPdQTR/VsPLf8/n5b9m8+LLal592J+XN7vTcqs/zQ/KeHKlP82X+vLqSj8eL3HwxWIbzUfyuFsXyZ6u79KY9A4VoUjSFP+HV/oHguo2ZOgjyDe2pdjcjmxdO1I0UYR0EkySdpjiBd1f2LiVkCUUT7lA+4zGHC9FGxeDXhaDPKo1qphIjDKJuLSlj2mDQRohBsXYhaFxvCADyTFJ4jBK40iQx6OXCjeBeNSSaFRxkaii36aL7U1W9mzHrooIlpfKSDf8FmOc4AISFsGEBbA4NDGROJRR+HUynP9rAHpJFBYBPa2QkaCUiX+XyyAlO1lDTqqGFLeUrICGDK+KsF3w/UuxGaPxmtowrIOWMR2EUJq2TOoczfTeEhq6yegWjsZvisCTKMNqkuJ0aHA49dgcAgLCgMebiNdvE7k/wbCbQNAtBsAEQh7S0oPk5obF039Ojo/ksI2AL5HEBC1aVTxKAQgnhsJr0etVrzeCta+bgJAw9kZ7m4LOLiEDQCo2gg72GLq6JfQJKegfFnYAVAxOMVKSZKA0qKQ0rKaPV05fv4LKVBUTsuKZniNjXKZcJHqWJRuoy7fRkGuisdDA+DytWPzH5GkYmyNnUpGWhvYGxnYwMK23nUahQHcwMaevm4VDfCwvD7K63M+qIQ6W9k9kZncjc/o5aBSWsrpZmNY5kSmdDYxvr2BSsYL5PQ0s7utgWic9jZ20NAo3gG6JTO+ayIwednHwKyx7Te/lZMGgAAsHelleGmB1ZTJrR2ayojJJRDGvq81gfU02a0dmsLYqndXDk1lXJUg5SeyuT2fTcD8bKwJsG+5n10gB+OZkTYmFdWUOlg+yiiC4XaNz2FmfI27vbqwLsWa4m+VDLawqsbJpuJudIwPsrQlysDbIwVFeUfM/MMLG0RoXR0f7OFTj5mitl/PjwpwZ6+fcuCCXJyeJev+lySHONri5MMHL1UkBrk8Jcn1KgJuNQW5OD3J7Tpg781LE59781+iG9+el82hxpljwP16ULhI+789J5tGyXNH7//7CdN6bl8J7c5PFJvHZiiweL8/k8fJcPl6SJWIfBO//47U5fL4un683vh4A/3OvEMKez7OznXl2pjPPLnah+W4/nt/sJhb959c70XSrCzzowxfbg9xanMjdFUF2N8i5u9bHV5udfLJEzhcbEkQL5t05Ku4tdHB5gY9DU63sHmdla20CW6uVHB0nFQv1jrK27BghZ/sIORuHRbOhIopNwyPFk/+GAa3ZWCph7XAJW2piuTjXzZqhcewfHc+fjnfm02MduT7XLGIb9lbHcmi0goW932ZJ31ZsLI9jUd93OCQsiZXHsa5vJCt7vM3x+jg+XGHkwlQZmwfHsLRHKzaVyNhWHs/RsTLOTlZxdaaZPdVxzOn0f9yZ7+X+bCVfLIvnxwNm/nvMxifr1VycpuDIGB0rB0tZOkTG1loF22uj2F0Ty/ZKOZsrZawpjWF9WRx76tQcqFWxYZhMbAArhptYMFTBtD6xzBpqpqxISnmhhEk9Y9lQq2T3VA/jesqp7aGlro+W+p566rsrmF1pZNLgeKb2V7C+2sz+SYmsqTKwf5KXI1PMfLG/I013h/HiXqlY/F/cKOHFrVJ+vtCX5zeH8uJBJU0fVvDyLzN4+csmmn/eSNP303j5UQnc6sPLSz14er4bzy71oul8T1quDuDXcz25O01J0/FC/jTbwOm+b7Ku8G3G+Vsx1BVBWvxb+GStCGmiCesiSNJH4FNEiPKKRR6JQdIGu1qOR6skoI4hqGiDUx5FoiwGmzwOqzKGhHjBDhqLKSYOdVQM6thI0SIqj45GK4kTi7FRFotZEYdRFkOCUopOHotWiEWUCF8fLb5KI96ih7s1WwZI2TYoijn9VbgUv8MkjRN/Z1D42wxx4uleuIUIWQJWRZwoCWkFN1G88PfIsek0aKUxGOTtSPFpyE7Vk+qLJ2iVku5RE7bHEnBJcCVKcBraMjBHzsTO0czpFkFjxwhm9pJS11lJnjsSnzWOoEuDz2nE57XjcCeIw19B9/f4LHh8VpzCTSDkxht04xb2AQIOgiEH2dl+cjI9IgYiJdWNx2sh0aJDp5Ejj49DrZFjTNBhStCJDcCgVWG3JuCwmXkj26wg1yynKFEu0vi6OhXi0Ld/UMeAkOD+0TE4xczAsEFkd/QPKOntldPfK2dkmpJx6bFMzpJQnxFPWZKCIcl6SlL0jC1IZEKehnH5ahqK9Iwv0jC1WM6kPCnjcxXM6mxhkjAnyIinJlPO6DwZjT11rK4KsqLUzZYyJ7uqPKyrcLC01MWigYks7JvAjG46pnZQMF24GXQwMKOHjSmdrIwWUsVy1UztlMCULnrGd1AzsaOeyV0Mop9/RWUGS4YFWVERZO1Iofgns2nM6zjG1VVJbBydwdrqdNZXp7N2RDIrSnysLvOyqtTB9lEhNpa72TI8wJYKD7tH+tlW7mJrmYstw1xsKnWwvtTJ6qF2dtalsq7Sx5pyNyuGuVkyROD82Nk83M22cjv7q90cqfVytNbNwSoH+0c4OFTt5mC1i2N1Xk6PDXBmbIBTY3ycGuMVn7MNPk6PcXG+wc35BheXxru4MsHJ7WkB7s4Mc3dWksjruTs3nQcLs7g3TxjsZvBgThIfLUoXXx/MSRGLvlj4F2Tw3sJs3luYxXvzM8Rt3/fnp/PZSsEWmiLeFr7dWsS/D/fgszVpfLkhl682FPLNxiLR8//Pvfk8PV9I84V8cXno6flO8KialveG0nS5g6j7P7vVhWc3O/H0UjHN13ry6bY0zs2x8P66IB+uiOeHE0Fe/LGUH6/ni++vz9Gxb5yJ/ZPMXJwbZkeVgWV923J2ipJvdqRzvEHFgVo1W4bJWNo3ivl9oljQsy27KqK4NtPO2oFxLOvfjv0NKv52vC9bh8k4WB3P1flOcYlsX42GJX3eYuvwKK7OcdBY/FtmdP4tR6da2FgZw7bhsWwuEdDQao7XSlnb67d8usbGzdkKFhf9gaVdfs/x0SrW93ub9xcncn++hRszLWwta83JBj3HahWcrI3l7Oi2fDwvli9WG7gyXc6ZqSq2lEeyqNdbrCqTM7VzBEsGStk3zsnMbhFsHankwBglR8fIOD8uilvT4jlZL2dvnU7cHJ7atQ27JgRZU53AghIF84eoWDVSx/G5bk7NdLNmuIqFFVqmDzEwoZeR+i4yltRa2TDZzWYh33luiG+PdGRLnZy7q1P4+/FO/HShNy/uDBNP/U2C7HOrgpd3qnl6rYJfrw+j6d4wnr1fyqu/TOXlf1fR8uMqmr+ZQMuHQ0AYEl/pwa/nu/Hkch+enO/Fk8uDablexj+3ZfHBDAsfTdRyccgfOD6oHUuy36XO04rBtrYUaVuRpnwXn6I1TnUUbnkEdmlbLJJWuFTtcMS3JSR7l+KESFIU72KLeRunKo4EaQQedRTpRikp6jiSVPEkSqKRR7ZCHheBNDISRUw0yphItJJoEhRx4hBYK4kUi79OLkURHYUqOgp5VDuxAXR1tWZVz1g2DoxifFcl5tjfii4fZ3wkycZoPLoYLPJoAloJTkU0VqUQQxmLOqKVqP0LMwVDvARFbDtUMe/iSogj7Isn1askkCgjZBUWvmLx2qJFO2iiqhV5jlZM6iZj1RAlywYpmdglln6pUYTMEdhNMQQ9QmB8Am5XAi6vUYS62cUbgFXU/oVTv+D+8fhdONyJuIVwl7CdtAwX2Vke0tNdBMNWnE4DdqsBnVou3gCERDC1Vv7/3wCMOjUumxmnwALKTFSRkSAnN1FJZ7eO7h4tvYQMYKeS/kEDPb1qegW0dPeq6ONX0D+koV9AxfB0A2MFCShPzcQcFSNT5AwKyOjlk9PbF8/ILB1TOiYwoaOJmnwdY4v0zOqawKRcBRNylDTma5nTIYFZxUYWdElgY4mdBX00LB6cyKrBVo5WCwUuieNjbGwt07OrwsyKPgoWDTQyr6eB2V3MNHa2MkEo/oVG6vK0jCs0MKWLmYldjEzpkcCMPmam9bYwa4CTlSNSWFoRYtXIMBtrUtgokDbHpP4PufwazrZmeBIrSn2sLQuybJCddWVutlb52TEqKKZqrRqcyPaqELuF4XC5m61lDrZXONla7mBjmZ3NlV721qexeWSANeUucT6wdrif9cO9bKp0sbXCzv5RHo7UeTle5+XIKDeHR7k5NMolvj86ysHZeh+n6twcr3FxpNrBoSorR0ZaOFvv5GKDk7O1Zq5OsHFxXAJ3pvu5Ntkr3gRu/2/x68GCTBHd8N68VO7PSeL2jBDXpwVFO+fHS4Slrkzx4w+XvMZFfLA4l/cX54rvH6/M56PFaWLw+z/2duJfhzry3fYsvt6Yzp8Fn//2PL7blsEvx/N5eUlYIPqf5fNMPs8vd+XZpc48uVTMs2uvbwACVOzFrV68vD2Ap9f78fPV/jTfK+P7/WF+uloE/xrL0wdd+XSNngszdGwfY2JrtYadw2XsLIth4+C3uLVAw8erHRwYFcOBGim7K+PZNlxNY6e3WdAjkjMTVdyabWJrSSynJiZweIKe83OEnAQde6tk7KvTMLfnO6wrkbBrRDwHa4RAdRVr+7ZmVvvfsrUqjkvzHKzs8zuWdH6D3cMiuTvXxoFKKR8v8/LFujAz03/L1oERfLMtmy1DWnN9loaPFvvZMSyO99fk8GBpOvtGxLO231vsq4rkyjQlX21O4Wi9nHVlEewba+D6shwWDZQxKuNdxha0Y0GpnmUjEtgz1sSxsVKuN0bwxYpIvtus4OOlMs5PkbGuQkFlbism9DFRUxzD2ioBQW5hSbmK+SXtWD9CIgbU75loprGnksm9E5jY10xVZzmNJSYOz8vkH+eH0nRrEF8dLOQfJ7vw6tYgXt4qofn2MJrulPPsVjktd6tpvlXL0ytVPLtSzvNrQ3j5QRkvPxvFy2+n8fIv02h+PIIX9/vz/FJnfjkrLPJ1penGIFpulfDvsz345UxvODuIj+c42dL+d2wr/D0He0VzsULLls5RjPe8xXBnW4bYI+lgbEuGKZqwNooknbDwFYVP/g6p8t8yPjWSXb00LCqIo9LRlnDM70iQvEOCvB1JBjkZBgWpOkGnj8amicaoiEUniUEW1Q5FbATG/xV/nUS4HURhEHTw2BiU0VHio4mLRRHbiizdb1nQNYrN5fH0T4rAFPM2FlkMiXFtSTbE4lVHkxAXgV9IIFPFiM4fU7yM+NbviKH0JnkcJoUUZVxb1JJ2uM2CcyeGgE1Ckk2BxxRL0CnDnRiJxxqNwyA4lf7AuK4aVpdoWNA7ltriWAo8kfgTZXisCjwOBW6HErtVgdupxmVXY0/U4hIYQEG3iH8QnkDQi8srxD8KPCAX2Tl+MjNdJCVZcXtN2B16nHYjRp0CtVKGSrgJ6VRiI9BplSToNdgSDHgcFt5IFamegodfRxe/id4hE/3DRgYEDQwIG+kd0tEzoKZPWMOQVB2DUw0MTNJRlqKmPkdPQ66BulwT5Wla+vmk9PbKGCDYQ8MSqjNkjC7QU1OYSFWWnpoMFaMzlTTk6JhWbGJqkY7ZHQws7KhneVcly3ppxK3adYMtXKh388OaIv64IJnz9VYOjUhkW3kiGypdLB/sZn4fF5M7JzJGGDB30DOucwKz+weY2MXMwqFhkb8vIJuXVqawdLgQ4O5mSZnQAFJYW53M7vG5bBKC1Ouz2FyXwY6GPLaPzmJtWYA1JV5WD3awoczNxnIn26qEwa+XbSODbBuZxNaRyewQPh7hYvtIBwfHBNhd4+VgQyoHxqVzYEIGeyaks3mUn52jk9lTn8rO2iA7RvnYVmljX7X7teQz0sGJOg9n6v2cGu3h2CgHZ+rcnK33cqLWxbEaFyfqvJwZ6+N0nY1zdYlcHZvInUY7t6ZZuTLBwbl6B2dGO7gxNcyDOek8EAt/MndmhLg3WxgKh8VhsYB/eLQsn/tzU/loieDrF1DQ2TxaWcTDVe35dF1nHq8qFuWhP60v5Mu1mXy9IZmfD+fz0+Fcfjr0GvPwy/Fcnp7J5uWFbJrPZPPkuMCPyeTZxQJ+PZ/HsyuFNAuBMLe78OJeb17eGUTTrcE03Snhb2e78a9LffjzgWy+2Z/Kox1ePt1o5/KUOHZVx7JimEQ8EQsF+uIkCTdmSfhkvZ4HSw2cm6Tm8Ggp28vacbDexLzeUUzt8A5XZifw553JnBgbz7VZJtHyuXRAWzaVSdhbp2brKAWbqhQcnWDi4xU+vt2exq15Rj5ebmdD/zfZUynlo1XJ3JiTwOUp8by30MTlaQlsHtSOXcOiuTjOyuTQ/7F9aCS/nOnGkToZp8er2V0qZ27RW+yq0rOrUs7q3m9xZIyC24vsXJ5l5awgu/R/l0MNBg40WDk0OcTkThHM7q1kTl8VM/vHs2iYmhVDYrkyU8EnK9vx83kHrx515B9H7Xy0WM6sbm8xOP1tuoTa0CcpmuqCOOqLYlg5wsrWhgTRiSRsHG+tFWYIRjFMqLqzQkQUV3bRM3NYAvum2HhvXYjn1wfD3Uqab5bScruMlrvlNN8fwYsPamm5N4qnV0fw4vooWi6X8+JyKa/ulfH8Xgkt7w2n+b0yXtwfSPPV7jw924Fn57rTcl3YH+hL8/VSnlzty9PzPXl1fjBcGcjXy4Ic7tWWtem/5UCXd7hSJuNov3iWZraiMfAulba36Wx8hwx9O5I1kYSV7QhKf0tFsB0nKxzs79SOzTlvs6ODjCpHO7zSN9HFtcYki8AlEDuN8Xg17TDLWuMUWEDaePTxseiVUvFVFxeBRfD7Cz54iQRp27Zi8Ze2bSM2AK00ghTN/7Ggj5KNw01kGd8SraaCg8itiiJVH0tIE4dVEkHQGCvOAWyCl14qRdGuLSZZzOvGI4tBEdMGdVwEbrMCrz0OtzESr9BALDJ8jnh8tij8tmh8ljjsyjcZmB7N4kFq5vSIpTxPgt/UFpdFgdehxOeU43XEi6lgfqeCkEeP12UUrZ8CullY+hL4P8ICmPt/m8GBoJ2UVAcpKTZC4UT8wUQcDgOWBDUapQS14vUSmEajQKWWv14K06pwCNkABhVvZDnVFApxisEEuoYT6OxT0yfJxKB0M/0EOScrkYFpBkqyjAzPNTE03SDyfwYH4xmZoaEiTUtJegJDUo0MSdYwOFmQgRQMC0kZnSXYRhUMS9cyLFVNuQCCSo6nNltLfa6aCUUaGtvrmNNBz8LOOhZ107FqsJ1VQ6zsHW7h/UYvn84OcHaMna3lNjZWetlZm8riwR5m9nk9F5jY1cyCEi/zh4WYV5LM4vIk1o8SdPxU1lSlifgH4XNLhqeI8YyrKsOsGZnCxlGpIs5hR322mLy1qTadTSNTWTbIyarBLtYNdbK1wsv6Ehubyp1sKHOJ8s7GSj9bhofYWhVkW7WXXTUedlc7OCwU7fFhTk3O4OT0fHY2pLJnXBqHJ2axd2wK+8YmcaA+zN5RHg7Wejgs6P6jHOJp/1SNk5M1Tk7VOjlZa+dItY2TY7wcH+3l+Bg/p+p9HKu2cmGMnduTXNxtdHBnhiAJ2Tg5ysrJGjtXJgV4f56Q5CXo+mHuzgxxd2YKd2alc2tWskj1FPAPggQkAOA+XpLNpysLeCjw/gUk9JoOPFpdxMMV+XyxrojPVqXxw/ZMnh0XtkDTeXZCAIbl0HQ6m+bzAi8ml5fnMmkRiv+ZdH49nyvyZpqv5PHyVmde3O9F892+NN3ozwthYHizlHvrU/h4Zw731wV4tDWNQ+NkHKmXsq82hoMTTCwfGsfeMQouzojn6112mu8W8Xi9louTork208y+UXGcHK9h7cB2zOzchsaurdgzRsJXO/38eDKbC5NlnJ1qYNeoWA43qNhbJxVtph9tSGfHsFb8ZbsP3u/NtwcD/POYm1sz4zlWHsOxcgEZHeA/J8L8+1iQu4tMrOzxf6zr2YoF+W8ywfcGZxo0NF3sKW4Lz8n7PdPS3mB6xhssaP97dpdHc3+eg0crnfztQBZHG4xMz3uDG7Nd/GVvMXtq9Ezp3JpFQxWsGqYTXT/LSzUsGSDMAHRcnyvn6+1xvPikK/w8mf9cyOHxUgmnJ6uZ0U/KsIJYSgrkjOqopipPwtxBRrbVmdhdI+HsNCvryhUsG6plSaWRqUN1DO+mprZvImN6GVhakcCFhSG+Pdqb74714eerpeLJv+luKc33y3n1YR1Nd0aK8k/L9Uqarwyj+VIpzy8P5vnVQTy/3I8nZ7ryy4n2PDnRgZazPXlxoS/NFwbw38Pd+eXMQJ6c70fzlYE8vzxQbAwvz3fm6wUGPhqjYF/HtznUpRWne7fjbJ9odneKZF5qW4Ymvku29h1Cytai3u+PeYNJWbEsKVZSYfg/Zie9y8bsVmxor6Kj+k1scYIcFIlV1hqbXBj6SjDJo8SoR1tca7Ho6+JjMatk2NQyXDqV6BxSxUQji4hEGtEWeUwUythoTPHRpGp/z6y+gnIQjzP291jiY3Gq48QBsMAcCqtiCOriSLHIsMS3xSL+rBhkbVuLUlCiRopGFokyLgJZRGvsBjkOSzQ+cyx+kwR3ggSPTUqyW0qKS4IvUcgubkuB611m9lMzq7ecPulxuEyROIVgLY+SjJCKFL+SsEuJ1y7D79Hgdetxe8wEQg78QZeIghYWwWxOM3anGYfTiMdjIhQWGoCNQMiOy2XCYTOINwCVPE4MhtdqVaiUclECspj0OBONeKwG3ujoNdLBq6dzKIH2fi3FArLZq6Bnsp4+qUYGZyQwNNNMaZaJihwDg1O1DEjSMjikYESaloEBBV1dcnoGtfQPKekfklGaomR0loHG4gRqMuKpyFBRmaGgMjmGCcU6arIV1GbKGJunpLGDnnldjMzvrGF+Vy2zu+uZ31vP6hILO0eYOVln4fQYGztHedgwMsC2WqGIh1gjbOIKWOaK1wPc1bXpIvVz3ZgU1teEWTdCCGQRviaDpSNSWVjiZ2VFkjgDWDMimV1jctg9OoU9DTmsG5HE4sFOlg9xiw1g+QA7KwdY2FjiYEu5i41lThHjIBT97SP8bB1mZ2d1mN11aeysCrCrwsb5cV5uTUvizDgfh+qT2FGbxq6xWSIKel99Mocbwuwf5eR0g6Dtu0VN/3S9R9T4z9QHOVb9ugGcGSNIP1bRCnqqIciBahcHRzo5Vm3j/BgbVxtsXGmwcqvRx+UJHo6NNHN6jJ0b0wK8vyCZz1ZmcX9OQLRxCvr+h4uE4JY0PlyYzocL0/hYiHhcnssnIvYhm0eC42dlgRj68nB1Pp+uK+CL9fl8ty2X/+zN5tnxTJ4eTab5VAYtZ3N4dan4NU3yagFNJ5JpOp7M01OpPLuQy5PzmbRczuHVnW403+8jNoCfLnbn0bZMfro6gGvLg6ytVHBjdQ4f7OrKktJYpnR7m2l93mFFpZJ1FSr2jI7n0UYXv1zO5NndbP5+yM29eRr2VUWzsyqO4w0KdlW2Zc2gVmweIWFTeRtuzo7n+bks/r4vlWP1UXy02sNfD+ZyaHRb7i408cfNIU6Pi2dvye/44Wgm/HEgf97j4MFcNc+Od+LWDA07Stry87k8Wu7k87dDYa7PULC139sszPot00JvcGt6Av/al8+GXu+yuss7bO0bzYz0NzgzXsBP5/Pt9pA4FH9vuYcpuW+wbmhr/nIgja93ZrJNgMWN0rJmlFD4VczpE8v0PlKm9Zaya7ydC3OUPFoTyZNLDpreL+IvB128v1jGvSVO1lYbGJrXiorOMuYN94tDw3E9layqNnBxnp1PN4f4cmcml+Z4md69FWtG+5hR4WLCIDMzSlwsKLOzoEzN5okOjsx2899LQ+DDkTy/NYgXDyp4cXcEzbeqxCbw5EY5T66X8fPFoTTdqKDp0lCen+3NsxNd+eVQB5pO9ODXY915frIPz0/155djfUVXmMCHenpxKL8KctOVUr7dlsX1eiXXR2i5VibjTK82nOz4Jsfav83BTu+wr5uM2RkSeiW2JUXzLp74t0lV/IFpuQrm5msYpHyDNYVR7CxuzZa8CCaF48jSRBDWReOSt8IsaYtNGGwqJWhiWmGKaYVeGoUhPpZEYeFLq8SmUooOIHlEBLKoCOIi26KIi0YluIoUsaQb3mZ0Bx09vXH4VcKClxSXOpYsi5xip440fRypgq5vjHm9jKYUpCQJ8nbtMIgD5hg00tcNQMgUsOvj8TmkhGwykuwqfHY5QZdSzP3N8MoI2OOx62MJG9+kvquKCV0V5Npb4THH4HfGkxtS0CldQ36ShjSvmjS/Ab9HSyCYgMdvwuUV8gASX1tBfXYRDidA4ixCwpewICbsCngsolsoGLSLsY+Jpte3AMEGqlEr0KiV6NUq7BYTHrsZr03PG8VWpcjuKXaqyXcoyHcrKfQq6RLW08Wvo0+ykSFpFsqzbJRlJTAoTS9iIUqS1ZQGZZSElfTxK+nqltPbL2dgipqSNC3DU1RUp0hEh09VroaKdCmNXROY2snI6ByFmPjVkKdkarGBmZ3NTC1SsKCznDU9ZazrLWf9IANrhxjYXWXmWIOHrdWCe8fF1toUDk4pZse4LHZPzmfHxALW1iazri6FjfWCkyfMesGHX5vE+pEhVo7KFLd7Fw+xs2Soh2WVPjZWJ7OrNo3do8Nsqw6xZpiXpYPsLO6fyPoyPysH2ljRP4GNpXa2VbrYVO5gU6VHtIDuHOFhb5WHvaPC7K5JE6mfu4fbOVPv5MZkH2frXRyqC7JL+Fy1EMQeYOdIF3tG2jhS+/qkfnWCj+PVFs6OcXN2bICTo/2cGxsUrZ+XJgQ40+DmzARh+zfI0dF+9lZaOTXazfmxDi7VJ3J9goebk4Ki7n+j0c+tGcLj5d4sHx8vCIvsn4dL0/lgUSofLUrl4WIB8JYlvn6+IpfHS7P5cm0Rn6587fYR8NEC/uHxmkI+XVvA52uz+cuObP6zP4Omk9m8OJVFy+kcWs4V0HK+gBcX82g+m8HzE+m0nMoRc2cFjPCz89m8vFZA87WOvLzfC94fyB/3ZLN3tIZTszzsm5TI3nEO9o83sroylrlDYpg7RMK0fjEsH65n+2hBwzdyerrA/A9yc7GGC1PbcHmKlIM1seyojuDw2Gj2Vb/LvYUW/ro/h+P1sVwYH83Px9LhflduLdByf5mVF3e68sORVH44kMZ7S4WwFAPvLbbz3mIj3x3N5Id9GZwfFwF3u/PDwQD7yt7hb/tSeXW/CO4V0nQ5m3MNUSwr+A1zU97g/nQ3t6ZaWVzwBt9sCnG2TsvcnDf4bnuAn48KA3cN9+baWN+3FZsGt+arHencW2xk89A3uTDNwtWlQdZXy9hZa+bYVD+LBwv2zijWjzSxatA73Jyj4PP1Sh6uUvDBcjWXG2VsLY9i7wQrS0domNo3hpXDtSJOYmyPaJZW6zkyPZH7q5z85Ug+lxe6RUzErHI7tX10zChzsbImmfWjU1lSmci6sU6OzE/m411d+WRXB74/0p3n10pouj6MlpuVPLlWwS83RvDj1Qp+ulzOT+dL+PnsYJ6fH8Svx3rx67He/Odgd3461pufj/Xl15MD+fHoAH46MYhnF8v55ewwnl4s59nloTRfHsg/thewu1trjvb+He9VRXJzwLvcGBjB1cGxnO8vY2c3FUOd71KQ0Jos7Tv0THiH8cmRrO1qYXIgkpnhdzk9VM/hztGszlGRq2hLqiGGdLPg0Y/CIIklQSVIP9Fo4oRQF0H3j8GijMel12KQxiGPjCBeKP7tWhMf0w6VJBKjQPbUSMi3RTA0Q02ysg0+lbA7EIdXG0e+RUqhTUWqNopcmwyfNgq7RrCRylBERRPfri0JSgmG+GhUscLcoS2K6LbYdVKSfSpCNqEJKPDZ48VTfbpHQoojmqBDjjNBsJO+yZBcOTUdFORYWxG0xpAVUokI6R4ZSrpk6MkO6Ej1C9m9GpxuNQ6XBptdjdubIDqCrHah8BuwO8xiWpiQDiYsdglJYf6AE7/filvcBRAaQJwIgtNqlOi0GgwaNdYEA4lGDTajijc6WGT09OkpsgqpPAry7Ao6+HT0SEmkd4qVPskWevqEeUACZdk2Uf4ZlGJgeE4CdXkmGoptDEvVMjhFoH8aRDrokDQDZekahiXFUp2joSRdSVmagvo8LbWZCurz9dTnCK4dBfXZCsYKS2L56v+PprOO6jLr/jbzTOgYdHd+6e4GkZDulEaQLkWxu7u7OzAQEbG7u3Mcu5OO6133Pb/3j7NQRJcxs/c5n2RGmDJ7M7U5WWTO7hwT5sZqsCzbmNkDdZmTZsGsVBvmZ1qxusiWVYUmbBnhxNrhrmwe21+sTFxZKtQ6erKywpMVpU5sqHBjeZkv8/MdWF4oRDNbsbTIUczj31DowKYiK1blWYpk78rB9qwpcGJzqQcbilxYK9z8cy3YUurI1lInNpU6sqHIQVwAe6vc2VomfM6ZrWXObC+1pabEkv3lltSUWrGtxI41g+1YOciSXRUO1FTYsb3YjP0VVqKG//QYFw4PteHYCEcODbGjvtKeo9UuHBPiHsa6cHyUA0fHONEwypnG0Z4cEKIghghfY8fZMQ5cGufC1YkeXJggfL01l6Y5cnW6IzenO/NgjicP5gtD35Vb8925v9CHGzPduTffV5SDPlgUIJ5Hy4LFl8D9xYE8Wh7M41XhPF4dw8MVETxa4c/bLf58q/ETQ8A6DwqZ8SF0N4bT3hBI2xE/2g7341etL037/eg8EkzL4WC+1/rQeiSQzjMxdF4UDEbxvK4N49JSP5bn67JjtANHZ7txZ5UPx6ZbsaJQgY2VGqwq1eTQLC/2jrendoItm8u0qB9rxeYiVfYNlWdXUV9qKtS5ssyFXRWK1JTKcHexNe93efKjPoTz0/Q5P1lbbLN6tsWNxokadF2MgmuxcCGaX0ciODNNjxeb3Gk/FsPlKbpsTv6bZTFSPFhjQ9fpMHZn/8WjJeZwReAwvOk848OLDXasjPuDGb6/sTFZlWUxvTg+Wo/2IwPYXaDAsti/eLXekevTdDk2TJ6z443ZmCnLiTF6PFvjKZbOnJvpyJX5LpyZbcvuETqsyVPi7Cw3NpfqsK7UlJWDJcxLVmRVjgz1o1TZU6nEwZFaNI41ZFORNruG69M4yZgdpcrUjRGGvg3LKozYNsGRYwv6sXe0IecW2LG5SpNZeYbkhauTG6PHkBRzxg60YHqWBSuGODG/0IzpOfosK7diXYUFNSMsuLjAjZ9HUmk7mUPT8cF0XRtFy+lKvjfk8fNoAT8aB/GrMUcc8t8OZPF5bxof9iTxtS6Dr3U5fNybxefabJqPFPPrcCHf6rP4eSSDH4cT6D4WzcdVJjycJMu7GdrcLOjLmfS+nEpTpDFRnj1xykzoJ0uC8Z/E6f9OhX1fJnrLMd23L7MCVRniIM/CQAX2x6iwyl+DSANZvPT74meuhLO+MmbqyhgLMcfqSuiqKKGjpPCfV0BNFWMtDVHyqS4ng6qcDMrSvcScH1NtZbFG0kZLjlAbZWLsVfEyUsPVSAh3U8BFX5FwKw36GynS30QNf3N1bLWF6kkl9FWV0RHIZAWBX9AQCWYN+b5oKEijoyS8AP4LfnM2V8LFUg17c2XcbdTo76BBgLMWHnZCNLQ6DqYKxHtrUBSiRayrslgWH+6tQ4yvBkn9tYjy0sFPWCT2Brg6S7B30MPKWhdLKz2sbQXzlgRb0RlsKVZCCk1hVkLGv405VjZmWFkL1ZGmuLpY4mhvjKaaPJoayujqCISwDgY6WpgZ6WNupIeNqSFSA10MSXTQI95BnwgbbcKEOAhHIdRNKGEx++/bjkbE2OuR4qIn6v+THDXJ72/OkFBrhoWaU+ZvTLanAVkCb+CmT6aXIXn+Rgz21qQ4wIBcPyOK+0so76dHuY8OVQJx3E+bkcG6jA03pirAkOpAHSYEqbIuSZ99GWZszbQW84FmpJozLdGIGUkWTIk1ZW6KEXtG2nNrfRgnFghF6pZi5+7KEi/WVHiIMlIh0mGJ4NotcmRFoTsLhY7fHCvmDzRjXZmrqMxZk29P/XAX1g22YnmODStyrNlc4sZGAdsvdGR7pStbSu3YUeHE7qGubC4WsH4XUccv9O/uGurC9goHdlY6UjPUkR0ldmwvsWFHib0o91yTa8rGPDP2ltmyt8yK/eVWHBxizcmxruIr4MhwexqGWHNipBONw+w5MsyB46LGX1D12HNslA1HRzvSOErQ/zuLcFHjMBtOj7bjyng7Lo214uxoCy5OtOeycPOf6cKDWc68We7HP4s8eTjfnYeLvXiytB9PlvTj8VJ/7i0Qgt38eLA4iLsLArm3KIgHSwbwfHUEL9bFcG9ZBHcXh/BsdQjvt4XQdCCE5lo/2uuDaKsbQMehUNobBtBU34+mBn9aDwXSXj+AjqNRcC6NZqEYXoBRTkbRfimRrusD6bqcyofDsdROtmXHCHOOTLXk2nwnLs215d4aZz7t9+fiEkdOLfRk12hLVhfpsjxbkT2VhixN+ZvGsTpcm+NATbk2GwrlWZr8B/vLVbizxJHnW93F2/yX+jAaR2pwcaY5v+qjOD1Jh383ucH1WFrOBNJ9KZ5vB4I5NV6N1iORdJ+J5eYsU1ZF9mRZ5O9cmGLMhsg/uDXdGK6H0XTKTSyxaW0MZUt2X2b0+x+jHX5jXsiffN3bny/7+rMo5ndWJPTmyHB1jo5Q5kuNFz8OhLAlty/b8+TZUaTA5YWunJrjwMkZ9hwYacSRSRJOzjRja6kGG4v1OTDJmWnx8kxNkGVprjw7hqqxepACW8t0qB1tSt04C/ZUynFzljbXp2lzZIyhmEG0rFiPrWOsWV4mYcsIM47PtOH4DGuW5xtTHq5GUYwWJTEmFIUbMGWwHdMLzBmfpsvIeA0mpQpNZeYsEAbxJCs+1SXQfCyTn405NB0toKmxiObDhTQ35vPryGC+Hx7Et0P5fNiby+faXD7WZvK5fhBfDxXx5UAx7/Zk835vDt/q8/hSl86XA0JfRCKtJ0JpqdGns0afd1MVuFsox9ksBQ7FSVMfK8OeqL5sjJBjlEtv8k3+YpxzX2b7ybE8RoNxvgqkGvZiiFUvtoSpsLy/CnF6fxNpKkuYlSLexmpYayqipySHrkDqqqqgIS/4AeRFNZCOiqKI96vKSqMi0xdNub5iyYuriTYWan2xVu1BgLkcvka98DXVwEFfAyt1OXyFmHszRUIsVAmx0hH7COx1VbAQpJRCh7CSgmhCM9NSQ1dRHg05WbQU5DBUV8TWUBVvQftvo4KjhTxOFop4WCnh76SBv7M2nnba2FuoYqEvh4+FDFWxBgx0kyfeQ5N4Pz1ifDVJ8Be6BXTo76iFu4MEFwdD7O10sLE1xMbe+L9MIDtTEQYSCGGxJtLxv25f4dvCS0BYAI6Olni424gLQEdTEW1NFbQ01dHT0cVITwdTQz3MJfpYGBsgleioRrKTJikuusQJDmAboaTAiFgnAyIdhNIWbbG9K0Ygh+3VyPUyEJfAQHdDsn2MKQowodjPiCxPfZJddMlw0yfLTYB8DMWClwp/A0oDJZT112VipAkTwiSiOUw4Y4INxM+NCdWjOkCD6dHGTA/XZ3aEAfMTLZmZbMWURDOmJpowMdqABWm63FoVxLvaHA5P9mXFIGP2jvFkeYElC3OtRE3/zGwXxiVaMT/bVtTlT02yZE6mDasKHFmcbs3CbBuW5zmxMd+JjTnGrBdu+oPsWJVlyRohvrnYic3FDuyt9uDAaC+2lliLN/xtJfbsFExclS7srnJhX5UrtZVO7K90Yt9QV2oqXdlTJbh7XdlaKAx9J/ZXOLGv3I5DVY7ijV/A8E+NsOVYlSWHh5iLyp76SmtqK2w4WGlNwxALLk124eJkRzHDR1gCp8d70DjSmaMjnTg9zoUzY+24McWcx3PtuTrJmpvT3Lk2yY0r4215NNOBr2v9eL/Sk0dznbk/z53Hi715ssSHewu9uTPfh6crQnm4NJjbCwK5s2gAdxcGid9/vDyEJyvDeLQihKerBvB+Wzg/9ofxfW9/mvb703oghPb6CFoOhNJ8MJS2ozF0HImj7VA0nUej6DweTdvREDqOB9NxIpz2c3G0XUjmwWZf1pep0zjNkRvLXPlQG8jDjY682N2f7ss5XFpgyaIsOWYmK7GhRELDNDcaJ1nybL0fd5c78LbGj0+1YRwYqc75eebcWmrB+WnaXJhlxPEZ+hycoMKNJWa8XuPGnixpDherUZunzJmR5nAjjY5bcbReioTLcVyeJeH2Mlu4MRBuZ3BlkhWzvaSY1V+KBX5SbE/ry7dafzrPBtB5OpiuY+HUlsgxq58Uo6yl2JevSvfRQJ6utGN2kBTLo3pwZ64FnSdC4GwU56cZsyrpd+4scuTSPAtOz7GidowBe6r12V9tQE2VKtdX2nB6rhPz0uWZmyHD6hJTpiapMC9Hk3MrItlSbSv2A2+vMuXYdBvuLNfn2z4r3u104PI8cw5NtGBHtRkL8/WpiFKiOkWbiakq1I6zoX6cPauK1FhapsG0LCPGpRozJceE2YXGbBltx5YxjiwtMWbjEAlXBZhvdyxtJ3NpOibc3IWTzecDqbQczuNnXRbf67L40ZDHpwODeVczmM/7C/jZkM/3hkI+1QnDv5B3NYP4vDeXtzsH8vVgJl/rM2k5kUbrIS9adqrDAUPeTJXncmYvTqZIUx/Xl5rQnuyJkGNbhApz/RUY6dyHmT4yzOunyOIoXTItezJATYpKyz/YFq3GsgGaxOr3IUXILDNRxlOQjuoIxfCy6KnIiw5fdSV5NFQUUZbri6J0HxRl+qAk0wdNeVm05fpgqa6AtYoMNsp/42nYl1A7VfqZ9MHXXAkbLTUctVQJNFFmgKkcIWZK9Jeo4qKtgq0QICdUK6oKC0BejJMwUlVCR0EONWlpNORkMBDiJwxVCHQzxstBDWdrBdxtVPG2Vaa/gzq+9pp42GpiYyyHqZ4cLsZ9GD1QQkmAGqnuaqT01ycp0Ih4fx2SBhgS4CpwCHriK8DNyRBHR3MxCVQY/O4ejnh6OYt5QAL+L0REOLvZYOdgjqW1kBoqEaMjPNyt8XSzxlBfDQ11RTTUVdHV1kaip4u5xAAbMwl2VmZIxdqqkuIiaP61SbJXJ8leKIDRJtFJl3gXfcIdhXIYdSIctMh0F1Q/Qj2kOvHOusQ4CG5hHQqFBeChKy6RTHd9sl10KfYyYoifAcMC9Rgbaci8geYsGmjL1AgzJkYKGn4Tpgi5/OESJkboMy3OiNkJVkyJMGNylAmzU22YmWLPlHgT5mfocniyF29qcji3wJ+xsUrkufxNuacsC9OMWV1ow8Jca2ZkOTI6wZoJKQ7MSLZkSbolc0XJqDHLc62YkWTMrEQTFqdIWJuuw4ZsFbbkqbIzX439JerUVqrTOEKHE2MMOTNRwtnJEk5PNOTYaH1Rd19XasyeUlP2VdlSO/Q/Hf++CkcODHdnzxA3cQnsr3LjQJUbh6pcOVjlzH7B2Tvcg2PVTlyf7My9qbbcn2LFlTGWnKy25kCZOXvKLGioEophbDg12lZ05L5cF8npcfacGuvM0WoHTo0RtP5uXJnizMsVXrxe7sG9mU7cmOzMjUmuXBtvz/0ZjrxcKgx/Jx4v8OTJYj+eLw/g4SKB/HXj1lxv7szz46Eg/ZwfxO35gTxcGsK9RQE8XDaAh8sCeLo6gFcbAvlaE8GXmmC+7x3Ajz3+NNUG01wXQfPBWDoaE2ltSKDjdBZtx1JoOxxB86FAWg7703rEn7YjoXyrC+H8Ahu2V2uzd7QJhyca8eVAMFyIFaMifp6JF0nIx5tDRCnkrBRl1hQbsHeMKadnmtPUECF203acjORNjQ+PN7tzb60d3RfieLXDiWebHWk7n8jPkxG82e/D49XWXJthzL5CGVaGS7G0vxQnxhrw7mAQ3MuE+xm83xvA4XGqtF+Kh2e5/LOpH3P6STHV6380DtdlbqAU2zPk+HVIGOhhcCqYs+O0mewqxSQnKU4N16ZlXz/2F8ozy/83rs10hPPptDeEcGSMFusy+3B9rhOcTuRHYwgvdvXn+ipvdlUpc3eNBzdXe3BxiR2r8/qyNl+RHUMNmZemxuhwGYaF9xaNXgvydFhXbs6qwVocmqjNyz3m8CKRjpspPFhmzpU5tpya6UzDdBcmZxtRHKNLQYQKo2IUWTZYm9vrA3m4K4pp2TpMyZQwKU2bKQMV2DfBmu6bo9k50pI9Y225tymCD3VJdJ0ZLJK3Pw/n8uVQBp8PDuRXQ7Z4vh0UIJ4s3u7O4NP+fN7uzuHTvhx+HCri++FyPh0o4dO+At7vyuL19hQ+1WXy83gmnEvg8yp1WrZr0r3LiMcjenM2rQcHo/+kJvwv9sVKsztchp3R6qyNVGdmPxlm+8qxZIAai0K1KLXqQa6RFEv692JPmiGVDtKE6vQi2VqLCBMlAowU8dH5z0ksEXB4eVnUFeVRUZBBRUEOZTk5lBXlUFWQQbnX3xgqK+AgREZr9sXfSJooK2nSvfUItFLA10IJUxUFHDWU8TeUx1siQz8jebwNlPAw1MBaWwVdAV5SU0ZXWUbMCxL4Bi15BVSlpcWXgJFQTq+ngK+jDp72arhaq+Bhr4WXvSa+Dlq4WqnjYqWOrakiZgaKWGn9SVWMNmPjdcj0UWRgfz3Sgo1IDdEnLkgXXxcNnGx1cbYxwN3ZFAcnC+wdLcUMIKEFzNnVVnwNODoJsk8LnNyssXUQHMNWYkicm6s1Pp42eHtYIdFXQ1dLaBgTTGDaYkCcmUQfK1MjkQuQEm79ifbqpDqqM9BOmVQ7JbJcNcny0CfBUYNIO3UiHXSIc9Yl3VWHwV4GZLjpEGmjSqyDlvh6GOSpS7a7LpkehqQ4a5PurE2+hwGVARKGBGizIEvQ0jszOdSAcQNMmCC0ccWZMDPRgulCNHOUhKmxRsxKsGJciCFTY42Zm2rNtDgTpidqcnKOG/fXh7I8Q49cp94MdJEj3UWRIk91yn3VxByeSUkWjIgyE30AkwfaMyfDkVWDHFg6yJIV2YasyFJjxSA1dhQa0FhlyPWpxjyYa86/K0x5t0LCl1VGfNmgx7cNunxbY8CPtSZ8WWvAl426fFylw/ulxrxYYMGj+XZcmWrGqZH6HKs25nC1JXVVtuwpt2NPhSMNI71oHOFB4wg3jo104dgoV5HgPTbMjsujzXk605x/Z1vwaKotl8c5cGKkA4erbURI6MQIR85NcOLWHCGewYVzExy4PNmDS5O8OTHCnnPjHLg1y4PnS3x5MMuJO9McuDPdiZtTHLkpKH+muXB9mis3Z3nySMT6/f+P/BUGv/AC8OLJ8iAeLQ7i/qJgHi4J48GSEJ6uDOPJqhBerAvla0003/cG01wfSXNdFD/3hvN5VwC/6sJoqo+m40QaLY3JdJ7IpPV4Gm0nBtJ2NI7mQyG0NYbQfjSYjsZwPu0MYH+1GvVTJbyrC+XRZhexZYqL8XSej+XtgWCurvRkc4lQ5WhDw1RbNlVpc3CSMS92D6DzfAotJyNoPRnGl4MBfKkP5tkWV97v8xV/jZe7nfl00JvuW4nwMJWuWwlwL5VfF+O5ucCGJf2kqEmT4/BQNU7N0OPT4Qi6zqVydLwW/+wPgtdlvNw3gNn+Uiwe8Bdd5wZyc7kbs/2k2FeoSFNDfzgXyrlx2kzz+I3J7lLUFalwcbQec/tJsWmgHF92RXJjnj1b03qxNVead/sHiFHKX+uD+bjfV3ztHJ5mwfOdgbzZG8iJWebsHqLO0fESzk23YVuxBttK9JgWK8PomD6sKNVivVApWWzM+mIdUR30dLsxHTfC+X48iPcb7Lg500z0RJycacGKclPGZ5lQGqNJeYQa5SG9WVmuz5pKfUYlq1EVLc/iAn02DRH6BAy4sqwfO4aZsihHj2WDdTg83Z7Hm4L42ZBFy7EifhzNpflMAc2ni/h1poSWM6X8aMjnS+0gPtXm8mFvDp/3DOLHoUK+HS7ia0MhX+vyxfNmVzpf6rNpuzyYjkM+vJ32Oy07DenabMazahku5vThYHwf9sfJsytKlh2RMmyLlGPVAGkWB8gx31+RxQNUWRmixjJ/GTYMkGNPjBIronRJNOlFuEEvMuxVSbCUZ4BBXwL0ZPHUkcVWQx4jZYGc7YuSdE/UFAXSVwFlxf8IWl25vhgrymKr3JNIOwXibHtT7ivLYF91PI364GqmIBbFuGgr009fHmcjwZymKHoBXAyFSGq5/7wDqgJ/II+Jmjx6yoKjWBHlPn0wUFJAImQRGSvh46AhZvo7WajgYKGGi7UWrjZa2AtREKbKWBsrY6wnh7GqFDm+isweJKEyWp2sAToMDjMgI0SHhAF6BHjq4uKoh5ebgOOb4uhiiYe3E+4eDiK8Ixi9bG0NcXYWhr4JFtZGWNkKeUG2eHi64OZmjY+HBb7ullga66CroSqSv0ZG/x0zEwNxCQiGMKlEOyWy3TTJdFQmx0mJwa6q5LkIYW9aZLnpkuqiw0AXwf2rS6azDpmuQjicnpgTlOKqS6qzBjnuWhT6GlLoZ0q2ux6DPPXJcNUm21uNkiAtMYtnbJQxw/y1GBNiwKQYU2YkmLIgxZJlGfZMi5MwIdKIqQmWTIqVMCPelNnxJuwaYs+jreEcneXGmBAFchylyXZVJs9djRw3DQZ5GZLmosHwaBOGRxpRHSJhcpwFE+ONmZkqYWm2IWsH6dBYLeHKVD2eLNHm41p9vq7T5/tqfT4s0ObjIh3ezdfm9Rw1Pi5U5udidT7MUOPjXAM+LNbj51odmtao8m2ZMl/W6fBziwFtW/X4tV6Ld8u0uDtdm7PCq2G4KcdG2tEwwp5jY9w5McqDY6McODXOjtMjbTk9xIyL1SbcmmTG/elW3JruyIWxjpwZ7cLpMcJHJy5NcuPyZCeuTnXgxgwnbs5w5fJEZ65McufieGeuCLf96c7cn+3Cwzmu4se7M124PdOZq5MduD7Nhfvz/cSh/2Dxf0TvnflBYuvXrflCo5cPb7dG8GTVAO4tDubBkgjuLw3n8aoIMe75y944uk9nwLl0mg6E8XNvGL/2RNO0L4bWw4k0NyTQdDyNb4eSxZt/y5Ekmg4n0nYkmdYjCXSeH8ivE5H8qu9PywE/Pu5y4WuDn+gKbjkbS+fFOBGPbz8dy6UFNtQM02HDYAXqR+vxbHsgb+sj+XIyhZbLWXTfzKJdWBaXYmk+HcHXQ0G83u3J3ZVmfDngQ9e5SF7uceLbMV+4n0jbvQTa78XC0yQ6byRSP1yVnel9+VITyZXFluwu7EPjMG1qS9U5M9sCXlbyam8k07yl2JYiTeflZHhcyMO1/VgW/j92FciKOUd3Ztoxy/t/TPX8jW1pCqyN/ou5PlJsS+jL9jR5lsb04MI0Y5oaw8Xso7bTEZydqcPrLd7UVauxa4Qe/+yNoWGsBUdGSLg1z5aG0bpsKFBia5EyZ6eZc2Kq0Bsty9nFnuwZYcHqXG3qJtqzY4gKF6Yo8na9Aa/Wm/JqpTkP55vwZJWrWAY/PU2BqTn6TMoyYkK6PrMHG7J+uBnzshRZNFiXbSMseLIzjpe1cdSM1uHoHHu2DDdhSpISSwsMmRz/N3tHm/K6JpG204JXI4uWG8V0Pp9K96s5tN8cxY+jpSLG/64mi/e7Mvi+fxDf6nL53DCItrMVtBwv5XPtIL7W5dF8ooD283l83enFv/MV+Sb8f7LSkEdDpTmf+Tf1CdLUxCqzNVyRDSEyrA7qxbpwWVaGyjPXV5pFAaosD1RmXag8R3KN2Batzjh3RaJ1/mSguQx5zuokWCoTaqJAhLk8gYayeOrKYanaB2NFafSUBEJWDh0FRXRFJ3BvjJV64qjSgwhredLdZanwl2ZJugaDfeRx1uuJq0QGc/W+eOqr4a2vgI22DM46cvgYqWGvo4ihijR6ysoYCdHS6nKYaQtdAcqoy8qJxjIjFWUkqtK4Wqni56SBm6UCDmZyWBvL42SlgZ2ZCjYmStgYK2NmIC+GvVnq9ibJXYG5g0yYkKxF0QB1ikJ0yA8zJDnAgNB+EtzcjHByMcbNTTB7mePhYY2rqwUODsY4OZnh4GiKrf1/rwMzcwMsrCViU5jgGPYUbv9uZgR422FvaYSmiiIGukIk9H99ANYWxphK9JHo6wgLQIVUBzVy3TTJdVEhXziuqhR4aIrZ/wXe+gwSloGLBoNcdcl01SXdTTB86ZPhoUeOtx6DvfXI99Sh0FtPPLluGuR7a1A5QJ1hYToMHWBAdZg5wwT8P9JQzOiZGCPAMVbMiLNkYrSQ8WPORKGeMV7C3GQDDo114tXORPaNtKGy318UeCqQ661FiosSaW7KJLhpEmGvSqGfPqPiTRkZI2F0mAFT4rVYkqVK3Shd/llry/uN5nzdZs+7NTb8M8+Qu5MVuDFBjquj5bg6TJaLQ6S5Xi3Po/EKPJ0ky8spCnycqcW7GVq8madJ83ozPi5U5csiZVrWa/BjmzbtxxzoOOdDx9l+dJ7w5tNOc/5dYyjmv1yaosOVqZacG2vL1eluojTzwmhHLlQ7cGWcIzemO3BztgNXJttwcawdl8c6c02Adia6cGWCI1cn24tfc3umkxjVfGu6O9enunN9mju3Z3lyd447j+Z78HCuG/dmu/B0ia9IAF+f7szNOZ48XRnCw+UDeLA8iPc7U7i3LJK7iyNFrf/9lUFisNvdZUGi6UsgfZ+sjuPhykierY3g065Img7G0FQfx/d9YeK3v9cm0nosj9YjmTQ1ptB0ZCC/DqfzqzGJpsYkWg8n0XownpZDMbSciOb70QH8rPels9GP1gZv2k8H0XktntbrCbTfSKD1YhRtZ6N5XRPAhfm2PNnkz9GJunyuC6f7ajbcyqdFcJ1eSKbtfBwdl+LovBwHN5LhTgbNJ0P5Z6s93w760HZmAK9r7Oi6FkfH/TTa7yTRcTsG7ifRdD6R9Wk9ODnOBB4V8eV4FEfHaYswz87BqnCrmDc10Uz2lOL4CHO4k0bXg3R4UMA/m72YF/4bu3JUOFpmwIKAP5np9zuzfH9nif9fLOr/P+b2l6K+SovPR6LFnyPEJDSfTaD9XAy3V5pweaYxm7N6syr9Dw4MUxAhxS87ojg8TEgb7cu5xT4iJ/JsuyudFwZydLqEc4tsubHMm1PTXKgfb826QkV2FfXg/ERVjo/RoH6YNuenm3JrmQNHpluxpFibBYUSZmTpMi1Li1VVlqwZZsHG4VbsHevA0ZnOvKiJ4s4Gb/aP1+NZbRR3doazoUrCvknOHJvXj33j7Dg2XeBmkmi7nEfX09HwfR00b6Tr+XRaLgzn66FivtQO5uu+XL7X5tB0ooT2m6Npu1BJ26lSmgTS+GgxraeK+HUshx8H4nm22pKPW435tVLCsyo5LmX35uhABXZFybAnXoldsXLUxCuxKVKe5UHyzPGWZnGgKov8FZnj9TfrItSZ7NaXQZK/SDb8mxJnZUrcNIkyliPMXIV4WxWizRQINZbHx1AWZy05rNTlkQhqH2UFLNSFwd4HB42eZLnLUR2lx5AgOeYmyrGrRJU8r14E2KoRZKeKrUZvfCXquOvKY62jgIdE4AeEMngl0WCmryQkkqpjpKEkOo0FXkG5Ty805WUw0VDFQluG/o4ahHrqEOCiiYu4BBSwMVHE3EAOOzNVMSvI1EBBbPsy15MjxFaW2RlGzE7XYXiMDkWhOuQE65EWasYAHyPc3CQ4OZvg4W6Bk52BGBPhYKuNi4sED09rMQPIwdFKVAJZ25iKkJAQGCfGQ7hb4utpiY+bOQ7WRkj0BehHUyyCF0vmhSO0ghnqChyANkl22gy00yDLWZNBzprkumqQ4SDctDUo9NYi30Odwe5qZDqqi93Aqc66pLloMchLjwxXTQr7GVHsqytGPZT6CPCP8PPUmZ1uL0I9QgH7qChLqsKNGBlpxJgIfeYMNGZOognTYs0YG2nM1HhLJkXoMzVKiRPTXflnWzRrB+tR1U+eUl81BrmrkeaiRpqnLkEWsjjq/EmWnx7zUs0ZEaHM2BhlcfCfmmXGh+0+/NjlwvftlrxYocOV2QYcG2fC0SoJjVUmHBlhRV2ZLqeGqHNjlCaPJ2rxeoYu7+bp8XauHh8XSvi2wpxPyw15v0SPT4t1+LpQleaVynxar0T7rUC6XqXBmyw6niTQ/SCc9ovutJ914WejIx/3OvJouTm35phybZo1l8Y6cnaEExcmCIXsjlyd5cS1KbbcmGTH7cku3Jjowp1pHtyY7MjDee7cnePEy1X+PF7gxc3prtyc7snNGZ7iDf/hAm/uzHbhwTwPHsz34O5cD27PdefBEj+erwnl/Y4knm+M5lOtMLALeLgmjusLw7i+OJwbiyO4szyaO8tiuLMsmltLI3m8Jo6n6xL4Z0MCL9YF8W7zAL7ujubLnkg+74mg6Xg23bdG8utwBt8PxvKzQYh/TufnoQSaG5LoPDyQtrpYmg5E8HGPHz8OBdJ8yJ/W+v601vej9XgonTcy6XpWTseLCtrvZdFxJZHm09H8OBbJz+PR/DwWRcf5FLouZ9F0LoV3DaF8OxbJu7oA3tX358exAfw4FsjPo4FwXmgdC+XeYgNaGwL4tMuV9zVucC8b7qbTfScJHgyEx4N4vMadldFSPN/gDv9kwaNsbi9zZ7b/b5ybacuDVQGM85Di1lJfeJxNx52BdAm/zuMCbq30ZX6AFBsierIqshdzgv5kqvv/WODdk4UBv3Nsghlcz4LbWXRcTaLlfDytF5LouphC+/koTk/VZ1mslMhLtO0L5skCK7Zk/cXOIeq8P1/Mp/Ml3FjqxseDA7i/0Z6HW9w4P8+Mw+P0ODhSn8WpvViSISeWw9SPMxX9ERsqJOwcZc3qInW2DTdmaYkuy8tMWFwgYc1Qa+YXGjA5S4sFJZbUjHencbY3TefLRPfv633xtF0sovlyMU/3JPLleBFfjpXyqb6ItzWC87eQ9otFdDweCz82QMtG2p9N4te5Sr4fLhIVQJ/2ZvNpbxY/jhbSfK6SHyeK+dFQSMvhItpPlPLraCFNRwtpOVZI65lsus+E07TUgGcVvbma3YfTqXIcSpJjf5wse2Kk2R7ah63hCqwLVWZpoBJzfGVYEqLGgkBlJrj0otjsd0rs5ClyVGKoqxLFzkokWSkRZa5KuqM2KTYqBOv1JMhAGn8DBTz1lXDVV8FRQwE71V646MgQbiHDxBhlqgf0ZFm2DuvSZDg+XJGS/j0Jd9Ylwl4DZ63e9JOo4qwth5mWEp4mGngaqYqVkHpig5gSJurKSDTU0VFVQlWmD6rSvTBUFRRBytjpyxDsrMoAZyUCnFTp76yBh60qlkZy2JooY2+mhpVEiKqQxVBHARNdBbxNpJmeosfiQbqMTTGgONqAwTGmpIdb4O9miJurIPU0wcHWAEdLDZyt1fFyNcDXS3gNmOPhZY+ziy2WVqZiVITgFhagIkdngSi2wr+fNf7eVrg7mKKvpYqetjrm5hIshAgIEwPxmBnrIxVlZ0i8gyGRFmok2umQ7qzPQCet/yAcD23yvbQp9Nak0EuLHMHp6yQMf10GeeqR76VHkZ+xuACGBEmYGGVBuaBxFZaAjy7lfvqMDjUWy1tGRkgYEW7EiAF6TAzTZe1gCWtzTZkWY8DEOBOmRBsyN06DK/N9ebp5APMHqlDpp0RJfx0KhCgJTyMyBaWSg7roHLRT+4tCfx1qRniwrMCIugkWfNztDce8+Xe5EdemaHNygiGHRtmwvsyB9UPd2VHlyLYKF/ZUeXKg0pIbk0z5tMiC11M1eDVZg38mqXF9mDRXh8tyf7I6z+eq8XKOPN+XqNC8VJlfi6T5ubovLbVadFx0oP1xKJ2vs+h+U0DXszR4lkTn42i67ofSdtGHr3VOvNkqRDSYc2asOVeFDt7pHtyc48G9+R7cmenEvVluXJ3kyPVJTtye5sSTBZ7cn+sqyjjvzHLh3lwf7s/1E5eAkN//X56/G48WefPv6iDebozk1cYIPu5K4FNNCr8aBNleDs3HCkU99/21cVxbHMmNpXFcXxzPnRWp3FuZxp1lyTxZl8aTdSniAnixMZF/N0XzanMkH3bG8XVPPF9qovlVl0jzwWSa65Noboij7UgSLQ2JNAsL4GAibfVJtNcl8GN/JN/2hfF9fzAtBwbQVhtIR/0A2oVe2Ut5dD4ZTefLsXQ+KKL1QpwI6zSdDKP5TPh/t/xLKXRdyaL7Rg7N55JpOj+QziuZdF1L48eJML4f9ufzXnfebrLj/QZH7s0x5upkHV6vdeBYdW+erbXkzV53PguL4kwoP08NoOVIGDtT+rA8RIofDT7wNBXu5HJ6mgUb0v9ibVIfpnhLcW+FJzzIEl8Y7Xey6LiXQ/fNQo5W6bLc/zcW+f/JnP5/Mc31N+Z7/87ahN58OZwI9/LpvC4sgGS6rieJf67OC8lwM4tz083YktmHHzsCuTDKgA1xf3Bmojnfr1fT9HAce8aZsipLlvML7Li6xJJ/t7jzaI0bjWP0aRhrxLZSDdbnaXFjUzJ1M9yom+HA2tEWTM8zYHq6AXMzdVlbacqh2f3YXG3P6kor5uQZMixRg5IodRaVWLNptBvXNqfxoaGArrPldJwrp+tyNR0Xh9FytoLm4+W0Hq/iV0MFPw4X0nK2kOablbQ+m0rHyxk03RzGz1Ml/DhcwJvdabzfm8nH2my+Hinkx6kKvjaW8KOuiO8HBF4gn8+HCvl1uJjvh4v5droI7hXTvs6C10N6cT39L25ky3IuS5kD8bLsj5UXTV57YlXZHqPGxih1FvSXY2GQCvODlJkfrMZEXyWqvVQpd1Gg3F6aIjsZ0q1kSbRUIstRh3Q7dRLM5AnTkybMSIFAYwV8DOTx0VXEW0eOQCNZBnkoMDNBnsVp0mwpVGNLek/uTNNkfLQMEUJwpas+9ip/4SfEN2jKYqKlLC4AJ2059ESNvzwSVQUx/0dPTRl14XPKcmjI9BLTQh0kmvgJ3egeqoQ6KxLppU2Ylz7+bnoiF2BlpICloYJY9WikI4eRnjJGuopY6/RkVIQiKwdrM0r4N4s1pCDBkuRgM/xdDXB1NMTF0UgsiRe4BX93PXxdDfFxN8HV2Rg7O0ECavV/HgAzHJ3+awtzcLbAQ8D/PUwJ8LXGx9USI12BBNYQy2CMBQOYmZG4AAQoSCrUWlvs8w230SDWXodEIf3TQVu85Qs1kBmOahR4aFPipUuOs4aI8ed6G5HvqSvCPcV+Eor8TKjwN2JitKWY/1PkrUGpny5VQiJokBETQvUZF27IyBAjqoMMGR9myKxkHeakGjMuwoiJkUbMidfk+iJfHq72Z16cOhX9lMjzViXTU5NUFy2ynLUY4m9CVag5fsbS2Gr1xEHrd8ojdTk0K5DGcca83+DMzdlm7CnRZEuhIZsrbNk0xJ3Fxd4sLvNlbYUH68s82V5hz/FR5lybJOHJdGNeTdPn7SRNXkxU594oVR6O1+LtHD0+zJWneYkMLYt607lUga4lCrQt6sWvFX/RXq9N0ylTWq560i6Uk3+oovtjNW1vymh/kQv/5tB+P57mS4H8ONaPhytsuT7VimsTHLg+2ZFbwhJY6MeV6R4i6Xtrhht3Zgqwzn+D/8Y0B27NdOO+4NSd48f1GZ7cnOkl5vw8XOLH5+2x/NibzK/agbzfHsvX/al8r8/g1+FBNB3Np+lYIT+OFvBk80BuLovn1vJ4bi5N4NayRG4vG8jdZancW57Co9VJvNiYwPN1UfyzMZbXWxN4uz2Oz3sT+Lovli81EXzfF8Gv/dG0HUiAhlQ4nELnkVRa61No2h9Hy/5Yfu6NpGlfJE27Q2neNYCWPYG0HhpA8zFhwGfQebuAtjuD6LydQceFGDpOR9F2Kpa2s/F0XkgQe4OFBqr2W4NovZxB24VMWs+m0Xo+hfaLiSJ/0HoqnE97vbk8WYv9AndQoSn2596cL+HFejserLfl3Gxdbq205u4aK55scuXseDNmeUqxO0OaVxudRHcyT4bwcocPq6KkWNRPiqNV2nA1he67GXTdyaHjVjrczeHDzkA2RPzBQp/fWeT3F/O8/2JJ/7+oGaxCx9kMOq6k03VzEG3X0+m8kUz7pQS4ns3r7UGsievJ4oA/WBvZh/UJ0pweb8G9jaGcnO/OrkJVlkZLcXmRGy03S/l4JJrXW725McuSCzOtaZxqyZn5bhwea8bpec6cmOfCpgp9ZuSoMDlbgymZOoxP1GDHSAdubUhg83DB5a7N2ipn5hQ7UR6jw6xBZmwa7cWKMmtOLwjkZ2MeLcdKaDtdTfvZapHEbT5STtPhcn4cquBTXT4fD+fy81wR388W8e1sCV9PCGqfAr4cyONTbR4fD+bx7sAgWi9Ww90pfDtcxue9g/kk8AN7s/lYV8S3+mK+1Jfw8XAJrULF5GZH3lf34m2FHA/zZTiXIceRVEUOJslyMFmRuhQ1tkbKsTFMmaV+Csz1kmV+PwXmByoyK0CFUZ7yDHFVoNyuL1WuiuRa9SHfSYVsGyUybFVIt1cn1liOaGNZQo2l6afXi/660gRLlIkylaEqQIXlgzRYmdmbrXkKrE36kxuTNZmXqkKolRwR1mo4qPRggIU2Dlpy6CvL4GKogoOOwCVIo60okLZymGupoKuiiKpMTzQV+qAp+7foHrY3VCbYSZNoN0VCneUJd1cn0EUDNyslnC1UsDQQpJ+ymAnwj74SRjryaKrLoK32F0OilFmZL/xbalIWKyE92JBIT03CPLTo76BIuAB199Mmyk9CoJcR/dxM8HYxw9FOgq2tRBz6gjxUqIoUYCAXVztc3Wzx9LDA290YX1cTXG0lGOqooq2hjL6eEAmtjZkABUn0sRdkoCGWaoRaqRFho0G4pSpJTnoi6ZtiLwx/dQY5qVDqoU6ltya5zioM9tQW6x+LvLQp9tERTWAVAywo8tal0EOVEh9Nin21qAoRuoNNGBdiwpgBBowONhQ7f8eEmzI+wpRxkfqMiZaIctCZ0TrcXRXCw/XBjPH/g0pvRYp99Uh0VCbOTpEke3kqAowYF2nF6CgJo6PViHHuhbOZNLb6vxFl05Mx/j1pGKrLlgID1uTbsLLAhUW5TiwsdGFqvjdjB/dnSoE3c/Id2VZlS8MoC3aWGbC6QI+zk+14NNmYR1MMeD7ThDezTfg4VZ2fU/vSPLUHTVP/onOuLO0z/6Z19h90rZWmbasczTWKtBzS41u9KR13YuFNBfyYSveP2XR9ng5fp9L+cijdz0ppv5bCx33e3J1lxK3Jltyf1Y/bs/w5N9GZa8Lgn+vFgzne3J7pyo3pTtyeJQx/X+4K1YyzvLktFLvME9q6+vNkhT/NdWm0N2bzemsEj9cE8HlfCj8asv5zYzYO5scR4RTwdHMKVxdFcndVPC93ZHN/TRJ3V8bzYHUi91fG8XBVNO+2J/N2SzxvNifyfV8m32tT+bQ3jtc7Q/gk3Oprw2k+EMfrFf5cHWPBrQlm3J8i4eV8a1q2BdG6P5rv+6P5vDtSXBJNu8P4tjuAH0J43JkIuq8l03E7g8572XRcT6bzYixtp6NpORlN69l42i/E034jlTaB+L2RTce1HNquDILbxbRfzaH1chrtl1PgehrczKbleCyXZxrR3JgI94tF8pVbafAolycbnPi0PwSuZsGtXDovZ3NzkTOrov5kebAUJ6u1ebzGk5a6YE5XqrE59Hc2RP/OzcUOcCcP7mTy62IUHZfj6TweT+0gORb5/MaKoB4s9P2DGS5S1JXrwc08WgXo50YynXey4WYu3ZcyebLGm7XRPVjg9Ttzvf7HyvC/2J2vzLHx+hydIuHOam8uT7RkR1ZP7q535dvJJO6tc+XOCjuebfYUs5M6Lg3mTV0sTza5c3+dMy92hbMuX5NJcXKsqTBhRYUx41NUOS5EfGyM4OraCLaPtGdZkRUTBxoyLcuUtRVWrCwxYk2phGNzPPlyJIOW0/k0nyrl69EiPguDXbi1Hyzk++FK3hwo4l19CV8aS/lcl8/7/Xl8qM3nY00e32qL+CoM9YYSvp4cwrcT5fw6P5x3tXm83ZHFv1tS+bA/n9e7c3m/bzDv9xfz5fAQvjUO5p+ltjwb1ouvI6R5USHD5Ww5jqXIciZHhWOZytQmKrA3XpX1QXIs7y/DAp8+LAmQY0GAHNO9pRnpIk2JdW+GOkkzwl2RwRY9KHWUo9hRniwbeVIs5Um0kCXFSoEYMxn8dXsQIpElzFiBGKPeVHjKMDuxD8tT/2ZHvhpbsmW5OF6LzcVGhBr3wlevN87qfRCQEDddecw0FHE2UMZOWx5N+b7oqwotYXJiEYy2oiw6ir2QaMiiq/A3zoZqOBopEuysRpSrPFHuKgTYK+Bk3BsHYxlcLFWxN/tP/WNuII+5gSLGuvLoaSugp96LwYGKzM/WZXyyHoXB6gwKUKU4VJPySH1yQ7VJC1Qlsb8GId56+LkY4O1kjLOtEY5iSbzgEhZygszw9HLCxtZMjILw8nbC28sKT1cjfFyNcXcwRl9TWQyF09VRR2Kog5nEACtTCdZmEqSirDUJF4tgNIm30xDLXlIcNEhzUCXHWZlKH3UqPOSo9JBjqJDu6aVOmY8mQ/x0KfHREm/+FQESinx1KeuvR6W/HlUD9KmOMGJ4iEDMmjE+wpKxYRaMjzJjTISEsRHGjIs0Z0KMKZOj1bg014/HG0OYlSjHMH8VCnzUyXDRIN5GlTRnFYYGGzAmTFgg2sxIkOHOUmempGpiZ9ATO72/CTLty+QILTYJKYuZJizIsWbRIGcWFHgxt6wfhQOdKcjsT3maO1OzzdlXbUfjKBu2lFlSnazH9DwLDoyw51ClFhdHqPJiug5vJiryfYI030f+xa+xPfg57k/apvWgddafdK2So2ODAl9W9KRjrwZNOxRoqtWh6YwbzfdS6Po4nu5vC+n4tJTOTyvp+rKS7g9T4Z8SWk6H8GaDE4/mOXNHwPanCti+G7dmuHNruiu3ZriI6p/787x5tNCPBwv9eLwkiEdLAsUXw6Ol/jxc7svHmliaD2fwaV8Cb3fG8PNQhrgABCPOj8O5fD+cx7dDebzdk83jjUniaT0xjM8Hi3ixbSBNx0r4d3sCzzZE8nVvhjj4X22K4eOOeJoPpdNxPIsvtTF83BPKj/1R3JnrwsECTbYnSLM95n8cS/uN64V/c3+0Jm27g/lRF8WnfRF82yfARtE0HYmh41oqXVcT6LoWT9ftNLru5tB8KYm2c7G0nIri1/EIWs7E0ibc/m/l0XavlPY7BbTdzKXzbjGtNwtpvTGY9hu5dN7Ipu1KGp1X0ui4mMrLmv48XO9Mx0Vh+KfSfj2OrvupvNnnw4PVtnRfzxK5B+7lwKMCvjXEcbhclY1RUuxM6cmuzP+xP60HNdE92SgsgeQ/uL3EkdazibReiafzeiqcTeJwqRxLB/yPJUG/syLwLxb7/c6hoTriwO+4kwZ30+D6ID7uiaBxuCYbEv5gRYAUSwRjWaY895a48nKHPz+PxcD1HNqPD6RhiApvtvrReiOLrltCkU4eCIvvejptF1J4WRPIwTFqvK/z4f3BAD7Wx3Nooh2zk5TYWGZA/TRnllcYcGKuM02n8/l5toIDU11ZNtiAvRO82D7ClkvLAriwxJvzi734d38Cv85n8/VkOh3Xh9B2fQTfTpby5WgJnxqK+NxQypu6Ut4fGsrHg0P5vK+cj3tK+LiniA+7i/i8v5SPB8v4dnQIP44P4d3BAt7VF/B8VwbPNiXzaMNAnm3N4tnGNP7dkc3rPcW821/O2z05fKsbyJfltrwe1oPXI+R4VKLAtSxpbuarcilPg/okRXaEy7A1VI7VgX1Y6PM3iwNkmOPbl+me0ox06EO5dW9Gu8kw2l1RXAZVzrIMd5OjwEGeZAsZBlrLkGGnSJyZNBGm0oQZSxNqJE2MwV+MDlBlUvhfLEr+m1UZiqzNVqChWov60dYkWPxBiIUSHrqKhJhp4muogIWGHHYCoawplMsoYKqtjoWmAAHJoymUwaj2wsZACX3lPrgaquBuokiYuyZR7krEeKoT6KCEu4UsTmZyOJgqYm+mgpOVJrbGylgZKopGMGMdeYxV/2JomBrLcvQYH63I6BhVZuWYMTXLlGEJElKDtAjyUMPbUR1PB01c7QRfgD4u9qbYWRlhayPBzd0ae0dzLCyNxNu/oABydbPBzdUET1dDPBz1RUexobYymmqKaAltasICMNTHysRI9AJIxQrQj7UGiXZaxNmoEm+lLHoCsp3UKHBXZnSQFqP6KTAjXIdhvipU+6kx2l+DoT7qDAvQp8xHm1JfHUr6CZyAFkMC9RkZYkBViB7DwgypDjdmVLgJ46OsmBJnydR4E6YnWzIj3p7pMbo0jLfh6cZAFqWoMjpMlcoQTXK8dUi2VxcLZkaGCU5hXcaFKbC+QJk3W5x5t8WJcTFyeBv1Is5ZlcJ+6syM0WFFhh7zM4yYny4R4x8mDfKgJMmZlFg30pK8KE+yZdtQe86Od+RolSmHR1ixvMyJohhThkQYsKNIwr3JxjyeqMa9UX15NVaWL2P60jyuD82TetE6V4bWub3pWCzD18V9+bFKlvYdqrRukaFlpzSttcp0njKn41oAXU9z6fownfaPK+j6uYnOn5vh12r4OkUcHB92u/NkiT13ZzhzbZI91yY7cHuGIOl04cECbx4v7icSvsJLQDB0PVrsy7MV/jxc7MP7HVE0NabTdDiN5sZMkaD9Vp8mLoAfh3L4fmgQ3xtyaTpSyM/GIl5sT+XWikhe7sjh7Z7BPN2czOdDg3m5M5FP+1L5WZfDl70ZfKpJ5MPuOL7sFYxeGfyqi6ejMZXnK/uxM1OO7Sny7EhRYGtMD/bFSHE8+X9cKZTm5XwLOurDaWkI52ddON8PRvLzRAIddwbTdjWVzqvxdAs39LuDxUL0lrNxtJ+LpfWskBmURPvFdDofjaTj+SRa75fR/qCEjvultFwfTPvtQpqvDaLjVh7tt3Jpv5pF16V0ceh+OhDGnTUOfDoaTsvFODpuJPKzMYSby23oujOY7rt5dN3LpfPeYHhSQuvpJK5NNuTRPHuuTzNj58Df2RQuxbpAKbbGS7EsTIq6Ch2azmXAkzK4kUljtQpz/P/HspC/WRbwF8v8/+D4KB24XQD383m7048TVfpsS/yDtRFSbEvtwckyLbam9eDTAaEprRBuCNxGJtzI4+xEA86M14HzaXTcyKX7doX499RxJ1N8sXyoDePsVAkPVrrwpXGACIFdXenKyVk2nJnrxrYhupxb7MXrQ2k82xXOz5P5XF0TxplFvtRNsufptjjurQ3i5+k8ms/l8qEhWWz56rxaLH6u7dow2m+O4+epoXw/MYQPDUV8OlzCx0OlvD9QxscDlbzbW8qHfWV82V/B19pKPtRW8L6+gk+HKni3N58PtQW82pPL6/3Cf0ODeLI9n2fb8vh3awavdg7iVU0Jb/dW8GZ3AW/2ZtNWn8C3JSb8O0Kafyt68biwF7cHy3MlT42GRDlqIvtSEy3P5lB5Fvv0Zq5Xbxb4KzDJTZpq216McezDJHdpRrvKMdxFgfG+aoz2kKXMUZZce0VSbWQZ5KhCkqU8MeZyxJnLE2sqR4JxT8aHajA/UZ7Z8b1YkCbPwlQ51ucpcnqqNVWBPQgwk8NDX5kAI2WRQ3DSU8JJVwVbHVX0hAWgqSymgUpUZdGR742LUOxiqoquUm/cDJXwMJEjyFEodpEl3FWVICcVfO1UxBRQJ3NlHEz//1ERj5muDObafehn+jezUtTFIqPlWRqiGmhUigFZIVoM8FDD1V4dZ2ehHUyCu4sJTvaCEsgABxsJDkJVpK2J6Ph1EYlgCVbWgjHMGm9fJzzczfD1NBEXgIejMab66mgJDWm6GpgbG2JpbIylsRHmQhREgv1/JS4C8SuWuThrkeGsKdY7DnJSoNJTkYmB6syONGB0gBqTQjWZGqbFxFA9RgbpM8xflwo/XREOqggSjF/6jPDXZkSQDkMDNcVC9jFRQhuYOTMSLJgUrce0OEOmRBiyu8yCF5tCWJ+ry6RwLSr6azLQSY44W3nSXdWojrT477UQqsL2YSp8b3Tn+x4X1uapMjRYnZJQI/KDtRgersP8gcYsTNFkfbGEVSVWVA80JzvOmbgBzkSEuBMXYseCIk/uLPHnzGQraqvNqas2Z3mJE8XRJoxIlrA935DLQzS5PUyJRxPV+DjPiH9G9+XHDCWa5irxdZ4MzYsVaVkoz3eBEF4jJy6A9u0KdO5UoG2nPB31OnDJltar9rQ9jqfjXTWdn2fQ1bKBzrY9dDRvo/v7Yroel/DpgFDDaMKdmWbcmGb9H+k7x5XHi7x5uMCTxwsFSMiZ+wvc+GdFP/5dKbwI3Hm7LVTMW2k7kUPriWyaj2Xz/VA6H/cn83Z3Et/rB/Fiazyf9+eItv0vB/N5simFe2uTeLoli4fr03i0PomnGxP5Z3M8b3cIBHIiX2vi+LxTOIl8359Mx9nBdJ3K5eZcTzYOlGVLsjz7MtXYHt+b3Qk9qUv4iyOpf/Fkmhkdgmlsfygt9VE0NUTTfDyO5pMxtJ6OofVsJF1XU8RB2HI6hrZzQmNYGO2nw+g4E0nnuXiabwyi/Vk1HQ/K6bxbJHIGncLwvFdM150iuu4U0HW3iI6bg+i4lknr5VS4O4ifJ+P4Z4sHN+YZ8WixBS8Wu3Bpkik8KIanuXQ+yaPjcQGdDweLL4Gms/GcmKDKp71B/DqZzIMVbhzIV6AmVootYb+z3F+KPYNkeL0tAO4VcG66MYtCerA0uBdLA/5glqsUJ0cZibn3l6aZs18ome8vxcZwKY4P1eDbgXDOjdbj+DANOs9l0HYpS4SxuFXAo/Xe7CvuS9OROLiWSfv5JFovJtElviIG8mxdP/aVKnB/mQvP17lzf4MzDzZ58WiDD293BPFyZxAXl7jwfHcEn+pjeLLFlysr+rN5mBmXVwfw4VAqb/dF8f1wMq3XS+FxNW3XSum8VEn7mXJ+nSzl+4lyvh4tp+mkQASP4lNjGV8E4rahlJ8NQ/hcV8bbAyW8P1jK65pC3tQU8aa2jLd15eKC+LyvRDxv9xTxen8pr/aUcH9LEQ835fJmVw6vd+bycncJL3aV82JHGa/2FvB6XyJNDZF8mKLOm2EKPC2R5W6RPJfyFGlMlqEuQYEdYdJs8P+b1X492Rgmz2K/Xkzw6MMop7+Z4tqTRQHKjPeQY7SXCmN91JjWT53hrgrk2cmTYaNEibsOAy2ViDFVIMFclhRLOeIlPSl27cOmfB1mxkszMU6GybE9mJvci8OjdFgxWANHTSk8jVQYYKJMsIksDpp9cdRRw1JLVfQUCNHRVrpKmGoqIFGWFqMjvKy1MFCVxl2ijLeZHMHOKgxwkMffVo5+tor42Kr8xwFYqmFnrIS9qYrYE+xsroqtsRJOBn8yPEKZjYUarMnXYmySPun+Gvg6KeLmqI6DlSrWgnfATBtrC0MsLPQwNlbH3EQTMxMNrC31sbcxxdHeCh9vN9zdHcUYaOE4C6YxdzO8PSR4uxjh6WSCiZ6auAD0dDRE+MfU0AAzIwMsTAwFGagySY5qZAvmLTdtMly1yHTVJtNZncFuGpR5qTPMV41xgqFrgDoj+isxNlCF6TGGjA3WY9QAQ4YFGFDWT5tSIejNX5dxIXpMjTQWh/qkGH1R5jkhyogJUXpMj5cwNUqTdYMkPN8Yxc5yA6ZFajEp3oSCfpqk2CmS5qDA0BAJ1RESxoQrUT9Jl/aLgbzfa8+WIgWqwtTJD9SmPEKPonBthoTpMX+gKWty9NlYYsrcPBsGRRqTGGlPVIg7MeH9SA53pyLeml2jXVhbbMDKInNWFdsxJsGYoWEa7Bhqz/mxtpwcrMidEVq8nGvGuyWWvJipxccFOvxaLaFtvRFtqzRoW6FC23p12jYq0rJJiV8btfm5wYDWzfp07Nel87QhLaf1+XXRjubb4XT9U0r755m0t2yitWUv3U374NsaWu+V8PVQP54vk3BnqgG3p1jxYLZw4/fh3gJXHi915+kSL/5Z6cO7TUIrVyTvNwfwYqMv/27rLxZxtB7Poakxk6Yj2bSeGEz7yWJ+Ngzmza5Unm6M59nmBN7UZPBieyZ31yRzf10699anix8fr0/n4ZoEnq6N5M3WSL7vjeXzjkjebYnk6+542g6n0X0sm+szndicJse2ZEX2ZWqyM0me2hRZDiT2YH/S79wca0BbTSRtdXF0Cd6Ahlh+HY6k7XQ8zcejaD0RRefZWLoFrP9cNE2nIvh1MoKO8zG0nQim9UwEzQJc9GokvBxL98NKuu6X0P2onI47JbTfKqH7TgmdtwrEBdB5I4cWgTC+nQV38+B6Ot0XE3m/sz9nh+tRmytP84VMeFFK25N8Oh4X0X53MB3CS+BFCfc32HNuorZ4I+deId1X8ni03IWtiX+wPlSKbZFSbE78k0eLPDg1zJC5vj2Y7/0Hawf8xar+UhzMU+FMlTbrQqVYGyLFvpy+PF/lA1dy6TiVSH2hNA+WuIqehrYrOfCglG9Hk6kplOXfrX7iYuGWkMufTdfVDD4d8OfyLD1OjVLn0jQjzs805N5KG/7d6cOLnX58rY2kuUFY+Gl8PBTP12MpfDwYKxLE20fbsW2sM3c2x3B0titbq/S5uLof3y4XwIsxtN0op02oezxSyvdDAuRTxvtDlbyuLeRjQzmfGyr5WFfKrxND6bw0TiSE3x0s43VtCZ/rK/lSP4TXe4v4fnQY7/cV875GgITKeLW7gJc1BbzeW8izXUU831nAi20Z4ovgxa48XtaU8nxHOS/3FPN8exIdJzP4vtaeW7l/cTtPhgt5fTmbJUtjfJ//wuEi5NgU1JMNQT1Y0f9PcdFOc+/NJLdeTPfuLUZFTPGQZ4q3AjP7KTGjnzIj3ZQotlMgz0aBUjcdUiwUSLFRJM1OkXQbZVIsFUgx+x+L0rVZmq3LxBhZpibKMSGmL6typNk53IwYe2mxrL6fkQKRdhq46sqLuUFCAJyhihwmmkLHsGAAk8dctQ9+pvKEOOshUf0bR0NFfCwVifRQZYCdNEF2KvjaqOJqqYCdmQwOVsq4CZHOEjVsJCo4mSrjaKxEgHlv5mfpsmKwOoP9/sTPsideVspia5i1icAZKGFtrCBKSK2M1TDSV8TYUAVDfSWMJWoYGahhbqKLpZkhLk42eLg74uYulMELbmALnJ2McXcyxNfdBF83U6xNtdDXVhNjIAz19dDX1cZCYoCtueT/XgD2KqQ5qZHhrEaqvQpJtsoMdFAXHb6DnFUo81GnOkCoclSj0luJcg85xgRrMqy/JkP9dBnSX4fhQboM6afDyEBdxofoMDXSgFlRWkyL0mesSPoaMS5cj9kJRiwZqMmTtUEcnWjHxHAFJkQYUBmqQ5KjLGn2SowOF7gCI0aGy3Ngkh7dl/vxusaaDYUKTE02JD9Ej9xgLYojdEkP1CS9nxZzBzmxNNeC8QPNKYy0Ii/SisHRlmTFuhPi70REqCcpEa5UJDkyOcOKWRmmjI/TZ0meNXsqbDkzwpLzIyTcHG/Fw6nWvFpiz7P5FrxbYcvXNVZ8X2tGx2YrujYa07lBh/aNGjStlqVjsxb/zFHl6RwT7s+UiI7Nn4fM6TpuQdsJM36dtqPjVjQdL4pofTeazh/L6Pq+k66ve+DbJjoeDOVrnRfPlxjwdI4FD2c58WC+M0+XufFipXDzd+fDpn582NKP7zUh/NwXSltDFL/qI2k6lEzL4Uy+1aXw5eBAmo8K0M8gUZv9o6GElzvSeVeTw7/b0rmzSoAGBnJ7VRI3VyVxe00qt5cP5MHqFJ6tF2SgkXzaFc2HHVF82hnHm03hfNoeSdPeeO7OcWZ7uiwb46TZkaLK9gQF9sdL05Dam4OZPXk624ZWgQDeH09zbSw/DkTSelyIfEil89xA2k8l0XU2kTYxJjqJtotptJ1Pp+1cMm1nY2m7nEDHvXzanw6j658JtN4fStPdItoflNN+p5yO25V03iqh63Y+Hdey6LyeTdftPDpuC4qdDLrvptNxW+ACsuFSDi829efEFEM+HE+CF1V03S+m+34xXY+K6HqYz69zaezL+ZuPNaH/DeO7ufCklLcHQjlYIsOOWCm2RkmxLew3amL7siywD4v8/mR9yJ/siP6T3fF/sS/udzaHSnF6pAFNx+L/I5DvFvBohSO7M/7g874I8ffLnVJ+ncmkrkqdJ0u94GYJv07F83iHJzdX2XNhrrn4c16sdab9eAxcTYOLSbQcj+bTgUA+7gvk28FovtQl0CS89I6m8PV4Es/3RHN8rj8zMnSYlqnJ/klOnFkUysbhjiyrNObmtgh+XSqm7XIFTScFs1YpTY3lfG0UYJ/hvK4t5suhSr41DOdtbTmfDgtLoJxvDeV8bKji3cGhfKofyuf6oXysLePTgTLe1BTyamchL3bk83ZvEW/25PNq138D/+m2XF7tzudTbQlv9gzm9Z58/t2Rx8vtqbzaHM6P2nC+7/PmZmEvLqb3oi7xLw5E/cWh2L4cjJNha9DvIhS3PfZPajOk2Rbfi/me/2Oedw8WBsozzUuGae6yLOqvwPIBCswJUGSEhxIl9gqUOiqSb6dMklkfshzlyXBQIM1KWACKxBj9j0L33izOkjApWo5JCSoMC1NgXJQ0q4qMqQrXwV5RCifNPvQ3V8FJVxkLLWUsdFRF8leoijTVUsBESxYzpZ646/QmwlkbS80eWOsr4i6IaFxUCbaXI9hBCx9rNdEIZm8ujbONEg7matgaa2BpJLiB5bA3lMPLsBclA5SYnSNhcJAc/rZ98DBXxFngCXTlsDCQx1inN8a6fTERqi8NZJHoymGop4iBnjL6OsroaSthqKeKhYkOdtbG2FgL0lAhG8gKVxczXOwNcXcywM/DBHsrHbRUldDX0sfQwABtLXVMDXSwNzdEKlnIAHIQjBWqpDupkuaoSoqdqhj4luqoxmB3DYo9VRkqPLl8VRkjZPr7qFPooUSeqzKDXFSo9NdlZLA+w/y0GO4rvBJUGR+qxeQQbSaG6zEhxoQJEaZMDDNiepQSl+a78nB1P+bEyonmrxEhBqS5KBFrI0N5gCHjwiWMD1OmZpQqHefc+XezmeienCKw5SGGDOynQVGELvnhOsT4CwFKRpSmODM4xo6UKFfiw1yoTHRmSYEH49IcCfW3JDSiH0nhvgwMdmVUsh3LciXsHmLOmdFm3BxvzrnhRpwdacbxalNuzXDmn0Vu/LPQln8X2/FupR1fV5vxfbU5n5aZ8HmlIS1b9Pm5Sp3m5Tp8W2rIvwttuDjVlsbxljxc70nHYW84aUf7SWOaj5vSct6TzvvRdL0qpPvbPDq+bqPzez183Ub386F8P+zDi5VmPFlgzYtF9rxc6MD7Fe583ujBly3C8eLjZi9+Chr7xhgxjK2tUSjkSOb97hiebQ7m84GBfNyfyfs92TzdmMz9tbE8WpvMk/XpPN6QxoN1KTxcn8KdNYncWZ3MgzVpPFqTyqPV8TxeE8ujNWE8WRfJ07WxPF0VKTaD/bsumKfL+rO/QINNSbJsTpRhW6IMNUnS7E3pycG83rxf403bvhi+74zk227BQBZGx6kUuJBB9/lsWs9k0XYhi/ZLGXRczqJD6Jq9lCuGwTVdyKRJ+NytAtrvltP1dCxt94fR8aBC/H7ns1F03R1C581iOgVy+FoGHVczaL+cRufNTNpuZdN5dxAdt9Nou5HxnyHsYT5vD0RxZqYpP4Roi8dD6LyXT9fDItrv59N6bRD7s3pxYpQObZcy6L5fKMJD/FvGj7NJ1A2WYUekFDvCpNgS8QcrQ3syN+B3Fg34H1vj/mZPfA92R0lxvlqfjgvC4C+l83oenRezOTVak4YKebg2mOazaTxc04+agdLsSe/LgxU+nJlkSl2FHGcm63F9kSBXtadN8EDcyODhLl8+Hk2h60IunWfT6b6QTve5NLrP59B1Lp/Wk7n8OpFG89lMPh/NonGGJ3MzNVlRLOHe5ni+Hq9g/3RfZmZps67CXMT2Oy+N5MexMr7WF/PtUDHfGyv53FjNx0MVfGsQbvhDxYEvQEE/jlfQem40v86M5cPh4bwR+IC6/ziAl7uK+HdHIa9rSvhnez4vdxTwemcRr3YW8HpXER/2V/C9sYqfR4fyrkZQB6WJzvJvu/34usOFj1utad7nyN2h8jRG/c6BmL/YG9mHnRG9WDvgN3bF/8Gt8bp8XWsPu1z5vsaG/Wl/s0zgXwKlmekhw2wvGZYFyrEyVIHZQUqMENSCjnIUOcqTb6fIQLPeZNjKkmkrR7aAJFjLk2TRhziJFNWBakxL0mVCkibVcdqUhahQFanIlHR9/A17Yq7wB4568jjpqGGhoSQOf3PhqMphqS2YwITMIWkslHsQZKmIu1FfJKq9sNBTxtVMnWBnLYIc1fB3UMfTWhk3S3k8LORxlMjiaCbc5GVxtFLE1lQJeyMF3Iz/pniAOjOzzSkM08bDvDfm+tJItGQw0ZLGSk8WC0MljPTkMJcoYmKghMRAGX1dJcyMtZEYqGNsqIHEQA1LMz3MzfWxsTXFwdECF2dTHG31cbPXx8NJHxtzTbTVldFUEYph9MRaSFOJLlYm+kgl2CqSYC1Pso086Q5KIgQz0F6VFHs10oXGL1c1MXRtaD8NRvtpMsJPlzJvbfLcVUXSV3AJV/iqMzZElzGBuozy0xJfAKMHqDE2SItxoXpMiDJmVKAO4/yVqRliwuvdA1ieJs/kcHWqBxiIEtJ4KzmK/A0Yn2DBuHAlaqs1aDvizj8b9Nhc2IdpsYqMSrAiJcCCBD9dBofqkhVoQLi3JeH+dkQG2hIT4kpIWD+CB3iRHmTBomwr1hZZUxhlQVSQF3EBbgyJc2BDsRP1VRacGWfG5TGG3BxvysWRZpwZZs6xCj0xa//SaAuezzTn1TxrHi/25ORkW54scuTeLCfOTbTj7kJr3iwxp2mlKa1rDWjZKOH7eltuzrSnYaIL19cE8qvRj66j5nSfMKKtQYuO0ya0XXWn40km3R+X0/FpD93fd8OPtXQ/HcqPxiBerrXh1SIr3iy0590SJz6vdOHdcnt+bveneX8krQ1C8FosPw8ISyCFnwcSebU5iH83B/N0QyjPNsbxdGMK15dGcH1ZOLeXxXNjUTzPN2XxdEOauBAerBOGfzIP/+/cWR7L3RWxomnsxrIIUSr6cFU8d5aG8mBZEP+ujeDZsjCODrFgfbwMG+P6si25D/tz5bg22YSfNWH82hvFjz1CkFwMX/dGiblBQlBc+8l02s4Mou3iYJrPD6JZWAQXsmm/NJiOq8W03yij+VIe3dcL6L5eSPfDkbQ/GE7bjVK67w2BpyPpvltB180iOgQVzRVBEpr63wK4U0jX66k0362k6+5g2m4X0nRtIF13UuBRIZ/rYrmxwJ7OO0V0PCmm5VYhXU+G0XmzlPNV2tTk9KD5bBbdb8fQ+X4k7Y8LxIyg9wejOZDWgwNxf7A3oRfLQ35neoAUi8P+Yne8NDUx/6Mm7W/x7567ZbQLSqWbeXxtTGBnem8OD1bi8hQb1mX2Yl3qH2xN7s3xKl2OjNXl7CwL3tVFwzXBKFXB56NxPNjmwcejkVxd70n9dBvqJlpyeYkrHw5E0S4uglw6zuTzozGdXycz+HU6i6/Hc7i43J/94+24tyUOrlbz7UQB51cHUzvNh31jvflaX0n7qWF8P1rK96MV/BDw/oPFfD9SLQ7rX41VfK6v4PORKt4fLuXrsaF03pwJz5bQcnUqX44JL4USnu0YzL+7C3m6LY/Xe0r4Z2e+SPQ+25LHqx2FvN1ZzPt9RbzZl82rPZlieujH3cLwd6FtnwNt+6x5s1aLJ0tUeTZdm8Opf7Ij4n9sDv+bdZF/cLpagx+73OBEIK2bzfm1So/m7cIlyJItMX+x0KsH05x6sqi/NGvCZFgfpchsfwVGeatQ7qpAkV1fSh0VyLLsQ6aNLHmOSmRY9SXbXkHkAuIkvUkx701VsDbVsVoMiVSjMFiF7P4ylIarEmkrg4Xin1hrKOCsq4a5Ul/M1BXQU5YTk0KttVQwUZfHSE0WS83e+JlLE2wni4tEGgMVaVE66mmuibulAm6WyjibquJkpIiHmQq+1lo4mqpgbiSLtaUSVqYqWBqpYKz+Nx46f5DprUCI1e946EnhKfkLb/O/GeAiS6Snqigv9bHTEAe5q5MxjoL5y8EUOzsTbKwMMTfWwcpcHysrQ7EG0t3DXuwOFnoAHKwNcLEzwNPFEEcbPbTVlNBUVf8vEVRPEzNjPSwkukilOCiT7qRCppOQBCrPQFsFYsylSXMSTF/aFHjrUN5Pl2ECzOOtTrmbGiUeGpQJyh8vdar9dRkTpM24QHUmBGkzNlCbEf5qTAzXYbyg3gnRZUK4AeNCdJgbI8+/W8I5MMqE8f4yDO+vSUl/XZKsFMl2UWJcvCXjorXYWKTAr72OfNpmyp7yvkyNk6UyQJGCICMi3fVI7qdNTrABER5GeDjZEejrTkyIFzHh3vTv70LMADuGp9iyvNCaNXkS1hZ7MDTBi6Qge+ZlWXK8ypLTQ4y4OsGcc9UG3Jpgzo2Rxpwo0uZqtQHXxhhxfrgez6ca8mmxNZdnurKwxJHN1e7sGevHglxrFmbosmOwMjcnq9G8SY/WDQq0b9Lk8zpLbi11p2aiDfc2ONLZaEfnCWvaDmvTelCFjpMSmi978etBLt2fFtH+aSOdP3fCtw3wz3iaTkTxaZsHX9a58WmFI+8W2/BhlSOte0NoEaIYDkXRVB/Lr7pYfh1I4MOOUN5tC+ZHbSKvt8Vyb0UEd1cmcG9tCrdXx3NtSSxX5kfyfFM6r7Zl8XxjmvgieLYxg7sr4ri9PJp7q2K5szKGu2vjubU6jjtrkrizMp7bQlTEqlj+WRPP42XRNFbasCZGjk3JymxOkebqFBta9yfStCeKzzuFJNEovu+LF93Dv+qTaGlMoe14Ol1nB9F+Lo+W87niEmi/OIjuqwWi3r3jciFd14rpvDIYrhXScqmIlutltN0so+NmKZ03Sum4Xky7oAi6Poi2q5m0CVlBV7PpuFtC1z/jaXlQRefDYnhUwfcrqXw8Hcybeh8+7QvhaIk8j1e5w+tq2h9X0PXvKHg+imcrvdmcIMX3w0l0/TOclmcVtAqZPg/y4Vkl9+bZcjC1J4eyFFgX3oPZfr+xOOB3Ng74ne1RUlyfYw93htB9q4jOG7miIezlVn82RfzFSj8pVkX8xYlxxnytj6bz/CA6r5aI8A83BWK7lK475XTeKYe75bReyeXx7iDubw9hZZEqEyJ/Y0OJBhcXO3N1hbMoA20TYptPZNJ5cTCt5/JoPlvAjxP5NJ0ppP1cCe1nS/l1Op8fZ0t411jC8525fKoV8vuL+N5YwtdjFXw9UsaPw+V8PzJMHP4C6fuloYKPhyt5J3ADDZX8ODuWrkfz4d4sWi+M5+3Bcl7tL+PFrgKebhvE8125/FszmJd7Cni9p4h3e0p4s7NIVAe9r8vmzb40PtYm8r3On7dbDcShf2N6X27NkufkKGkOD+lLbb4cu7OU2ZTcl92Fveg40o/2A9Z822bOv/NUaNnjQnN9AG0HwjlWqMEcZynmuPdkZXBftsTIsDFagdn95Jnkp8kwd0WqXOQpsZcm16Yv6RZ9yLNXINdeIIelSbWSJ9lMiUQTeRIt+5Dvr8ywGF3KwtXID1FmUIAKuf118TGQxUxVBltdVRx1FTHXVEBdUQ49JSEtVOG/HmJtBcw1+uJtJk2IXS8G2PTGy0QIkJPDXKM39hI5XC01sTZQws5ABTs9Rez0lDDTkReNYEZ60pjqS2Ot8zdBZn8yOlKeGYmyTImTZ06qBjPTdagI1yDOQ5YYD3niPNQIstfEyUYPF0cTHB2EshcLXF1t8HS3w9XRAncR8rHC08sOTy+BC7DFztYQO0t9bM21cHfWF4tldDSU0FZXR19HQ/QDGOppYKSviVSGixoZQhKoswoZ9vIMtJYj2VaBVCc1cjx0RJ3/sEChsUtP9AGUe6lR4aXOcD9t8cY/zl+TiQM0mRCkzig/ZcYHazE2SIPJoTpMDtdnSoQek8O0mBGjzdmZLtxY6M60cEXGB+tR6iuofhQZaKvEqChjJsbqsiJbhbdbLWjaacGhShnmJQukrwoVIdrk+uuR6KNFfoguaf318XExw8bVGXcvDwL9XAkJciUixI3CaDM2jvZjTq4ZS/Os2V7hxtSBlgxNsmFnhS2nK404P9SIs8OMOVKuy7XREh6MN+baSAkXhqpwZ5Ie96cb83KWAa/mGnB8vBnj0q0YlenCjHw71lTasKXUmmOjLXkwT8Lntdr8Wi9P+1Z1mrbq0FLnyL87PPi4z4vWBifajzvTccyKX3tUaT+oRdcVB1puuNPxPIeuTwvp+LaJzu+18H0HvBnHr3NRfNvjzoeVVnxe60iLWM0YQlOdIP8Mp/1YPK2HEmmpT+D99iDxfNgRxqvN0TxcGcstwfG7MpnrK+O4tCCMOytjxeKONzsy+WdDGk/WDOSxcPNfFsHD9dE83BDH4y3JPBPkoqujeLAukcfrB9I4VnCtmrO31JptgwxZlaDK2kQN1iepsTFFjgfzvWkXCkT2x/Ftt9AfEMPXPXH8qh/Iz3ohJjqbtiPpdAm5MOcG0Saci8LNv4Cua4V0XMyl62oBCEP+SiGd10povVZMm1Bafl0gfcvovF1Ox40iOm8W0nFT8ATk0XIlhzbh1i2og+6X0HFPuOGX0/mwTJRv/rqZwadTUXzaH8TJIarUpPXg390hdD+thNfD4f0Yvh5LojanB/+s9YDH5XQ/q4DnlXQ/LYN/Kvl1LoN9g/uwJ/VvdiX2YVNET5b5SrF+wG/sTPpNVNvweDhtN/PhbjHNR+M4WqrE2kApdqUp8GmncMsvoPv2YNqu5YmLjDsVcK+MjluFtFwvpPP+EDruVsDTEXw9l8e2EQYsy1Nja6U5D7ck8/FwJtdXe/H1SBodF4Ty9jzaz+fScbGArktltJ4vou1CER0Xy+g4X0nH+Qpaz5fTcn6oCPt8OZjL14N5ovfj2/FKPh8RlEDV/Dw+gpYTwiugki8N5Xw7WsXHxqF8PDKMT8er+XZmFN9Pj+TriRG83F/G6/2V/Lu7hNd7S/lXUP/UFvKmtpC3+4r4VFfB+32lvNqVw9t9abzfH8fPI+F0nwvi9Q5jDg75HztypaitlOVQtS6rB8kyK743a3K0WZPZh/urJXDSha9r1bk94W/erbcU+6W5mMKTNX4cyFRmW3hfFnj+zurgv9kZL8fOeBUWBigyzl2OES5yjPVQpdJFjkInWTKt+pIv5JjZC0YxGbLtlEkwlifVQoV4U2nibXoz2FeVijBNSoKVKQpQoSRQl3QffZyNZDDXlMdOTx5TdRn01VVRV5LFSE0OKy15LDVkMVVXwMlInmgPVeLdpYlyVMDPSgF3CwWcTOTxsNHGxVwDe4kSNrqyOEhUMRVqJfXksTCQw0LnbyIderFnhDHPl5jzerEBzxcIScWm7CxXJd+7Bz6SP/A07YOnsRzOEmWszTSwsdLDwlwXK2sjMRLaxckSL3dhEVjj5WWHl7c9bh622NgYY26mhY25LhYSNZEHcHOWoKkqh5qSIlpqSuhrq2Kgq46BrgZSmc4qZDurkG4nK55MBwVxIaTaK5Hjpk6xjxZD+2sz1F+Tcn9N8t0VKPVUYGyQDmP91ZkYpMXkAUKdoybTowyYEKzOlBBNZobqMjfWkJmROkwMkGV1lhbPNkSwIk2Z8QO0GD5Anyx3deKs5agMMGRirDmLUxX5Z40JNFhzYZwqC5NVGDJAlaIBGhSH6JMfbEx2kBHlUaZkh5rj62WJtacLTt5eePfzwqufCwMCnRmS7MT84n6MTndiYbE7c/IsmZCgyboCc/aWSKjJU6e+xIDDRTocKdfm2iQbLo+3FiOdz43S59I4Xa5ONOTZbAn3Jqlzaao1i/IsmJlpwfGJDjyaZcC7RRZ8X2nLx0WGfF2mTdsGTdo2a9K2S4/OWlM47kbLARda9zvRcdie5t2GNG9WpXmzHG37FGk/bUjHLQ9aH6TS+X4hnV/30vGzFn6toft1Mb9O9uPLVme+bXTnwwZPPm0fQFt9Ms11kbTUR9PWkEBnYxI/9kbwYXsQH3dG8GxtKE/WxHN7WSJXFsZweUkU15dF8mBdHB/3DxLjfF9uHsiT1fE8WRPHozURvNmdwtdDwtM+k2ebEnm4LpqnG5O4MjeEFQM1WRijzLJEDZYnqLMyQZ31qXpsTNVlS5oK2zLkOT3SlHfrB/B1ZyTvt4fxozaZpoYMfhwSAuPSaTuWSfuJDLpPZ9F9Jgsu59N+MY+ua0W0Xy2k80Yx7TdL6bhVSefdKrru/Xczbr8lfKyk/VYpnYIC6HYxXXdL6bpbQsetEpEcbvu/gSo4hoVh3Pm0mpbHQ+h6Vg0vRsE/VXTeKuLOIjf2Z/bi2HAV7qxy5en+ID4eDON4qTQnhsjTejEdXg2Dl8PpeDpUfBG0PSjl9Dg1Dmb/Tt2gv9mR8Bu7Y3uyI+ZPDub+xacD4XC/7D+Fz6EYDhfIskYgMRP+5P2uKBAgK0GpdENQLRXR9aCarscj6Hw8jPYHZbTdLaHlRiEt1/LpuFXKRaE4ZrQZKwoN2DPGncbpvjzbk0D7pWI6LhXTer6Q1nOD6bpURPv5IroultJ9uZR24VypgqtjaDtTRefZKlpOVfDtaCE/GgtpOVpJ89HhovTzy4lhfDkxkm/Hh9N0qpqW0yP4ebyKL4cr+Xqsml9nxotL4NuJEXwQlsOxobyrK+fDgaG8qinjzd5K3tQO4U1thUgcv9lXyru9Jbzfl8/bmoG82xvF51p/mg5703TIhS97bbk4Q4O5kVLMi5dmTaEu87NUGBXVlyHBPViS3ZsfdW507Dbl0YS/eTpHmeZ9brQLy7shnG250nxY5sGlYjXWBPzO+pDe7I5TFs/iAfJM8JRmko8KY9xUGO6pRKGbLIOdFUg168sgWwVybOXJtFMgwbQP6VaKols4yVZwDvch1UGOwf1UGBmlR5G/FjmBWiT7a+JuLIONbm8sNGQxVFJET1MBLaXemKrLYacjBMRpYqKhiLeNKlEeyiT6aBLiokx/Z1X8hURQDwOC3fXxtVXD11YVLxt17P5P2WNnoiRmAFXFavNktT3/ztfm2TQF7s9Q4MJkVZZly5If2JcQNzmxLN7eWFUsmjE1UsbYSBUjQzUMDdWRSDSxsjDAwdYYV2dzsf3L3V2Ii7bC1tYYa0sB39fCUqKOs60Ork5GGOiooKWugr6OGjqaShgZaCIx0EYqzV6ODAd50uxkyHSQJdtRgXQ7OfFFkOmoQKmPOlX91Bniq0KRrwolvsqUeylQ7avEhEB1poTqMClYh8lh+kyP1GFKsDJTBIY7XJ1lSQYsiNVjSqA0JyfYcHqaN5PDVBgfqkdBPx1ihfIZdy3GCyUuoQpcmW4Eh215ukCNJYk9GBqoSHGwQPzqMSjAgNIIG0pCJJRFmpMdYUVQPytcPVxwcfPE08eHfkH9CBjgSWKoJ2lh7mREujI2040NlQ7sKDVkd5EBu/L12ZKtxt58FS5UaXJtpAF1VWZMyzRmRq4dO0fYi7ktNydb8nCGMfdmWXNqohAiZ0ndUEseTbPixRRNXs/U5dtSE74vM6RltQnflujzY40erTtN+LXTRHzSdh9xp6PRE4550H3Age5d5vxcJUfTVjm6TpvBLXc674fS/jCfjncLoaWerp/76P42i/b7qXyv8+HbRk8+rvPh49Ygvm4PoWnHAJr2hNJcF0PTgRgxo+eH4L49kMCn3Yk8XRfH7WUx3Fgay40VsTzZnML9NdE8WBPBpz3p/KwbxL+bYvi2P4Omw9m82hnPl4M5tJ0Zxoc92TxfHytGRB+ssmdxjArLEzVZlaLN2jRt1qdpsTZFg3UDtdieocG2gQpsGyhLQ5kW/67uT/MBoTMgne8H0/h5OIu247l0nBgEZ/JoOhBLy/4IOo8m0H0mje7Lwq24mO7bgu6/ks57Q+i8P1SEdTruCQTwUFpvVIg/Jnyu834pHffK6bg/FB4Op+PhMNoeDKH70RD4v9P9tJr2R0PoeDyc7mdj6Xo+lO5/hFfBEH6eyuGKUJ6e+xfbc35jf/bv7IiSoiZKijNVSjSdSoVn1XQ9HUHns2rxJfBihSnPJynyZaM9Z4fKcjRbmtrEPzlZ3Isfh4XY6UpebfOnoVie7TF/iC7jO4vt6b5ZQOeV/5N53iik+3YZXY+H03q/il8CZ/BoKB0Ph9Ip/P4fDqHj2mA+Ng7kxFw3FudosrHCikU56vxTK/AdpXReKaPzUgmdl0tpu1BM6znh9VQqLoaOa+V03qim/dJIOs8Oo+PUUH4dK+fH8RJ+HCul6aggMBjC1xOVPK8r4+mBKr6eGkHLuZE0nR7Jr5MjxPPj+Ch+nh5H28VJNJ0ezddjQ/h5ehhfjlTysX4IHw4M4d3+IXyoG8b7A5W8ry3lY20RH/fn8knIjNrnx/eD7rQdc6X9sD2ttba8Wm3A05XGbClUotBVimHhfZmepkZ1lAxFAVLUjtWCo/68m6/Cnco/+LHJlO91bqKiqqFKl5OjFKDBj4fDFNkT1ZO1/j3ZGSnH7lgFFgZJM7W/AjODdZjgq8YYPzXKPRXFBZBi0psMCzlyHVTJtJcnzUaadGsZ0iwVSLNVI81WiWiTvsRayZLmpkCOrwbZ/VTICVAl1U8NH8s+OOpKY6kii6GqDBJNJSQqipirq2Crp4eusjwGmn3xdtDEx1YNV0tFHCzk6eeshb+rHr6O2vR31MHXVh0Pa1Vc7XTESGc7C01sJHLEuf/N3uHKPJ+nxdsFmjybr8uxcbqsLTZmdKIRpbFmZIeZkhpsib+rEeYSZYwNVDA0UEFirIFEooXESB1jIzVsLPVwsJPg5mopFsQ4OphibaGLpbEmVsYaONpoi8FywgLQ1VQVF4CxvibmJnqYCyRwio00whLIdlIg20FWVPaIf2F2MmQ7y1PupcLoAE3x1l7hJ7h/VRnmK8fEQGWmBysxM1SVyQHyzAhWZWaoIrMFN1+MBiuT9ViZrM+CaA3WZ+hzY44nC5LUmBLzXyJotLUsMTZKDA81Z3yoOrsL5WnfY82HDdpsyu7N6OC+lAZpkhugT26wARkBRpSEmjIqxoiycFMKkjyJDvPA3d0FL09P/Pr5EhkTRf9QP/wDfQkJDiA6IoCsKA8mp1mzNs+ALdmarEmWZ3OWAnWV+tRWSDgwxIz6id7MzremOt6AsfFKrB6kxZUpbjxf7Mr+cj2mxqmwaZijmO9/a5QBz6db82C2C9dmOXFrpgVfV9rxeZ4J31aa8XmTOT922dPV4E57oze/Dgm5+KG01fWnc68z3XtsadplSmuDDVwKgOsxtFxOou3ecLo/rIef+6BlkwhVdF6N4fVaez6s8+Tz5n582eJL0/ZAvm4N4NvuML7sEpq3Ivm8K4of++P5dSCNdztTeLQ2lnuro3m+9b/hf3NpMM/WR/N2RxJf9qbwbX8yPw6k8KM+lTe74nhfk0qz4Aytz+ft1mSxJGbLIAOWxamxLE6LNQP12Jipx/o0DTZnarNuoAbrk1XZOlCVfTla7MtV4cF8dzoOpdHUkC76Eb43ZNF8JBtO5/NuSwhHK5Q4WdKHa9VyvF9lT8epJBDwcwH/v1lG+81iugQX8O2i/xbB4zG03aqi484QcfC33y+n+8kIOh8Mp/P+f7fptsdVND0so+VBCZ1PKul8NpzOx5V0CJn2b+bT8WwEnc/L6fpnKN0C9i8M3ptCZHEit+bZcKJUgX2xUpxI+4OzpdK8WONJx7VCeDKM7gcFvFtjwtsJPejaYcPTaVo0pP3Oidy+HC/oyff94fy7MZCa9N7i4F8f+SdXp1rA1Uw6bmTRfiWDrsvZdN8Vfv9DabtZKr50Wm+X0f30P6K78/4wWm+U0HWjgI7Lg7m80odtw4z5d38O+ybYcWK+B13Xq+i4Uk7XlVK4MZS2CyU0nS6k9UIJrRcKaTpfQOuVCn6cLqbz3BCajhXz7XABP0+W8eVIMa2nq0XD18eTw1hQYs+8Qke+nR1F28UxtJwfy4/j1aLG/+ep0TSfH0f75Ql0XJxEx+XJNJ8fS/O5sXw/Vs3Xhio+HxrK+9oSvjWU8qk2g8+1CXzaG8yPAy60HbamtcGM9kYz2g4a82mzPk/mC65nNU5Ot2ZMlAwDXaQoD5ZldJw6Q8P+5MYSY6j34k7VH7wVFu16YzovRfO1PpatiX/xZbsp3XWWPBnSl31hPUWz2M6I3uyJl2dhkByTfBWY1F+FqYFqjOunxlBPRQpc5P+PBFYgRcgIspYm1aa3yAcIcFCKtTLJ9orEWSiQYK1GnIMSCY4KpLmrkuSiQIy7HIl+miQI2f4myliq9MVEVR4TdSVM1ZUw01TGREcJXa2+Yr6/uYESlhI1LCQqYuaPjYkKNsaquFrpiDd4Bwt1LMw0sLYyxEowdknkCLCQYkeFMs+XWXFugoRVuaqUBvUg3ulvoh1VSfaREC+UxA8wIjLAkgBfG7Ea0sxYAzNTLUxMtLG21BMHvZWpNhZm2rg4m+PsZIajvQRnB2OsTbUxN1IVF4Bw9LUVMdAWYB81DHXVMDbQxFSiIywAGbKcFclykGOQoxx5TkK+xt9k2slQ4KZIsbM0U8P0mBKiwzAfFUb0U2CSENYUpsjKGDlWCTKuKGmWDOjFphR11iVqsCZBmxUJWixL1GNZgjqNw2zZV2rGhGB5RobokOOmRqSVAgOdVRgVqieSwy+Wa9Ox14ADFX8zKUKBqhChKUeP7P6GpAcYMFBQH4VLGJtgQmWCHUnhzvj5ueLt64GnpzOBAX6EhIXSPziQwNAgwqJDCY8KISTYh+gAG0YkmLEqVYuViXJsyNFi+WALRiTbUB5jzJISR/aM9WB3tQtbhjmwYLAF68pduDDHi6OTPZiSZsroHBt2jfLkwkQ3jo92YtswdxaUe7C20p6XKwNoXedG8xZnUc3Qss+brkY/2hoCebHBS+Q97q/y4f3eMD7uDeH5ane+HwjmW0MkL3eF8c/mMF7tTuTXleF0f1oJzbvh01x4lMO3el8+bHbnxzZfmnf7836DF+83+fF+UyCvNwTzekMY/6wL4uOuaD7vjefbgVQ+7BnIx31CPMQg3tak8mJLPK+3JvLPxhje70wQv+7D7iheb4/g9fYY3u5O5kNNGl/3CY1PWdxeFMj6TA1WJmmxKsmAFQnabMrQY0O6BpsytdiQps3GdG02JKuzLVWVmhw1bs5wpOtINu3Hcug4VUzTsTyajmbz80Ayx4dqUZveg2NZPbg4+E9uVvXl9XIruk8PpPuyEKlcRtu1Atqu54nGr467w2i7WU3brRG03xlG5+Mquh5Xibf+9rtVtN+vpvNBNZ33h9P6uJK2J2W0PSyn5eEQWp8MofPlZHi/jLanY2l/OoL256NoE/wAjwVV0TC6Hgt4/zDar+fzZLkDp4t7cyRdivN5v3N3ggY/hD7iewW8X2vOPyP/5OnI3lwp7smJnB6cyO/LkcJenKpUoyalL5vD/mR1pBRXZ9rDhcF03BJOHu1XhHrEnP9eLU9Hi3+mzuvltFzKp/N2GZ33q+i4WUHX7SG0Xiuk+WIOP09n8+VYNq0XyvjYOIgH22LpujqM9ivltF8up+v6MLj23+m8WkHnJcHlW0bbpTLaL1fSdr6c78cKaDpVxq8zQ/l1egit54bTcW0yV3dWUBRqwJIKP5ouTeTXmWpaz4/jpwAJNQ7l28nhNF0aQ/OVsbSdn0j7lZl031kADxbTcm4CHw6W8/FAMR/25/HtYDY/62NpOuRPS70TP/fq8HOPJp31lrTsN+HtRg1erTfh+GgdVqT2Zm2RGitLDRnk3Ys0t74U+qswNrovb3fY8WuNhEflPfh/LJ1lWFSJ28b9b5l0DDPDMDAM3d3dndIhHYKJYnd3d3d3d3du6K6u3d0i+Xuvc/b9cK4D8kFBfeJ+7ngxUcL7rX6iMO/CeCcOV+nAaXfadlhwv06LXQkd2JrUhe2pndiUrMGMCD3GhUmYGCVhSoyMcREKBgUZUe2hRaWHPuXuUrJstUm37ky2QxcKnf9LFBOEYpmuupQGmFHka0aKkw6ZboIJpjHJ7nJCnPRI8JOQGWhEfoAp8Y7G+Kh0sJV1RG3UBbVMEzuVNq42Bjia6+FiJcPBQoaTtQIXW6WIuwuPrbkRNmYSbNRSrC3lqE0NsTXRwN/6F8YWKTg+3pIlJXpUBnYg0Lodnjb/w8e6I76Cf5CFHq42mrg66OLlbkJEsAOhQULOr4t4CLaxkmNjIcXRRoGTrQluTmpcndW4u1ng623zX4CMvRkeDqZ4OBnj5arEXKmHmbGwScgxVxqhEphN5graZTtpkOesSZmXPuWeumITKHHTptRdm+7eOgwINmRYqB4jQvQZGmTEmHBDZsbrs7qrAccqpJyr0uF0qQZ7cjqxu0CPDdlGLEwxYm6qjKkpUpblG3Gs3ob5WcaMS1BSF2FKmqMuaU4G9I5WMzpJhyODJLTuceDWFENmpnZmYJwRFSGGVEUqKQpVkioEwUSoqE50IC/EWizoQQGOhIf7EhkWQFBQAOHR0YRHRxEWEUFMXDIxMVEkxvmRnuRPboI7fZMsmdZVxtRsc3rGqCmKdqAy04u6Ah9KEu0oTHBkYIEni+uCmdYjmOpsT8ZUuHByRior+4dSne1O/1xvptaGMLzch/riQEbURjOi0J7Ls+P5tCWOl2u9adwfQ8veKL5u9efHnlC+7BFcTqPYPTaY9cMj2TAkhEMTwjg+RXjCuba4K7eXZfJgeS731ufz/oYQyLENvqyHZ8NpvZLOmw0+fFgXxOct4bxZH8brdVG8WhPH241deb0+g7dbM3m/M5OPe7P5ciCPD3vzRF+gr4eLebszixdbMniwKpVHa9K5vzKJZ+uTebZBKP6CoKyItzuyebU1gzfbs3mzLZcTo91ZWvAf/LMww5SFGQpWFZqxtpuS9UVmrMhVsChTwup8E9bmS1mfp8eFUY60HCuh6UQ5Dccq+Xa0gtaz1TxeHc3eUm325WtwqECDU8WduNKjC38OMaBxbxJcqqHtep1YDBtv1NB2ux+tfw2h5Y9htPw1DO6NgPuD/oN5/h0gbgBt/wyg9Z8htN4aRutf9TTf7kXz7R40/F5Ls1BYbw+m9c4Imu8M5sedgbQ8HUHrSwESGkzbg2G0PBpK672B8GAAPKrn2e44TvfV5HL1z1wsb8fV+k682hbOgzm23Oj5C2eL/8fxwt84W6XF4dIO7O32K1vT2rMrXZM1CT9xcKC5WNz5dzjNjybS8vcQ8Wjd8keFKD5reTiU5jsj4dF4Gn7vJUI+zVfKaLtWRduNHny7UEHDhXJaL1aKfP/mc9U0nu9Bw/m+/LjQVyz+QpFvvtKPHxf++/jr2WoaL/Wh9VKdePxtvtKfxkv1fDndh+9n6/h+bgBNFwbScK4/78+NYma/NDJ9VFxaPYjGq+P5eqae5kuj+HpyKF9PDhbx/k/nB/H10lCx4Ddfm0zzH1Np/n0CX88O5t2h3rzf24NP+3rwdW8pL9ZF8HCZDV+329Oww5I3q0x4udSCO7NMOD/GkANDZCyrMmJMui6DEjSYUWLKiDQ56Z6/kOHZiWFxHXi7wZnHY/T4t1cnXk1T/CccvNGPJfma/DNZCecCYbczd3trsjPxF7Ymd2JXuhZro7WYHy1ndryC2fHGTAqVMD7UmMEBRlS5dqHcTYtCBy3yHPTItNchxaIDGdadybHTFNmOvSLUVIWak+MpI8VJnww3BfH2+iR7GBPpKifYSYcQRw3S/RRk+Sjo6mVAqL0GNsadURtrY2PShSB7QyIcpQTaG/xH/bST4CVM+hb6OFrpY28hBMBLsFNLsVUJtwNNAlW/MrPKnJ1jHBiRrU+h568U+GmQGaRJdpgWBWGG5AfLSfOVkugnJdhdhpeQBOZkjLe7OUF+jgQFOOPmYoG1WoqlmSHW5oY425nhbG+Gq5MKby9LfMQcARVu9koRfvJxN8NCaAByA1FEpjI2QK2UiIHx7fJdNMlz1aHEW0KZpwGlHrqUeBpSLKjrvHSpD9BhaJAmI0N1GB2iz7AAXUYGazE3ToOj+V34NFHFt+lK7vTX4FTpb2xKb8+86C7MSRQ6swbbK5XsqDRlcqyc4TEqSryNiLHoQjdfhegMOi9Xg+crTHm/zpKVhe0ZGatP33gZFcGGlAZKyfQzIsnHhHg/SyL97AnwcCDI34MAfzeiIvyJiQolPCKKoJBQgsOCCY6MICo6jvK0SMZ182BCNxdGZ9gyI8uCySmGDMlyJTvSnYLkEMoz/ZnUL57CJFviQ63IDzNleFdbBuV7U5gRRFmWL4MKvBiQ7UL3TC/6FUdQmedLZUko3bJDKMsKoVe6K7tGRfJqYxL/zHXkzTp/GnZG8X5TKF92R/JtXxRfdiXyaF06FxdksnmwL7dXJfJmfwF31uVxfmY252blcnO+IMrK5v7mbL7eHAUfVsO7OfCoji9Hk/iwOZgPG0N5vzaS16ujebk6nkfLYvm8q5Avewr5sDub70cKaTpWRMPRIr4eLuLL4W682ZHK1wO5PNuQzIsNabwVCv3mVJGx80nw9z9VTtOJMt7sTOP19jRebs5k/wBHluRJWJajYHGmCXPTZKwoMGNzhTWrC01Z282M1QXGrO0mZ3WeIVuKZZwf4UjLEcEKoYYfpyr5criMtnO9uL0whJ1Fmuwv1GJvniYHumlytLA913pp8XF1IFysoPl6H35cFbDsXrT9PRDujIW/R9F2vYpPO8N4vdyZV4vsebfOl9YL+bT9JWgEBtH85yC+/dmX73/3ofXf/jQLWPufA2n7ezhtd4bQ+u9g2p6OpfXZOJqfDKbt2XDanoyg9cUYmh4Po/lfoQEMgif1fDmezvVRRpwpbseN7r9wuqYjl/sbcK6iEzuT/sfWlP+xK/c3duT8xs7sDqyJ/Yllkb+wpVifLyfL4d5weDyOlsfjaf57AK1/96bhVqUoPmv7s1aEgn782Y/vV6tpuSowoSppFphO13vy9XwpX890o+liJU2nq2k+X8uPyz1ovNyPH1f60Xy9H1/OVPH1bC+artTz7Uy1uCl8P9eLlhtD+X6uP99P9aHlzzF8uTiYhvMD+HqqL83n6mi7MZob2waQHWJHv65evD4yhu9nBvHlRA++HO/Dl5ODeHuoH19ODubjiXo+nx1M05Wx/LgspIEN4d2xXrw9IngDdefD/l583lfLj/2l/DPHnb217bg0vANPFprxYa1gbKjk5EA9ttZqs7xSwsxiEwYmGlITpkG/GG1GpAjWB1rk+3RkeGxnXi+y5dFQDe4P0+XjRg/Rv+nBhmymR3fgxSJzOO1N00YbbtV0ZHfCT+zqqsHODF1Wh2uyJNKQOTFSpkToMzlKzsgQOT1dNOjt1oWe7poU23Ui07IT2fa6pFp2oshZh7owc/qEq6iPtqE0QEW8nT5xdgakOkpJsdcTIelEVyHYRUGYsA04Swh31CLBQ58UPyWeFgILSAMHeSfi3YzIDzImUVAAu+kS6WJAuLOUQCcdvGy64KLSwEltgJOFEdYm+lgb/UqvWE3OTXdmZnZHeoX8zNCkTozP02NiiZwh2SbikNoj0ZaSGBXZkQqSg01JibAjNsSGiEBbArws8fO0JDjACRcnFWozCSoTCVYqOfaWcpztldjbGuPlZiE6h7pYGxHgaYa/uwpLpT6mAgNIYYS5iT4WZkIDkNGuwEWbAkEB7C0XmT95brpkC9aqTrqUexvQz0+LEcFaTImXiOq7gZ6/Mdi3A0tSdbhepcnnMdow34APEzrwcrQmN3pqcKBAl1Xpuqzq2oXDPdUszTRiVJiCniGmotFbsp02faJMmZwu5+QQGey349wofcbEd6I2RI+yYAN6RJhQHigjw09GiJsCb3cH3L288AkIwN/Xl5AgX6Jjw4mMjCQkLBI/Pz/CI4OJSI4jKiqcvl19WVFhxeoSExZmyVnQVcLibiaURVuRHuVHdkIQmVEOlMab0CPFmOHdnBjZzYMRhT507+pFQWYw+VlhdMsMIz/Bi9psf3oWhpCb6kFeVy8KUz2pTvdgfLEXB0cE82x5DG9XhfJ2TSjfdiTwZHUkLzdG8nF7NF+3JfBqdTDP18bwenMqn3dEwdksWs735ubSUg5PyeHUnDyuL8jg3yXJPNucztcb/eHtNNreT6D5dnfebAvlzSpf3qwI5d3aOF6vTfjPrmFLBm93ZPFhTw7vd2fwWUjuOpLP16MFNJwopuG44Biaw3vhWLw7g297svi8K50P25L4fiALzpbSeraUD3vT+bQ/g/srE9nRw55VBQqW5chYkmXMgkw5KwrNWF9mwYZSC9Z0M2F9kYI1BYas62bA5mIpF4Y50XKwku9Hq2k5152W07VwoY7biyNFT/193TTYW6LDvlI9ThTrcKlGm6cLhDzfChEGabxRR9ON3rTcGgz/TqT5ai/erXDkfv0vPOjVjoe92/F4QAeezTX9zw30r360/tmPH3f68/3fgTTdG0bLP0NpuzuGtnsTaLk3gsa7Q2h5MoaWJ+NofTwSnoyg7elIfjwZSeOzUbQ+HErLvQE0/1sHD/vw9Xgq14focLXyf5wt+ZVzVZocL+rErrT2bBCaQHYHNmT8xobU9qxJ/I2FcT/x17IY+HcoTf8MpPnfITT+3Y+m2/W0PhlD08uxNP/bT2wAAhOo+aZQ1KvEu8eXCxViPGPztR6iRuDH5VoarghH3t40X+pD2/U+tF3rAzfraDhXSuPZEpEGyu/94EoPms93p0GY/P8cTuOVQTSe60fTn2No/n0sjRcGi9APF/rRdG0cS0ZnE+lqxKaxGXBllJjf+3F/qWgJLngAfT5az7v9vfl8uI6vJ+v5cnYQn04O4POJOr6d7sfrg915vqtadJL9tLeEL7sSeL7SnvfC0XaVHZeGaHNygC7H6w3YVq3NooIuzCuWMTnflCGpxtRG6FDm34HekXoMSpJR7vsb4xM1eDPbmifDNHgyQ833Szlwvx/HR3gzK7QdH1ao4bgTTWvVPKjT4XDy/ziS25nd6R3Yk9yZnem6rEyWMidBwZgwCX29tanz1qXeS5OBftrUuHahm4Mmxe4S+oSZMyLRgWHxNgxNsqfC15hMJ0MS7CXE2EpItJeQ5mhItqecNE9j4j0UxPuqifNXEeklJdzViCgPJd6WuniqtAm1FyAiE0qiFJTFmNItwoTMQCnp/lLSgqQk+xqQ4iO4gurjpNLA2UKGi1lnVtap+WeBDZfHGnNxvJorMxy5MM+DfVO8GZZtTKaHBunehiT7CMlihsT7y4nyNiHcz4wwXwvCfYWQF8HgzQw3J2OsLaQindPC1Bi1iQE2lsK9QYCEVHi5mOLrYkKgh/A2xUKhj8rYCFO5BHOlsAkYiPeAdvkCT9ZVQrpwIPGS0tVVhyRHHZKdtOnmoc3QCCnjI/UZH6rF1Agd5ibosTBRh7UpHXg4QIcPo/5Hy9wOtCzUoHGuBm/HdOB+vQ6HCjpyqEyDg7VypsTrMDhSRZ6XnCirDpQH6DNWiIHr1pnPq2xpWG/OkoL21IXrUO6rT48wFRXBJuT7GJLha4yvhwo3DxecPXxw9vDCR2gA4aEEhYcRHhVLYHgkASFBhIYHExQZRnh4MHnh1kzMlLGsWMr8bEMW5EpZWG5NSYw16REedA2xozbZhhnVLmwd5MKOge5UJarJT/WiND+S/KwQcrPDyUgNJjvek4pEB0oT7ahMc2ZEaSDTawJYO8Cb3QPsuT7Rm7+mCUldoTxcFs2rNfH8MzuQe/MCeLE6jj9mhfJgSQgPF/vwamUwb9cG0Xi4K1zux8NdfTi7tIJ9M/M4PS+fv5fm82RtOs93xNMgeNu8Hwnvx/L5WAbv1/ryZk0Ib9ZF82ZDojjJv9qYyofdOXzal8u3A7m8351Cw9FcfhzLg8uVtF0u5/OhDL4fyaXpaCFf9mXzbV+26Nv/bluimOv79aAg3OnKx72Z3F4YzbpSc9YUKlldoGRtkZolOQrWlJizrticdUUq8WubSs3YXm3O5nIFG7oZcaivmq+7u9F0soam01U0nqyi9WwvXm7NZEeFLlvzOrO33JD9pfoc6abD0fLOvNsYRtvVCpqu96b5Zn8a/+hP892x8HgqX/ak8GyoBi96deR53w68GtyJ5/WdeDisE592htIqQEW36mm+NZgf/4zgx7+jabw/jpan02h6NJHGeyNp/ncUTQ9H0vx8PG3Pp9P2eBzNj8fR+HQKjc8m0vxoGC0PBtNyfxBt//aDOz34eiSRKwO1OVnyG6eLO3OsqDM7M37lUJEmu/M1WJvemZVJHVgc/SubinX5cKYcno6g8d5Avt+pp/GeQD8dT/PjaTS/ncP3h8NouNVPPPg2/96H5ht9abs9gC+Xq2i4ImwDVbT+PoCW34fTfGsQLX/2o/VyDW2nu9F2Ko+Gw2l83RPL970xfNkVydfd8WJW85vd2TSf68WPc71oOCcchXvSeGUgbX+MoeHKEBouDKHt8hAe7KunMt2Fggg1f23qxY/Tffh6sFIMcm841ovPh3vy5UhvPh6o4ethgTXUm28n+vPluLAV9afxrHAA7snrPbV82FPB1z3JfNvjSttBC9hnxfeVFlwdZMCWwg5sKNZiaaEeswuMGJWiw/A0I0ZmKOkTa0iRbydKA7UYkCynR8ivLMzV5slEEx4M0+T9xhAR3mu81p01JSrmhLTj41IzOGrH12UK/u7+G38Ut+dqcXsuFf3K4/4y7vRTsi3TkPF+WvR36UR/b036+epQ561NX28NenhoMjBCxZAEO8akOzIq2Y7+keZU+EkocNMly0WfDBcjoi21CbfQJN7ZiHg3wddfTbynCbGuRiR6C/bOhkR5KYjxUeNipoWjoj3hzgakB5mQHiInLVgIbTEmL8qEbjEmpAdKyAk2oixaSla4AeEeEvzt5ASrO7Gq1pjnyyx4t9yMu3PMOTtOyYb+MmZUmTAg05CKOCPK4swoilaRH6kmO9yOKG9LArzMCfAwJ8TdjChvMzF4PsRdhoe9FFuBGmomw8xMhpWVsdgAXB1M8XQywddVSYC7Ci9HJWYyXZQyQ0yNJSiErGMTQ7F5tMt1l5LuZEhXwRDOz5hiIdPSvjNpLpqUeusyKFSfMWFajAvVYEyYBrPjDFieqMOm5F85X/Irn6Z0oHVVR9q26tG2QZem2Z34MlaHu/20+b3egO0l2kxJkVEbpCTeUUKqmy6jUuTMzdLi0hBN2GjJ9dFyhkR1one0kEGsR1WwlNJwFblBStIDTPHxtsTRxQ5nV3c8fPzw9fcjJCqasPhkAsKi8Q4Nwt3fi6CQEAKCAgkJDSAj1JYp2WYsytdlRZERSypd6J5gTZy/msJoc2ZX2HB2kh9/zgjkn5lenJzgSUmyFUlxXiTHB9A1JYj0lAC6JrgxoXsQR8aGc3xcIFfnxfLHgjhuzY3lxnQ/Tg214dxwFy5PD2DzQA+OTYjg8YpEHsyN5NooV9Hf/8Qge86NcOPmeHdeLw/jxeowWk/m0Xy2hkc7e3NoXhU7ZpRxcFYZ52cXcWdFBo/XhPFyezA/bpbC15k03u7Nx62BvF0fyuv10bzfnMTT1TG82ZLGp725NBzuJhb4H0dz+HpACItJp+V0Hq0XS/h+PI+vh3NpOFZI4/FiGg4X8HV/Dh93d+XdduF4nCr+WsORIm4vjGVrd1s2lgkF35Q1RSpWdTNnfbklm6ts2FZlw4YSFVvKzNlYqmRdiZwNRUbs7mHCyw3p/DhexY9TFbScqREhIC72FSMv12R3ZleZhN1FBuwt0OTsAAU/TuTRelMQfPWn5Y+BNP5RT+utkbTdGy0WhVdDuvCyfydeDtbg6YBOvB6qy+MhHfiwNeA/GuitgbT+Mw4eTqH14ViaHo6m6cl4Gh+NoeXeSFr/HUPzo0m0vZ1Hy8s5ND+aQNuL2bS9XU3z66U0P51A26OhND8cyo+Hw2h8MAj+7c/j1QGcKG/P8YJfOVTYgR3Zv3GoSINtWZ1Zn6XP0qTOzAprx9FhjvBgIq1PxtMk3Bb+HUzz34NovT2A5r+H8O3OCBoExs/dwXB/JG3/DvuPwXRnAA23+4rfgyAEa/pjEK036mm+XMCPswk0Hg7jx3ZvPm905+0aDx7Oc+Wfqc7cnuLCrWmeXJngyZ3FsTQcraLxVBWfjxTReKIKrgyg5eYg+HsETTeG0vzHBPYtKCfRQ860Sn8aTg3k0958vh4S7jQ9aDjWU8yL+HK4lu8n+v7HBDvci4bj/fgu2EWfHsDnI7V8O1LD5z3d+Lw9hua97nDYiob1hrycpsftel1OlOuyJU+HRV21mZUjZ1yGjAGxWgxJMWRomoz6RCkVYXrk++tSEaZPXXgnNlfo82yijDdzVLReKaH5zgAar9SytMCUyT7teDNdCrus+TBdhwdVP/G6V0de9dfjRX8JT/pKuFahz8rYLoz07sJgH236uP1Gd6dfqA8wYGyimonpdiwq9Wdimh1DohX0DhJMLaX0CBJEr9qUeAtsIENSHQ2IsNIiSK1BjLOMJA8lyR4mxLsYkOihT5KvEdHeUgKcpagMfhZ5/LE+xsT7K4nyMyXEw5AgFx2iPI2I8ZAQ5yklztOQVB8pqf4KQp3lomVEntcv3JhsxftlFlwdZ8KsXE1GJXVkXKY2I7MMGJhuRM9EMyoSLOgWZ0VGuJrEAEtiAxyJCnEk3M+GSG9z4n1NifOWEe4m/L5S3B0EWwdjLCzk2NsqcbUXir8ST0c5fm6mBHqocbVTojYRaKASMRpSSAezMFNgYWZCuwxXXTIFKpSbHkW+RhT5SMh21SbHVZOaAAOR9TPQrz0jQjoyLLgTo3x/Y3lMR3am/cSZkvY0LNSDnTpwTAH7pbSt6Mz3SZ14MViHWwPlrMruzKgYQzFbOFilSYGvhDnZclbldeLxdEM+LVMxO60zvcL0qAyRUBFmQEGQPjmh5kR7mBDkLMPHVU6grzU+ng4E+HsTHORFUGgIPiGRhETH4xsegFegNyFhEQQHBhEU6ktcmAs9kl0YmW3NuAI3quKdSA9QMyDLhQ0DPbk0zYXHS714NNuNhzOcuTnDk+mVtvTLtGZ0ZSC9sjwojLejLMGCmWV23Jzqw98z3HmxMoxny0J5syaOKxNduTzBifsL/HiwIoRtQ9wYnaVgy1B/bi1M486cSM4PtefEAGsujXbl6hgHro614uoUR+4u9Ofm3DCOz0xn19wqtszqzq6plRyfUc71pXk8XJPKi9WRPNsQTsujMbS+Gc2HwzG82RDBm3WxvN2YyOedmXzY8V+Iy+e9+Xzenc2Pw7l8Fxga+1P4IjiGHs7k/d50vhzO5euRAj7uz6fhSDHfj3YTQ2U+7c3h24ECvuzLp+FwCX/MjWZ9mTm7e9mzr86R1UVKVhQqWVtqxsYKC7ZV27C92prtVZZsKjNlW3cVm0tl7Kox5tHKRBHWarvYi9bTtXw9WMq7Xd24NM6HtXk67CyXsaPQgGPVxnzalAqXqmi8LLB/+tD8u8DwGUjjzQG0/lnPh3X+vBnWmQd9/8fjgR151L8jTwZ04vGwn0T2SeujUTT9O5rm+5Ph2Qzangj4+2ianwnvCTQ/mEjjg0m0vlkJn3fT+nYjba/m0/ZmwX+K6y/baXk+g+bHw2l+OpHmt8toeLlAbBLfrtXwzzgVp4t+Zl/+r+zM68zuvC5sSOvEqnQ9lqdqszjpZ/5cHAlPJ9D0aIzIOGq+M4rm25NouT1EbEDCNtLybDw/7o2g+eFYWp5MpPXBZH7cGSk2KZ5OpO3fOr4LjqhHo/m2y4/3a515u9SRpzMt+Xucgpujldwca8f1/xcr3pjoxZmRrvy7KI5v+0t4tyeXdztzeL81g3fbkvmwO4EfRzPgksAsGsPIUj+yfY24tiiHH/u68W1XFg0HBY1GDQ1Ha/h6qJqvR3uK0M+HY/3/E4id6M/XY3X8OFlHw+EyUXjYsNOPH3uc+b5Rxeu5+vw1pCOXe2pxsbucPTl6bMgxYn5XCaPi9RiVLmdwqhF1cRoMSNKjX6JA6DAgP0CPboGCd397TvYzpWGhBR8E7P9hHd+EgJ1/6tna256J3u14MtqAthUqXg/twLs+7fkxQpv3Q4y4WabBuXxNNsW1Z5Lvb9S7t6eXR3sGBekyPd2KpaXezCvyZkqmA5NSVIyPlTIgRJdegbr08Nemr78GfYINqPGXUOxmQIa9Lkn2ukRYdibKRpdEeyNyvM1J9zQmzlmPzCAlXcNV+Dnq4WiqQYiLnDA3GY6mncSDr725FtamQkqYFk5mXbAXHDyVnbFTdsRFLZi/yfCy/Jm5Ffq8WWHOo1kSVpf/yuxiCUt7uTK3uxvDcy0pj5GSGyalMN6SlDBTov1kRPsKTcaC6CDb/94+psT6KIn2lBPtbUKEjwo/NzO8XFW4OilxspHh6SAkhynwdpYT4G5GkKcNLnZmmCkMsbVSYm2pxMbKDBsLM2zUKtqlO3Umz0OHIi898hw7081Vm2J3PUo8dOjuo0e/QB0GBHRigN+vjAjTZHJoFzanaXG6uAsXK3/j23xt2KEBR6WwV5fW1R34MvknHtd35lyNEUu66jI4woA0e11irHXpHmDEvFQ9dpVp8n2VEMwuoS60E9XhUqrCpHQLNiA9UEGo4M3toBC7WGqEHelRtoT7WhDia09SpAfhwe74BvkTFBaGf6gXvkHe+PoF4efjR0CQD8FhPkSGuJMb40pVkhd5/uYMSXdgXS9ndvQ24exoNQ+W+HJysIrTA0z4a6I916d4c3mSH3/Mi+PczAQOT45jre3cNAAA//RJREFUz9hwDo/x5Y/pXlwaa8Od+QHcmuXF42Wh/DnLh+tTHfmwOUQ80N5bFcPeCcFMLnNmVncfjkxO4PQYH86McOb6ZBeuTbDjzAgLToyw5sRQK46N8GHr6GSWjc9l6bgi1o7uxsFpZZxdUMLNpd14sDyLv2cH8Xx/PnycyPuLubxcH827DUm83SRYN6fxekuGGOL+enNXXq5P5tX6BJoO5vBldwpf9iTxbX8mX/dl82FXBi+3pfNmV7aYHiZQNL8fLRGZQgJfv+FwKc3HKrm9MJ4NFWpODfdlX39HlhfKWFVkytpSU9aXmrG3tyO7a23Y2d2Snd3VbKlQsKu7CTsqjbg1P0KcQrlcz52lcWzroWRbTzPWFhmxsUjGliIpu4qNOFpryrv16TSfFSwheopYOLcH03JrCM13RsA/w/iyLYYHA3/lcf3PPKj/jSeDuvBowG88Gd2OhsMx8GSSWOjbXsyi+elMWv7/8+ank2h5NZfml4v5/mg6ze/X0/b1KC0fD9L2ZRMNz+fQ9HIRrW9X0fZ6AS3Pp9IqUG8bDogajLa3S+HlNF4u9+JS1S/sz/uZXbmabM3swsqUjixJ0mJJoiYLkn/l9d48eDCcxn9H0HR/FD/+Feiny2i8M4yWZ2NpezubxscjxDtE2+uZfH88ldY3i2kR/gwPx8Kj4bRczeLbXmeattvwZpGa28NN+He0PbdHO/D7CBtujrbn93GuXBrpxIWRztyY7MepEU7iz/rzviLebsvm6epEHi0L4eOuUD5vcODZFAPuT7HmzIyuooByYjdHGvaVwN6uNO3L5vvBIn4c707jyZ7/NQEBCjoxgA/HB/D55AC+HusjbgitJ8v4vi+axl1ONG1R8WWlKfdGGXC5VpsLtTJOVMrZmWvApgxDNuWbsrJQzbhEQ8akyxmaJqEuXpO+cdp0j9AUzdfKwo3+awA+/+N8vZKPc035cSoZXgwSVdOC4+vdlYmszdDifPVvPB+lw9N6DR72+I23w3W5Vt2Z7Snt2JjUmWVxBsxPNmN+li0ry71ZXOzNigpflpS4MynViqFhBowS6lWMPqMiDOkfpMPQUB1GhWlRH6JHDx9dyp01KXbSJttJhyR7LZIcDEm2l5PqICfNVUGyu5RUbzlpgaaEuxiKls0JgVZEeJvj56QgQDBbczfHw1FBoKcFvq4q7K0VYlavjbUME7kOFqYa5Ie25+p0BZ9Xyrgzw4AT48xY0cuYMXkK+iQrKY5RkBOtIDPalOQQJVFewtYhI8pHRrinlHAPBdFeJkR7Kwn3VBDhZUqwpymhvkLoi5oAD1P83UzwchAagDFejjJ8nGT4u5ni4aBCrRAmfhm21oKGQIGttakYDelkZ0W7Ak9dijx1KPbQosC5C93cdMh30hIVdKVuOlR761AXpEP/AA36+3VieqwuqxM0OJjRnj96d6FxgR6NK3+haVsXGte3p3X5rzTN1uJhvRa7CnSZkahHjb8mEeYdSbTVoD7UiJkxnbg8SMLXVW4sze5ArxBNcr30KAqSkxusIMhNgaejgnB/O/w8VAR6q4n3tyQ3xoX0aFeKEtxIDrEhLMSN4DA/goPdCRIagG8QPt4+hIYFERkdRGSoK0VxDiyp8mVDiRVbu9uxqFDBhkolp4fYcn2CM0sKdFhbbMilIVb8NdmL68J/vAmOPF8WyvOlATxY4sc/87z5a7orNya68scUDx4s8OXxfB8eLvDi2Yog3m+O5/32JB6ui+DB2lj2jwmkb5YrdYWBzOntz8FRPuzpa8bheku29VCxtY8NewfbcWR8FMsGZzJvRDdmDStg/qAsto0rYMuoLPZOzuXc3Bz+nJ/MrUVhNP7Tl8a7fXi+MZa3G1J4vyWT1xu7irz+lxsFR9B0nq9J5f2mDD5sTuPTdiGhK4VvuzP5vieX91u68mxdCi82pfNqaybvdufx/XgZ346W0XC8ksYT1eK0d2tBPJuqLLg0PoS9dfas6CZjbamKVUUKNpar2N3Tlv29bdlTY86uKhP2dFdyop8VuyqlXJ/iR9vZPvw40p1DA+1Zka/P2mIZ64uNWZtvxOZiGVu6GbC9SI8D3Y05N9qJj0eE3F4BH+9PizD93x0NAqZ/soj74+U8GtiBJwM68HRQF+4P+JlX03VouVBA27NptD6dSOvzWTQ/X0jL8/m0PplF05NpNL2cT+OLpXx9OIPvT+fz49UqGt5soPXbbpo+rKbx5XSan0ym+flsGl8tpOnjSpo+bKDx5Ur4tFJkX33aFs4fdZ04XtSe7RkdWZ38K0uSOzIvrhMzQn5iea4m38/UwtOpND+fRcuDEbTeq6ftXn+a/iyj6XY5TXdqafm3O233BZuJCbS+mEnr43G03h8Nf/flx9k4vu9w5Nsac5rW2/J8jjm3hqj4e5Qjv4+z5/fxLtya5MH1sc5cHe3OheEeXBzpw7kxnvw1L4JHG9L5e0EU1ya582RjAFxL5ssaU54Nb8+fwy2YXuJBhpeERcVW3JrsypsVAaJja8OhYprP9KTxZA3NJ2v4fqI7n48LZnJ1fD5WQ8OJan4cyqRpXwhNe+1p2Kzk8WRdLtdqcrFKwdEiY3ZkG7KnxJTNBcasyZCxNFXGnERDpiQbMaGrnOGpRgxIMqJnjD6VYdqUhmhTFqpPWageQyJ+4eogY76utKft70rRo+nrnkh+nMkXB5MPa5N4MdOd17NdeTbJgWfj7Xg+1ZEbI+w4N8iJy6MCuTkphZPDE1lT6sXa8kAWdfNjWpY9o2PkDA/WFyHrucmGTIkWKOx6DAvuwox4PRZ3NWFIuB49vTRFA7nuHjqU+UhId5MQay8lwlJGtJWMdDdT0j0VJLhIiXOSEOmoR6KfMeGecuICrUkItSc+2Ep8x4U5EhEiCLbcCQ5wIzTMRzRlc7I2I9xZh9X9rXm0xIJHc0y4Nc2KHfUqhmQY0j1eRnWiioIoOblRMtKC5MR5yIlzUxLjKidGuJl6SonxVhLjY0asn7m4CQR5qvBxNcPPwxxfN1O8nQSIyohAVwV+rkp8naX4uSrwcTHFViXFVIiDNJFgbi7BTMgjtpBja2WKvY2KdoINRJmHLoVOncXin+WkTZazLjmu+mQ765HnoiNqAnr66jIg2IAhvhpM8Pofm+M6cKaoC4+GdqJ5fic+zf4fDQs70jK3C2+H/cY/PTXYkqvDnBxz8t0FDmwHUh07MTpewdyEzjyabsKDmVaMjehAhXcXCnz0yAkyI9RdKP4yMczYx80KN1crPD2ciPBxpmu4GznxzhRFW9Mt2pLMBHfCI7yIjfIhKtQfHy8hHs2X4BB/QsP9SYx0ZnShs4hf7y1XsqNMzupuEk4PdeOviT5cGGrL4lwpUxM02FGl5MgAG04ONuePqfY8mu/Jw5l2vFjswcP5btyb6cKd6R5cG+PE9bH2PJjtwsvlvrzbEM2HzSl82Z7Mg4XBXJ/owY05wWwcGkyPHC8K0nwZ3i2AbfVe7O1jw6JsIQfUXvx8Yf9QhtamMKZ3PuP65jCxX1fmD85i6ZAMVo9KZ8eUrpyamcbFKYG8PJwDz4fyekci7zam8n5zDi/WpfNqcxZP13Xl5YYsnq9O4836DJ6vTuT56ljebU6iYVc2b9an8GZ9Gk9WJfFsbRovNwkxkOl8PtCNL4eKxCCZhqMVNBwp4/qMULbUWHJ0kCt7+9iyocxMVAVvKFexqVzF1koVB/vYcLCHOftrTTnR35pbE33YWyXj/CgXfhws5/HqrqwrMmJ1vhFr8o3ZVKRgQ4GMzSUytpVIxFvAnnIjNhVoc3m6l+iq2fR7Hc3X+9N6sz/8WQ+3B/F1dyr3h2rzoF8HHg3U5OkECZ+2hcDdIbQ9m07Ls2k0PJtD67vlNL1cSPPT2aKv0rcn02l4tpSWVxtpfrmKxtfLaPywkbbvB2n+uJmm17NFaui3B6P4/HQKDe+X0vR+Az+eL+DHkyk0PxnHp51R3OjbibMlndje9TdWpPzKktQuzApvz6JoDbZWy/lxsz+tL6fT9maKyCJqvCbEX4bTekoQAfrz41gELWfTaL2QA1dLaLpaSdOVctH2uuViLp93ufBjkw0NK5W0bHbk4QxL/hxjwV8THLg2xo7Lo524OtaFS2MEbywXzg7x5MKIAK5MCOSv2aH8PjeUaxO8+GuqKy2XutKwy5d/Bv3GtdrfODo8kGE5AeS7GbIoVcKhAm2u1hjx5wBz/h1rx7tlAXxZH0bDrmRxKxBEfJwQtsBM2o4n0LjLle/rLXgx14Q/hupzolKDQ0WG7MyWsS3bjI055qzPU7MiU8nSdFMWpyiZFSthZoqc0bF6jE5VMiBRQUWowOrTpdhPi6pgPXpE6zMttSN/j1HwfqM7PO5D49ViXi53pfFEBq/3dOXRkhg+rEjj6aJEfp8czO0pYVwfF8i5UUFcHB/DkSGB7Ojlw9JCO+ZkWLMw143x8Rai+eSISAnToo1YnKTP4lQDJkXrMypYh5kJeqzINGJZlpKhoRr09dOkr78hVb5GpDlqEWGjRYi1AUEWRoRbyYgQDN/cZSS5SEh2MaQkUk23eHOyYqyJCzQnNdya1HBzkkLURAeqiA6zIibcnpgoVyIiXfDzNsfTRpviGFPm9HRlSoER49OlTM+3YEyOioFZVvRJs6E60ZL8SGOywuXE+hgRKUz5XmZE+qqJ8bUg0ktFuJe5+HmUvyURfpYEeqoJ8LTC191c1Aj4uCjwdzUWp35fV2P8BNakszEe9gL7xxATmcD6MRLDZCxUBliqJOKmIojC2hUICjnBA8hFQ0zSEbIB8r1lZLoakOMpJ8vZgDIvKT18JdQHyBjoY8icKCMOFCjYGteeYzm/8GasIV+m6PFpkg6fxupyt/tP3KzuwsZcHTH4PdVRkyDLLqQ7dWBEtB6rsrX4tNSC4/316OX1EwXOncj11CbSTYat2hBvJyVejta4Ojrg6uaMu5c3fp7uRAY4kRblQL7A581wpDLTndhIT2LCvQkJ8MTXx5uAQC+Cgr2JCnWnqqsrs7tZsaVUxf5qNacGOHJhrLuIx98Y7c7xeiu2dbdkW0971lWZsbybDudH23Jruiv/zvHh/mxXnsx358kiT+7PcuVQbyMuj3bkyjBL7k604ffxZjxc5M37jQm8XxfJpZF2oqHc0YEWnJ/gw45x0fTN86Yk3odR3XxZ0cuHRaW2TM+2ZHGvMAZXhNGrIolRNclMHpBP/+5pjB1QyKxh+cwbnsmqcZlsn5DMsYmR/LUxmZYnA2k8lc+rdYm8WJvGqw3pvNz4/xDQpmyerkrl9boM3m7I4NnKeF6vT+bD5q68WBXP81WJPFwax8MlcTxfk8KTlXG8355J45ESvh8o+g8WOFzC9enBbKpUsbOnJdtr1GyqULGpyootVVZsLDNjR7Wagz0tOFir4kAPFReGufDv9EAO9TDl1BA7Pu4s4OqUEFbmGbAmT8qmIlO2CAKyAhlby4zZW63gYI0Je8vlrMvswrEB5jScq6Dtz360/F4Pf/Sl6Wwx73cn82JFEH/10+FWj47cqdfkx5ZAMdwFAe9/MpXmp9NpejmP5jeLaHw5h8Znc2h4MZfvb5bS9GErbZ+O0Pb1AC2fNtHycQt8O0Tbp900v1lO04sZ/Hg6maa3i2lr2AbfttP8YhbfBSrnv4N5uy2Uyz3bc6GsC7uyO7Ig7n8siO/AvMgOLIjuwq4+ZjT/0Z+2h+P4cbcPbbfy+HrEg8ZDDjRutebDMiUPZhjyfI41Lxc58GiBDffm2fFwvgvvtkbTdiGHxgN+NGy258dqM1o2Cd5TFlwebcXFUbZcG+3IuWH2XBnnLv6bPTvKi/OjAjkz3I/zI324NsmPm9N8uD7FgU97I2k+EckfAzS5VP4rx3oas2poMlm+5vTyk7MyxZCjhUacztfjVL4mv/eUcaOnPhe6a3Ctv4Q/hyq5O86G5zOdeDvfiRezzHk02Yg/BmtzskLQb+ixPVfK9gIz1mcrWJ1lyqpsCxakKFnS1ZJF6RZMi5EyPVbCrGQ5E+Ok9A/WpX+0gqoQCeXBhlSHSagO0qY2rAsLsztxf7IZn47G0Pa4h+ge+m61F01ncni4IYqL47w4NcCLQwMD2VTrxooiK1YV27K2zIX1ld4sKXRkXrYVc7MtmZNpxdQkFePjjBkXr2B8jISl6caszTBkTmwXxgR1EunrK7IULOkqYVqcHuNi9BggNCZPPWIsOhBoJjhwapHmoybK1ohIGwmham2i7XRJsNcmyUGDHqm21GTaUJpmR0qoGSkhZmRFWpAabEZCkAnJkWrSEuyIjhSIJroMzTRkbpkRswu0mSJYPmdpMShBoL9rUxzwG3l+ncnyNxRvnTmxNsQFKYgMNCUqyJooQfkrxDn62BDsa0uQ+LYkzM+KQE8VAW5qfJxVuAt2E44KPJ1N8HL+7/Dr724iYv9OllKsRdGXIWaK/+iipgpDUZksqJTtLWTYWhjTrthNh+6Cn7avPqWCJ4a7PkVeUvLcDMl2MyTfU0Z1oJI+QQr6BRrTz9eI8WH6rMnQZ3WsJusTO7Mj/TdOFbTnUnlHLpV24FatLtdrDNiQq099uAERFp0Jt9ahOsSYERFd2F8r4cNSc5bk/kaBS3u6+RiQ7CnBy0YXDzsFXk5WuNjZY2djh7OzI87uQuixK+EhHiSEulAQ40B9jjOVSTYkRnkSGuiBj5cLHl4uRMUGERLuQ0KYA4OybVlZZsW2MhXH6hw5PsiREyMdOSYU6CGOHOxvzdEBdlwY582xUS4cHKDixkQnbk3x4PZMf+5M8+DuTGcezHPj9nRXDvRTc360E/dnuvFkmjO3JqrF7eDjhlj+ne/N/v4KDvY35+oYFzFH996yGM7NjGVsiQ/dUz3on+3GnB5+zOsVTF1BIKU5gfQrj2Bq/xSG986gsjyTmu65DB9UxJDeXZkxKIc1I7uyc1wipxaE03inB03Xqni+PlGEgF5uSuHl5jRebUnn1aYM3m3J4e2mbLEBvF6XwuMVMbzZmMqDJRHcWxjB48UxvF6TwtOlsTxaGsnzNbG825LKj4MFfN2Xx7cDedxZFMPePnYc6G/Hrp5WbKxQidDZrp4O7Kq1ZneN0ADMOVhrxv4aM470teTCUHuxARzur+b1liwOD3Rkdb6E1TmGYgPYXKhgc4mSrZUm7KmSs7dKzp4yObuLJOytMOT1tlTabval7dZAPpwo4NpYc67U6XCkpB0XyztxvXsXbtR15M5YA15vDqDxQhFtD0bS9nQajUITeDWH5jcLaHq9lKZ3m/jxbjstn7bD153waSN8XgufNtD2YSstb7fQ8m4jLe+X0/p2JW3vN8OnHTS9XsL3BwKOP1DMJX6xwY+LNf/jXPFvbM/oIKaCzY9pz6pkLRYnaHBgoCXN1/rQ+tdgmv+opu1qEo3H3Wg74UrrDnveLlJwZ5weT6dY8GKWNXfGynk8yZJ7Y824N8uW1otZ/DgWzKc15vxYraJhtS1/jDPj4kg7zg5z5MpIN25M8Ob6ZF8uTfTj/NgATo/w4/zoAC6OEYp/ANenuPNwrRttFyL4Z4IhJwp/YWdGe3YP8GZwcTCpzvoMCdRnWZIee7rJOFCoz5ECfU6XSLhYYcy5chmnSw04W6HLle5aXCj+lWsVXbhUqsGpbtocKTTgYIGUXXkKNueoWJNpxqocM1bmmjE/1Zi5yUpmJyiZmahkcoyUaXFSpidImZKgoI+vBr1DjagNM6Iy1JCKEB2qQ7XoE67B6nwtHs20ovX3IlpvlfN8jR+fNoXReq2cL4ey+WtGEOeGBnJkSBQry1xZWe7MmnIXVha7syDbjbmZTiwucmJDD18W5zswJVHO9FQFYyN0mJMkYbXgWttVwszoLsyM02ZJhozVeSomRmkzPKQzo6L06eGnQ5z5r4SqOxFjZ0i8g4QUFxnx9hKirPSJsjYgxtaANCdDEh01Ra5/eYolKQJBJcqMrAg1acFm5EZbkx9vRVa0irQoFcmRKkZkG/JmiQ1flxvzap6UezOl/DlLxoUpctb0NmBCgYS6NDkFoTKRORTiIcffQ0p4oCWRQQ5EBbvg52mNv68Dfj5O+Hrb4+9jja+HGQGealxtFLjbq3BzMMPZVo6rvQIHKyE4Ro2/uymuNnKslVIsFFLR/tnMRIqp0ASUUmwEVbLKEBthGzCV0E7g3Vd7adHbX5cePvqUuulR4WlAuZchBa56FHlLqQ5SUBehpE+onJ7BhuJRd3yEJjOidZgZL2FSSEeWx3UUtQFrE3/lYJ42pyqMWJmhT48gAwJMOxFvY0B9pJphwb9yYaiS5/PMGRbejiwvIfhAjq+9IT52ukR7qXCytsDR0Q4nZ2scHS1x9XTCy9eTsOAAIoPcyY51p1+uK32ynEkIcyXAzw0fXw/8/D3wD3AgLNxTxOfG5Tuwp58rWyqV7O5lwcE6Sw70V3O03pzTg605PcqJS+PcuDbejRuT3bg5yZ6/prlwY6onN6b7c3uyG7+PtuTSSHNODlJxpJ8Fx4ZYcWWKA3fnOnNvrgtPFvnyZnUUt2b7cGCAGUcHm/PXTA/+nhfI3UWh/DErgGOjfVhdF8jIXGfGlPgxpjqa4gx/qvN9WDQyleG1KXSvzKW0ohul5bmUlmVRWZHNoNpcZvfpyuZRaRycGsjrU9n8+KeOF9tSeb9VoHB25c2ONF5vS+Pttq6835rFu83ZvN+SxdtN6bzekMyTlbHcXRjKrVkB3JkbxJMl0TxaGM6TJeG8XBXFu00JvN+azLe92TQcyBW5/I9XZHFpQiA7atVsrhSYP3bsqLVjZ40V+3pacqCXiv21KvZ1V7G3RrDOduVwb3OxWD1Zk8KmKgVbKpTsqFKzJk/GznJztpSZsrO7kv01CvZ3N+ZAd1P2FkvZXaDFvQWBtF7vTduteh4s8uN0pRaXqjU4X92em7VaXOvRhet9fuFOv5+4N6gDd8fr8/VwEm0i334Kzc9n0vJmKS3v19H25Sitb/bQeHc8n8/n8vV4LN8uFdL8ZDxtH4QUtmW0fNxIy8c1tH5ey4/Xq2h6uZSm5xNoFBhBj0bAwyE8W+3Otd6/cL70F3ZkdWZpggZLEzVY11WLZamaHBpgSfPFKlpv96Hp9wpaL8fx44gDLSc9+bHNlpdzpTyeKuPVDDUvplvwbJoFzyZb8M84Gc+W2tB2IoyGnfZ8W62kbb01X5YJDUDFmcEWXBvry9WxvvwxI5CL4905P9aTC2N9uTTeT3yuTPTj2jQf/pjvRfOpWJ4skHE4rx270juxMFmb5X1CyAs0o9xDn9EBmixKNmRztgDf6ImbwKkSCWeKhcIv40ylnDMVUs4Ua3GhVHh0OFdqwPESI46UKtmRK2Wb0ADyzVmZYcLCFIVY+OelmjErScGsRGOmJciYEi9jWrzQAORMSVQwOMyQ3sH6VAfpUB2mQ88YPQYlS1hS4cDh3irerPCEe73hRhUvVwSJiXJtN7vzbncitwTCxWh/dvX1YWmJA4u62bK22oW1le6sLPZmdbkvG3u4s6ybHXPS1MxMkjMtUcLMeD3W5yhYmSUR8f+ZMTosTtRiQ6GcWclS6v06MS5ewjDh6GrfgWSbLmS4CTR4CRkuUjJcpaS5yIkWGoCFPilOxqQ4yElwMCTNR06qv5REb00yQ4zIiVCRFmxOVqSK0lRrylKsKY6zoCTCgEMj7fiyXMrrBV1E3H9/T2221eiyu06fVTUGTCuVMTBLQt90c8rjrcWQqxAXJYHuQsCVFX7eVni4W+DuJgS8u+Lr44SPlzWebkK8oxwHKwV2FkocbVU42ipFXyA3B3N83CzwcTXFyUqBuUyCubEcE7mR+KiUxihlEqyUUhzVUhyFDUClEIRg2nT3M6AuSJ9+gXr0D5LRx9+IHr7/4WPVgXKqA6T0DlHQP0xJ3xApgyOljIo0YmS4PqOjjBgboc+MWF3mJOgxK+xndmTrcrDEmMXpgr2EFmFqLRLtDaj2NWJyzC/cHm/EpRHmVHn+RGbAfxmafjZa5IWYkOAhwd3RGmdnOxwdrXBwscfV0x03dxf8/b0JCfQhJtydnGRXshKEw4sTHp52+Hi7EhceQGaCP8lhjlTEWLC+twdHBzmxv4+ak0NdOFBnybEhlpwaouL0IDMujbTl2lgnro115M+prlwZbcn50VZcm+rF5UlenBpkxuFeRpwYYM6RAWqODrTm9EhHrk/35NJEe06PsODqJDcujHXhyCBbtlQbc2aUI1cmO/J4VRh3l4RxabyzeMw7NcyDAyNDWN4/nLrcQPrk+bB5XBJnF+YxdUAm5eW5lFeXUVKWR2FxJgVFWdRW5jG6JoMVQ7qyfawff2yLpvXZaD4fyePzjjSxCXzYlsEXIYFpl/DO4fOuXN4IDKGNSbzblMrTZXEipnpnfjB/z/Xj7nw/HiwM4PmyEN6sCufz1kQ+78jg064cGg4U0XSknM97S7g4yY8dIgxkzc5aO/YKx99eNhzoY8OhvjYc6WctHoCP9rPm5epkHi2L4/v+Yq7PDGRdsYTDA+zY00vNphI5O8qV7KkyY1+NqTj976uSc7BKzpEKOYcqJFyZ6ETb9R60Xq/hz/EWnKvsxLWe2tzoq8m12o781UeTu/VdeDSkE3cHtufxiA68XGQlJqi1vZhB26s5tL2cS+vr+dCwg5aX83m/N4S3q0x4t1iX98skvNxgT/PdPrS8mUXD6yW0vl1H64dNfH0rHIgX0PJiAs1PRsPrSfB0iJjP/HvvX7hW01nUASxNas+i+I6sSddlWXJnzoy0o/lcqejw2SDkDV+NpfmgLY0HnPi2yZpXc2U8my7j5UwFz2areTLTnIeTTLg7yYR3qx3gsD/fN9rwfZUpTWss+LzcjqvDTTk31J7LY325OMaTa5O8uTLRnSsTfTk3zo9zY324OjmQq5M8+Gu+Ew3H4/my3lsUra1P+ImZIT+xpMyJ8eUBZLnoMiLChLFBnViUqs+uAik70jpxMLsjl2r0uNrTkFNlehwp1OZMhdAUdDlTbsSpMjnHyo3ZVyxnb6kZO4pUbCowY22uipW5amYnKZgQacTMRBUz4xTMSZAxL9GYuUkmzEg0YXqCgrFREoaGS+jpp02VTxfqIrVY08eZm4vTeLg6n2sTXPi8Nw7uD+Dz/hReLfej4UCG6J76bG0oNyZ4saeXKyvKHFlS6iJuARtr3NlS6866Mle21vqzqdadeZlKpiXKmZFkIroSz4rVZm2mEavyjJkSb8j8JCmrU3TZUmjCwGA9arw6MSfDmGpvbbKcNMl106PER0GBq5QsFylprnJSnOUk20tItjMkwVaXREcDUtzkpLrJyQ9Rkh5kQNdQCXkRSnLCTCmIV1OZ7URRkjVFkSZMyNXl1Ro3Pi+X8myRTMyIXlqoy7IyIzb0VrCsxpRxeSYMzDKlJsmEgkgFmWFmpIfbEh1kg5uDDA9nJe4uFjg7WOHqZIe3px2e7kIMpBmWakNR7GVvY4q9lQpbtRIHSwU+rubiYVhwAbVWybEyVWBuIkdlIhenf6EBCMHwCok+Jka6WCiFYHhTIRHMWLyC9wzUp6evFnWBUmp89Cj31KLaX0pNsCDiktJb2AKCTOgfbEy/QEMGhRgwIEiPwcH6jIk0Ymy0IRNiDJge9hv7CqXsKjBmdpIh+c6diLTUIcPNmD4RKualt+f5HAXrS7Tp5taeRF+laJwU42pEeZiSWBcdXB3McLC3xsHRFht7AQZywd3dFV8/b8JCg4mPCSE2xoeIcBeiIr0ICPDA39uNqAAPkkOcKImxYXqJMxsqVRwbaMPRflZcHOHJoTobjgww5/woS66MtuLSMEsujrDm5iRnEfr5faIzF8fYcXqUAyeGOXByiAVH6kw52FfNzloFu3ooONhPzfGhdpwe6creOjW7+1qyr589hwe5s7evHdu6Kzg5zJqb0525MdOHE8MduTjMjn09zDg02JkDY0KZXRvI1pGxXJ2TzPkZKUzuk0RWRgz5hdmUCg2gWzoZ2QnkFybTvzqdGb1TWNbfh1PLQ+DlaD6dzOPNuhg+b8vmy7Zskdv9fmsKb7f8txm8EcJZ1sfzZl0iTxbH8mRxHPcXhfLXbA8eLgng4QIfXi4L4vWqYD5tjeXH/hw+7Mjk+/5ufNtfyJvtmRwYYsP2npbs7mXHvt4O7O1pzcG+thyqs+dQnQPHB9hypLeF+HzcmU3byUp+HC7l+HAHVuXqcnqEG1u7m7CzWsWWUhk7ymQcqFKKk//+7gqO1Sq4JPwse8g4OcSUFsHu4Fg2N4ZLuVDTmZt9dbk1UJff+2rwZ68u3Ouvwf0hXXgwUpPX4zR5OtmApmuV8HwqLU+n0/ZsJi0vp9L2egZfrhTzebMZ35bq8nVhZ5qXdeb9Ag0+HYqg7fk4Wj8sBgH++bSdlq/b+PF6Ac0vZ9L8fAotj0bQeqeKp4ss+KdfB65112BPXkc2ZmuyPFUIJe/MqhQtLoy2pfV8oZhY9uPeKFquZNC8V0XjXgsaNlnyeo6cZ1NkvJ9nyeMZZjyeYcrzmWqezrTm7XI72na58W2tNV9XqGjZYM2X1Q5cHWEhwj/nRrtzZYI3V8Z5cGWMG5fGeXNxYiBnx/7XEG7PdeLb8Sia9vlyuroTG2KFw3RHZsTosKIulvJYOyo8dJkYbcxI//YsTtLhUL4eF0o68nK0Ca8mqrg33JTz3Y04XizhdIUJR4rl7MmXsqtQwe5iM7YVmrC9yIyt3SxYm2PB/CQTJkRImBwjY1KUEQvSzFmcrmJhopyFCTIWppiwIFXF9AQTRkfoMypGwpBIXWYXqLk6P52XW8t4s7Ubj5cnc2mMNZ9PZImiu887Y3i1wptmIfj+Qin/zAvkxGAv1lW6s7TUlTXVPuysC2NjlTtbqpzZ1t2NTZVurCx2YE6GkolxEibFGTM+So+FyYZsLDBlVoqEwYGdmBapzYZMGbPj9Cix/5mxSWZMS5ZQ5NyJAg998t20qfCVUugmIVOY/t0E+qecVHsJSTa6xNpqEye4hXqb0dXZSHQj7pmppizFlOJYJZXJVhQlW1OYaktpspraWC0uTLfiywY1bxYZ8vsYDbZXd2BtjRGLuytY1F3O9CIJ4/NV9M9QUxQppSDGhKwYFSkRalKi7YkOsfmPvaM2wtbSBAdbc3w87XF2UItHWythcrcW/PwV2KiNcbI2xdvZgiAvC1EAJvgCqZVyLM0UqE2NMVf+9wiiLxOZBOX/bwQmMiPM5DLaZbvLKPSSUeKlR6W3NjU+Eiq99aj0MxB/OLUhxvQKNaZPsII+Acb0FrYBP30GhUoZGGLEkDAjxkQbMzZKysgwHSaH/srBUiXbcuVMTZKTaPkrwWZdyHAxpjbImOUFurxZaM30xN/IdO2Al40hFmZG+NvLSXCTEO8lx83BBHtHG+wcbHCwtcDT2Q43VzfcPb0JCgwkMjyY0BA/ggI9SUuOISQ4gEA/b+LCfIjxVdMj0Zz5pZasL1NwtN6KM4ISd7Az28vk7Kkx5sxQG44NUHOk3pxD9WacH23HhZG2XB/nyMUxDhwfasuRgXacGGTJkb4q9tQoxSawtUyPnVXGHKyz4cRgV3b1tGR9qQnbu9uys9aeg3XO7OxuztVxbjxcFCyu77v6WnJ0sAO7+9uzra89uwa4sm+4H7vrXTk6zJf9o2KYVteVvKw4snLSyMlJISsnkZz8RHILY6ktjWdC92Rm1QawZbIvTU/rabhYwKdNCXzcmM7HTel82prGh63JfNqeydddebxan8irdXG8WZvIyxXxvFoZz5PFQTxY4M39uV48WxzEiyVBvFgeyLsN4XzZkSAGtog+QbszebM1jRuzAjk80Im9vR3YXWvLnh7W7Otlyb4+1uzuYcmRPlYcqjXnUB8LXu9Io/lEqSgwOj3ckU2FBtyYFMTeXlZsLVWytcKE3ZUmHKkx52CNkgM1xhzpKef6UGsu9lNwsp8hb7YI1tYBXOjdhas9NLjZS5NbA3W43rcz/9Tr8GyUhKejdXgxXpeXozrzYGQH3u2LgKdj/7NdeDqD5mdT4eVEvp5K4YfQAJZp8m2hoFX5lc8LtHiz1ZW2p8NoFZTBL2bSLDaBjTQ9n03rq5m0vZpM073eNF9N4sEMCX/2+o0zRb+yo2tH1qZ2YWmiFiuTJaxM1uFYPwVt57No+b0K3q2k6WoxjXuUNB4w59sGM15Pl/JqkpIXUy14OtWMZ9PNeTDZnPuTLXiz3IaW3c58Xm3Kt5WmYgN4Nd+CK8PVnB4qbJYuXJ7gxeXx3lwe7cXV8X5cGC/g/+7cnGzBjwO+tBzxE28M+/PbMzf4Vyb4tWdasimL+3Yl0VEmOmNOCNVlpM/PLI35lT96GtI0x4ofMxQ8Hibhao0B+3J1OFikZH+xmj3F1iLOvyFXzYZCNdtKLMXJf12emvmJpkwKNWZMkJxJETLmJMlZmCZleZYJa3LULM8wY0GyTJy4p8boMaurgl2DA7i+KJ1XO8v4sKecx+tyebo+j39mBImCypbLZTRfKuL9piA+bw6Hi1V8O5DP5SkhbOrhwYpKL9bW+LKzLoTddSGsLXVia3cPdvXyZXWJIwuy1ExJlDE2yoBJsVLRfHJ9npLFXY0ZEKjJ4CANFqQYsbHQkv4+nUWx2LxsS+r8OpHv1JkCVx0q/SSUextS6GZIhrMhXV2lpLtISXGQEG+rT7SNnuhe0NVNSZq9Nv2STRnezZz6fDXVyWoqku0pTLSjONmK2nhdNveX83aDE+9Wm/JysZJH04x4sMCafSPMmFwiYXI3A6aWyBieq6A82pCiaDllSVbkxVmRGmFBXIia+DBbIgLtcLE3Edk6TvbmYvG3tjDBxkIo8MZYmsmwsZBhbyXBw0mBv4c5fm5qbM2lWJjKsVKZ/Of9byITNwArc1MsVUrxUZsKjUHx38dKY9rFOxqS6S4XxRAVbtrUeujQx9eA3n6GIoOgd5AxPYNk1Pgb0tPfiF6BUvoGSqgPllIfaszAEClDQowYFmbI8FA9pkR2ZnuuEevS9RkdLyfKoiNR1vp0dZBR5SthbamEB1PNGR7+KzGOGlgp9VCbmWJpaoSblSHethLc7GRY25pjbWeFm70lXo5WODk64+LmTYCfH4GBQhCML36+XsTHhOPv642fjwdRwe6kBlkwOM2EuVl6rO1mxPoiPQ72NeNQHyVH68w40MuEw/2sWFUoZUuNDVtqrTk80F5sCueHWnNhlD1HB9mwq4eKQ31V7KsxYVeFsfjeUynhQLUxh3up2VFpzK5aM3bUqEV2zIZSMxEj39vTXNQLvFweyl8zPP9LQhvrx+GRPqyutWG5YFDX3ZalZTas7O7K1hHRzBmQTnZqKJnZaWRnp5KaFktGdjy5+THUlsQyojRKlPKvGurGp3+q+XEpmw/rI3i7Opb3axJ4vSqS5yvDRf7/hy0ZfN6RyduNybxdl8S7dYm8XBnO04XePJ7nxuN5XrxdFsnH1fG8WBbKi2VBvFgZwrPlwbzbHMfrzbE8WR3F49WJXJ8Wyq4eNuzpYcvO7hbs6C74/yjZXq1id40Ze7ubsaeXKc+2xdBypojWE6XcnuPPtgo9kWm1v4eKHWUmIsV2T6UJB6pMOFxrwtE+Co70lHBxoAm3x1lzvJcmj+cLimwHLvboxJ99dPm7nw7/DNbh9/5duD9cn0cjdHg2VosXY7V4MPhn7g/7Hx/W2oj+/i3PZtAi3AEEOOjlZD6f6sqX1Uq+LO7El0Ud+DKvPR9mt+fzAV9anwym5cVUmu+PED2D2t7NpeXpUJr+raDlTjcarifRcNSbP4Z1Fhk1J/LbszdHm8VR/2NRTEdWJBuyKLoLh3oY0nw8gdZr2TQLfyenw/mx14KWQw58XmXC+1nGvJqi5NV04QZgzpMpwhZgxf0pZnxcY03LHgc+LZPyeZmC7yutREO0S0MsOT3YmZPDnDg/1p3L47y5MsaDq+O9uTTWm7ODbbkz3RgOOfB+sYQr3X9iT1Z7JoV0oLtTB5b2iqI2xp4cZwWTwmWM9PiZuVG/8cdAKa1LLPk4Rc6N2k6cKNJkV7Yua5K12JxrzLocE1akG7M6S8WqLHOWZ5qyNk/1X/FPNmNcsJTRQXImhBszK8GEeUkylmUYszLbhNU55qzKtRAL8PJcBYcGenN3Za6YQ/x+fw2vthbxakMeT1al83BZIn+OseX5mlC43ZumUxl82hxKw844OFXMs7WJbO9tz+pqD5aWObOzXxC7+/qxvsyRTZWubK8VApr8mZ+pYkqCnMkJwuApYUKEHmuzBHaSjFHhOvTy1WdEqA5LM4VIUwW51j8xOtqQaQlSutn9IqYfVvka0CdIRrmnHllOOqQ76pMlQD0O+qQ5S0l2MhaN4mKsDUi0MyLdSYd+SXJGFZnSu6uU6mQLCqKtyI42Jz9cjznlMh4ssePuHBU3plhwbbIll8aYcXCwKUuqTRmZrWRUnjHDCwQGo5ryeCXdYkzJj1HTNcKc5FBzYgLNCPdTEeZvjZ+HBS6OpiJ100x0/BQKv7EI61gopdhbSHG1N8LHU4G3mxIbMyNUxsLRV2D9yMRHwPzFDcDU+D/7B5VCfOxtLLC3VmMrKIGj7Q1IcjQkz1mXPn469Pduz7hIHaYlmTAsTE5fPwNq/QzpLWwCwVJ6CsU/zJi6QCP6hRhTHyxnULARwyOERqDLpLBO7Cw0ZmO2nP5hhgSrfiPMQpc8dyU9gmSsLTLg4gBBmv0L3hbaqJVGqFUq1BamWKiFUAUTvJ3k2NiYYGtvjYv9f03A1cUFRydX3N1cxOIf4O9HaJAP0REBBAZ44enlRLCPLYUhZkzpasK8FB3mddVnTYkJO3tZsLXamD09lOyqNWdtmRlzcxXML1SzrtaJgwOdOdrXjPODhW3BgiP9LdgiqByrZSJuvanQkO0lBhysknCwUp8TfU04UWfKsf7m7Kg2Zn2JlG3VZmwslbGlXML18c7cnePJvYV+/D7Dn1MjfNg9wJVVNXbMKjRnXokd04pcmV3pLuYDzO8XS05SIMmpSaSnp5CRkUZCYhTJSeHUFsYxoiyYycXOrOxrx4vzOTRdyOPD6gheLI7i1ZJoXi2P4tmyCB4sCuPvOYE8WhbB89UxPFseyZOlYTxaFMj92S48mOHIq4V+fF0Tz+e1yTycF8SjhQE8nOcrRl8+WuLLk5WB4v3i0co4zo7xZmetNbtqrdhda8Gh/sKmYy5+rzt6mLO3pwXnxzjz5VAirYK76YlcfhzJ4e6SIG7N8mNvjTF7KkxEwZjQRI/2UHGqzpwjPY042kOP30eruTfLiWN1Gjyf78y/Y0y51lebp2NU/NVbg3tD9bg7VId/h2nyeKTwdODlmM68HK/Bs3G/8W6uNg1nkml7OoZWAQp6Ipi9TaRBMJjbbM23pdp8FDQq87X4sNSYFqFY3x9E86PxtD4cSYsg3HrYm5a/C/h6OZgfl4JpuRDM112OnKttz7nizpwp0WN3tg6rkzuwOl2TpYk6TAv8mR3FnWk+GEbr+RAaTrvSdMyOpv02/Nhjw9eVCr4sUfFipimvZ5vzdKqCR5MVYpG/P8WYbxvsaNtux+dlcj4tNuHjYgEasuHmKCfODnHl1DBnLo734OIYN36f4sK18Y5cHO3GlRHWfFxpzY/Ncr4slfJH9W9sjP2ZQR6/UhcuZ1rPOKJstSlx1WN+bHtO9zTg3XxrGpfb83CMnLPVXdhfoMH6FA1WJ+uyKs2AlRlGrBLyHjKUrEw3Ed+rM1UsSzdlSVcVo4MNGB5oxLAgCcMCtZkcqcf8RCkrM0xZ2tWYZZkK1nSz5PjQYJ6sEeJAq/l8oIZ3e6pF2Ofp+nyer83k9ZpUHs315+4EM74fShbzHZqOptOwO57WI11pO57D05XRnB7tx4FBQWyrdePc2FjOjYlma3cnDvYPZHOVF/MyzZmeaszEeBnjo6ViGtj4MC3WCKyfOD16+enQ08+I0SHaLM81o49vB/Idf2NqmoohgVpkWvxMd6GeBeiLSEaRqyY5HhLREyjDWUqmqxGpzhJi7SSEW+gRZ6dPop0B8bZd6BGvoG+GgpJYCQVRpmSFmpMZJqc2QY/tIzyZnGNAgdNPZDq0I8vpJ4q9O5Lr8TPVkTLqUmwZkmdHTao5xYkWlKTYkhWjJjVcRXyQiugAM0K8lQT7qAjwVIlun84OSuxtTFDIdDEVcnwF50+lDGtTKe72QtKXDC93GfbWEuQG2kgNDFBIBc8fqTj5C8XfxtIMawtTsQGozYwxMxEOwkZYCs3AVCFsAAYkOxqQ66AtYvqjwzQZ5NWOseFaDAnQpa+vDjW+euIdoEegAb2DJfQNMqKPvyG9/CX0CzRicIgRI6OkjIqWMCNGk00Z+qxKNaDWV4dQVSeCzDTJdJFS463LhkJDDlV3Ice1HTYmmlirTcXHVGWMqYUZtlZmBLia4WhrjLWNWrwF2Ntb4ujsgJOzIy5u9iLdMyzEj7hIf8JDPMUwZC9fZyJ9ran2E9R+CpamS5gWr8maUgtRxboy34Bd3VVsqzBjZaEpS4rUzM6Ts7rKnM1VJuytlHC0xohz9WYc7WPGnlpTdlXL2FWpYH2BAWtzOrOrSJMj1TocqurC4RodDveSsr1CnzUFOuyoUbG+2JCNpYbs7WnM2RHWXB7nypEBthyoc2R3vQfbB3qzrNKWlbWuzK30YG6FM+vrPJlVG0JqpCdxSUmkpqWRnJxIVHQ4SbGRVGbFMrTIm/m1Hqzpbc3DA0m0nMnlw8pIns+L4vXieB7MCuTxgghuTvTlzDAXLo7x4PxoF84Nd+bMMGf+mOzD31PdeTDDg7dLw3m9JIInC8N4sjiMv2d4cGOcnSg+erkqhPfb43i8IpQnqxI4NdJTVP7u6WnDzhozLk/w5ehAR3b3tmZvXyt2Vptwc5wjjfujaDuRRPPxrjSfzKb5bDcaDhdysE7F5m4G7K5UsL3MSFT/Hu+t4HQvKad76vP7WHO+7o7l24E4vm4N5fpgA+6MMeH1ZAvu1Gtxq39H7g3R5MFwDR4N68CLMe15M74Tb2fo8XGxEe9n/MrbjRa0/VMuMneELF/eTqXtdg+a1prxfakBH2d25NOsLnzd6Qr3qml5MICWp2NofjaChr/Lab6dRePNGL5f8qP5gj9NRz14u8qckxXtRSrk3izBA6gDy5J+Y2lyB+bHd2ZebBe2duvE123utBx3ovWImpaDKn4csKBlvy2flxvStMaKl/PNeTRFysOpMh7PMuX+RBn3Jsj5tsaBpnW2YpP4scKGhhUOPJys4s9xDlwa7sQlQasyzp1rE9z5uDGC+/M9ODfMjj/G2/BtlTUfV+jzY605D/posjnmV3rZtWNCnjNFEWYk2P6P5UVSXs1ygDU2vJtjwrleWuzN1WRHth5rUrRYFqfN8ngd1nWVsCnXhA3ZSlakyliWImFFuoyV6UqWpKmYHqegXjBbCzKkv682w4J0GR+qzYxIXZZ1NWZLuQ1XJ8XwaEUhn/f05POh7rzdW86HfdW82VHJq60VvNhYxItVabxc4M/jiWa8XmgF1wvFaM6PuxL5uDmKxv3JtBxO4cWqKG5MCeXSuDBuTIzk2sQorkyI5vrkODZVOjIjWcH4aAOmJssZF23A2EgJI4K0mJMsZU2WjOEhWpS461Ltpc/YMC3mpRtTYPuTCG1PSLWg2PYXSpw16RugR52vBoPC5BR56pLkoE2io4Q0JyO6OhuKITFxdoZEC9O/gz4xNjpkeMqojFFTEqckX3D+jLMhJ9KCzDApPeK1mV1lT5jZTwQYtCPF8lciTdoRYNyOALOf8VH+QqSNDnlBKgqjbciIsiIpwoLoYBXx4TZEhdgQ4meBn7spgV5q0eDNyVaGk50J7i6W2FqZiA3A0lTg8MtwtzfDS4h6dDLG0doQpVwHYyNDjI2MMDWWIzPUQy7RFxuApdoEOysV1mqlmAEsqH+t1Aqs1SaijXS7LC8jMRItR2gAgYZMiJRQ7/E/RoRqU++tSV9vTeoEf/4gQ3oFG4quev1D5dSHyEUIqC7AkGERUsbESBkdqc+MqC6sT9VkRYouvQMMibbSIcRckxx3Gb18ddlXrWZ3hR5x9u2wNtXHTm2GrVqOhYUMtaUZanMlLlbG4jXbSmgItpZY2qqxdbTG3skSF087vHxdiAz1Ji7Ch8gwwQLCCS9vRxICLJmUKGNVmh5rMgxYkS1lTaGCTeWm7BFoh5XGHOltzdYyFUsFmKpMwbZqE7YU67GzUIv9RRpcqJNzrJeM3ZUSdlYYsLZAmzUFeqzK7cyW/A4cquzMgdJfOFDeiV1lGuyuNmSzcOEvkbGqUMKmchNRBbuvryV7elqyrcqCTRXmbOrhwoZezuwd5MqhIe5s6GXHpl5OrO/hwujSIFLjg4lNTiE5LY24xBjiE2NISoghJyGc+kJf5vbyYlmtOf/ujKXtbBZvl/ryelE4LxZG8mReGA9mh3NppC9H+rlxZmgAxwZ4sb+nK9ur7NlZbc3RPlZcG+nCrfEe3J7kxZ3pPtye4SHisX9NcuKvCY68XRtJ85E8nqyI5O95YRwd7MLe3vbs72PP/r5W/DUrjGNDHNnVy4o9teYcqTXl34mOfN7gwY89/jQdjObr7ggxtEU46AmHUoH3v7PUiF2VRhzsacyRWkMu9DbifA9dfh+tovVkBm1X8vhxJIE/J5rw11gZL6YqeThUi7sDO/FoqCaPh3XmxaiOvBzzC+8mduDjYjnN+9x5P78T79fLabuRBI970vakjsarufzY7saXeVq8n96R79M78mNGBz6tkPL9ZBAtt7rR+qiOxnt9aHwgxEjm0nAjjO9Xgmi+EEzzIQ8eztRnf1479mV2ZFdGF1andmBlehfmxvzC7JiOTI/qyLqc9nza5ELbUVvYZ0nbAUuaDqpp2avm01JtXs/R58kMBY+myHkxW8WnFU48mCDj7hgZd8ZIuDfOiHtjJbyYbsLnxbY8m2XJrQlW/DnRgYsj7Tk9zJEbEz14ssibu7PduDDCjj8mWPB9rSUfV+jRst6CV8P02Zn4M4M9fmZCvh1jc805OcaBhlVOvJ+q5M96CXuLdFmbrs2WVD02pspYmWTMigQJ69IkbMqQsDpZnzVpClakKFiSasT8ZEMWpJkwIdyQfu4dGBqsx4BAHep8NBkaoMusBDnbKuy5NCaYxyszebetlHe7K/iwv5JXO4v5sL+aNzsreberitfbyni5LpdXy6J5MknJ+6lafF7vBH/X0HCplHdbYni5IpDPG8Np2ZPInXmhXBkXyB9To/h7Vhx/TY/hrxmxXJscyfGhISzOs2ZyojGTk2RiA5gUY8TYUE1mJxgwL8WIavfO5LoaUOKuxYxEGVPjZWRYtaNvkA49A/TJselIXbCcwcFaDAnUpC7QkGwXLRKdDUlyMRaDYdIdDUh1EmAffeKt9Yi10SLaRod4R30KQlUUxlqQG2NObpQ52ZFKsiKMKQjRYkSmih4B2sxO0GZ3kTGLkw0YHaZFqWsHwlU/4an4DW9jDfwtjfB1NibQ15TQQAsiQh0IDrQjOMAOf28rPF1VuDkqxXAXW0uZSPN0cTLH2kKAfgxwtlWIoi+hAThZy0Whl6lcionsv0dmKGwBRiiMJEgNdJFJdFFI9f7bHkxlOFircLQxx9nWEhd7a9rleeqT52Eo4vzjYgyYl6TD9OhfmR7XmanRukyK1mNwqA49A/XoEyIYt8npFyIXN4D6UDmDI+WMiJYyNsaQMRG6zInuwuYMIRDGkN7+hgQrOhKi0qTQV0H/EEORE76+mx7RLu2xFiLTzE3Ei7e9pQF2llLRtMhGrcDG8r/NwNZGjaXQtezV2DqpcXC1xMvHibAAV8L9XYkOD8DX2wVvL0dSAs1ZlKtkTdcurMrUYmmWIetLBQsDAbs2Y3uVCeuLhUJtzIpCY1bmGbKpVFh/O7OzQIuzNYZc7KUvNoH9lQbsKNdlVZ4GK/J1WVOoxdbCTuwv7cCh8t843UuPw9312VdlyO5qY7aVK/6zRi4zYV2pQpycheK/scSUVd1MWJCvYl6BCZt7CKwhJ7b1dmB9D1tW9Q2gZ2E4cYkRxKUkEZ+cTHhsENGJYSSlxJKVGk1NfhATa/yYX2vJre3hcDWLF4tdeLnQn+fzg3kwK4C/p/pxYbg3R+s9ODbAh909XTlU58vOGg+2VTlwpL8rpwY6c7KfDScHWIqK5gfz/PlHaAATXbg7zYf7c334d64f/y4M4+pkf/b3tWdPLzsO1tlzYogTj5Ylcn6MFztrLdhZZcbxWiVv5nnyfaMLP7Y58W29PZ/XOtCwN4i2Q5HcmWLOiZ4G4na1vVyP/bVGHO1pwIUe+vzRX8K/Uy1pOZPKjwsptF5I59P2QF6scObtAjV/1//M/SEdeTlWl5djNPg0VYevMzT4MVOL90vlfDvozYe1Jnw55E7LnWzanlbw/c88nq+Q82VBF77P6iJO/o2zNGmd1plvc7rwfpkW7zYoab6QSNtDwcZhMs1PhczcEJov+dH6ZzKNxwO4O1mP4+UdOFqkzcbUjixP1WRxqjbz4jWZH6/LtMiOLOvanvfr3Wg5YE7zXlOx8H/foYK9NnxaZsjTKZq8mK7g5Wwz3s5W8Wq6gsdTjHk2Tc3tEVL+HCLln5EK/hkl58FEJQ+nWnJrojVXRlpwsl7N0b7WnBpozYk6Ey4MteHMEGv+mmxN01Y7Pq7Upm29itejdTiQ9Sszo9tzdKQLXzbG8m2hM4+GGXG+SodtmdpszjRiU4YRa9LlzI6RMjlCwuxYPZanGbA8RZ+FcQYsSVIxI/o/eueEaGMGCbRwty4M89dlUqySYSH69PH4hSV5Ftye25X3W0p4v7WAN9vyebWtgNd7i3izt4w3O8p5vb2Ut7tKeL+7jA87inm6OJz7E035MluflkU6fN3hD3/34fORDN5vCOP98kCaNifyemkUZ0cFcHNaIlfGh3N5QhgPF6Vzb34y50YHsr/ej7lZaiYnmzApSc6keClT4iTMjBVUvmaMi5VS6qlHnqeUMh89piXIGRGmR1ern+nhp0GZuyYVnob08dVhuKAOTlDQy9+ANEdNIqw0iLMXCr8QDKNPqqM+SbZ6JNtJSHYwItpal2RnQ/JClORFmdEtUU1ejAmFcYIgTEF2kISeIRpsLTHg5WhLnvcz5p9aBadK5KxNV4ipil2dOhOk6oSXmQ52JprYmGvh7aki0N+WoGAnQoJd8fGyxdvDBhd7U1wczHC0MxUbgKuTGg9nCyxMdLE208HH3RRnGxkqmQEKQynmClOUcpkI/Sj/vxlYmpuKLCAhA8BEqo9aKcVUqoe5QoJSqoe1mcAgUtOuxFeCoAUYFGXMzARdlsZ1YE1SB1Ykd2J5sharMoyYFi9APXrUhcroIxT/IBkDQhXiJjA4QsrwKH0mJ8sYE6HFnOhObEzTYlmKHr38DYm11hWPwNkeElFrsKnUgtmpWgTa/YZaqYurrTlONsY4qnVxtTTAUqmHuZngb63C1lqNna0FNjZq7BwssHeywNbBHE8PwSTOniBPJ4L9PQny88Tf0460ADPGp0lZ102fjYU6LM/SFqffzWVmbO9uxfoyFbNSdFheqGBtiUJsRNvLjdhebMDeEl3O1ehztPgXztRoc6TKgD2Vemwq0WdNkRHLsjuzuaAzOwt/4WQPLU700GF/mQZ7y7TFArevu4KtZVL29lCLLJnN5aZsqzIVG8+abqYszFMxv1DJ+p4OLCmyZkmJDct7eTC82IeUpCDi0+KJjo8iNiGW8NhAQqMDSE6PJyUljOrCKHpmOjG2mzE31/vA+QTerXbj1RJvXi4K5O3ySB7MDeXMEHcO93fn+GB/DtX7sq+vDwfr/NjR3Yljg3y4Mi6Ek4PcOF4vuLC6cneGF39OcOb2JE/+Gu/N31N9uD3dl9+n+rO/zkZsYjuFA3APC25MDeLluq6cGu4mfm9bypQcqJTwbr4rX9fY8HWNKZ+Xyvi2VMmXDTY0brbl20pr7k40Z1+VvrhRHe5hxPGeBlzqo8cf9frcn6wUC3/TXzk0n42j9Xg0rYcj+LLShrdT9Xk4oiMvxmnyemIXPkztQsNMDb5P68TLBQY0nIuCy/Fwt5CGe91ofiDkGXjzbqEmTQs1aZmny+tJHfgwqQNNUzrRMrMzLUs607CoCx/XmNH2dyEt/9by/UYOLb9H03otjMYzfrQc8+afiYbsL/yZPdm/sbmrBnMTujAtWpPZAsMlQouZMRosTu/M/blWtB1W07DThPer5XxZb8rHtSY8m6nPiykSMef2+UwV7+aa82amCc9nKHg6zYyHk9Q8mGTNv+Ot+HuMFX+NUvPXGCuujbDidH8zztRbc3GYG0f7mHO0l4oT/WzFwJ1zQ0z4uN6abxv0YbOKr9NlHM5vx+VhVrRui+L+CCkXStpzuliHwwUGbErXZXOuCQuTJAzw1aLI9lcKLP9HlePPDPLtyFDfzgzz0WGghw69nTrT06kzfT006eOhwegQKdPjTJkYIWF8hDYHB3jyYVsRTYfKaTlaybcDpXzcW8qrnYW82VfMi+2FvNtRyest3Xi9JZePO/J4vzaBu+PlfJitB0slvBqnyefdcfBnLz7tjuPVcl/eLw/j1eI4TvR348CgEK7NSOf2vFT+mZ/C/YUp/DktmqsTY1hf4cj0dFMmJCsZEytnQpyMydG6LE4xYmWWqShkzXDUJd1JlzJffaYmm1Lnr0umQxf6hEopcOhIlRBwFazN/DRjpqWY0s21Cwm2GkRbdyHFSY8kOy0yXYxIstMj1lKTRFtD4myMCLfUIcHFgJxgBVlhcvJjlOREyMiLVFAQqaTAV5NpyZo8HqPkyygjXvTW5n61AZcKDTleYMnqdDUjIozJdTEg2kYfXwtdHJSaOFro4+lkhp+XDZ7ulri5mOPuqhahHxd7M3zcrXF1UP3XEOxMcLYzxt5KyACWo5Rqi1O+qUyJmbGpSPE0luqL9E6VibFo9yzC6+ZK7CwFrYApDpZKrExlmBjqYmZkgNpYSrsqf2NKvSX0DtBhcnhH1sR1ZmNiZ9YmdmRNYmdWJ3ZifrwOQwRVn7ce1X4SegXK6Rsop1+ojKExcsbESZiSKmNinD6LErRYHdeRFamGVHvqEmNjQLilHmkOWtT6a7G8yJLxidr427QXG4CztRJnAfIxN8TPwRh3WynmZjLMVQpsrM2xsjTDxspc5MMKdCgHWzVuzlb4eNjh5WaLr6cDPp5ORPo7keSjpHuUMStLTNlSqMH2Yh32livYVmzCjmpL1pVaMDPVkDlp2qzN12FLkQZ7KwzYWaLHppyOnKzU5mTZb5yo6MC+ki4cqNZnU5EeS7N1WZLZhfXZHdlR0J4j1Roc6a7FgQpNDlfpcajagL0V+hyqEbxuZKJS9sQAe3Z2N2ZfbwsO9HNjZx83FhermF9sybIqN5EBNKfWn9JMX+ISIoiIiyIiJpzo2EhiE6OIS4ghKjaC2Fgv8pK9GFjgy/RSc64tdab1WDT3ZlnzeJ43zxeE8G5FHH9O9ufEQFcO1Xuyv583++q8OTwokMP1vuzp7cKBAZ6cHR3CUSG0pp8z10d58M8UT/6e5MLtSR7cErxlxnlzfbw3p4e5sbnSjK3V1mzrbs3eOjvuLojh/uJYDtfbs7bImE1lJpzsbczrmVZ8XmzG58VSvi2W8HWpmYiNf9tky8sFJlwZIuNAjZRdZcIRXZ9jNdrcFKdfKfcnyWk7FUfLpQS+H/Ch9WgIbSci+bLSkrfTtHk6rhPf5gsFRJdP83T4NrMzDTM783KuPo1XUuCfbjTcyqHh3xza7qXTsN2c74t1+DZPl2+ztXk3tQsfpnTg+4xONM3XonGhJt9md+bVbC2az/vSejOM5ishtAkN4GYkzec9aDngxB8j9Nmd8z8O5HdhZ54+C1O0mRKpwbw4CUsSJcxJ0GRuQgduT7Wmdbc171cpeTDNiKezpDyZJeHxFBmvpip5Oc2E13OteTfPmtezVDybbsaT6ebcnWDKPxMsuTJUyY0RVlwebMnpfuac7qfmRB8Vp/pZc3qgPScE4WJvCw72sOSQoMHoacTzRRZ8W2fEt2V6fBb8euq0YXsYPxZY81cfPfZndWZfjh57cgxZm2EkmqEVWf9CvMn/SLPsQIFdZ4rtO1Hl1IWeLlr0cdWi1qkjfT26MMBHl/FRxkxNMGZqjJSJoTpMjdTg9BAvvu8q5Mc+wWY8g2/7C2g83p3vR2p4s6uIj/tKebu9Gy82FfJ6cwHvN2XxdkUEz6Zb8GWOBBZLeTVai2u1nflyOJvW6xW83xDI65X+PF0SzflRwSLPf30vf46OjuDJiiyer0jn37lx3JwUyYmhIczLNGVCkjETU9SMijZmnOA9FG/Aqkw5y9IVVLjrEG+rSaqTDtX+hoxNUFLqrkWSnUD3lJJn+wt1/gI0JGgY5NQHaRNv8ZPIUkxz1CHHVZdu3kbkeshJsjMg2kKHGCs9wtV6hFnpEe2sT5qfjKxwJWlBMjJD5eSFKcj312ZYZAduDFLxcZwxz/vrca+3EZeK9TieK+VwgRVrksxYmm7PhDhHCpyNiLHRI9BSgr20C06meng5muIuwDpu5rg6Cri/Cm9XtWj14OFkjqOVMY5WMvFr1hZCoIsA6xggNTREIZNjpjAWg15MhGlfZiRuASqFTKSD2qhNcLRW4WpngZ3aRGwEThbm2KvMsFDIaNfNRU80gRPCEqbFabM0XoO1yRqsTurMmoSOrEvuKDIfhgfpUuWtL2oDqrwldPfWE4/B9WEGDI/WY1h4ZybG6jM3ugsbUrRZmSalzEVDNFUKUmmS52FEj0B9JiZLGRGni59NB1TGmtirjXCxNsHW1AhPGxlOasFDW8i3NMHWRoWpQFuytsDVwQIXOxV2lma42KvwdLHEx8MWf2+hEdgQHWBPsr+aFF8F45MN2V2izeEKTY5VSdhfLmVLiZRFWXrMSNViYYY26/K02FaowcFyKRuyOrM6/Rf25P3G+erOHCv5mTM99DlcI6yXnViUrsmSrl3YkN2FXd002FOiwYFyXfaVChm3Ohyq1Odgpa54RN5boce+KgHvNuVALzW7elizqdqOTbV2LC5RMbvAlE19Xdld7830ygAyEgOJjY0hLj6OqJhIIqPDiY2LJjY2kaiIMNISvSlOdWdorgeTc424Ns+Opn3xHO8j4/IQJ64M9eREHzuO9nHgaL0nB/v7cFCY/vsLTcCLQ/XeHB3ky/7+Xuzr582heh+O1DlxbaQbT2b78GC6M/9MduKvie5cHuHK5dHeHKl3ZK3g4FmuFremk8M8uDM/kluzw9jVQ83WKjVbKk24OcySb/Ps+DpPydf5xryfLeHzSntaz2XwY08Iz5e5caBWyoEeZuyrknKun5KjVRpc7KfDzSE6vJqromWHB9+2OfB9hxPfdrjQsN+fps32PJvYnk8LZHxdKOf9XB2+L5XweUYnfszswvslxjTd7ErLPwW03O5K660EWq8H0LzdlK9zNfi+RM7Hpca8ndqZz9N+4/sCDb6ulPJ6mYQf2xx5PdeQrwes4aYfrdcDaboeQeM1AVoTEtesOFrRnl2ZP7M7syMbMzRYlK7N1GjhBqDPglgdZsV0ZEb0b5wfaMmb+Tb8O07G3bHG3B4pES2snwmUzwkKXsxQ83KuNU9mWvJoqgX/jjfnzjgVv49QcHGQjPMDTThTb8bJvmpO9rHk/CB7Tgl2I31UHO2r5ngfc070VXOgVs2eGkvx39XzBQ58X2vCt2U6vBptyK2BMj4vdeHVaCOu9zbkYDcjdmZKWRivRX+vLnQ1/Zlwg3bEKDuRru5MrmVHql106OspYYC3ANvKGButx9hIPcaFGzItxphJIVpMCOzI0nRD/pgcRNOubL5sTeL7rnTeb03j8+4Cvhwo4/OBCt7uLOTVhhzebS7k1dZCXm3K5dnSMJ5ON+PrbAltc5U86K/N/pR2XOyuT+vFIhpOdeXtal+eLwvi4sQgdvQPZnNdBOvr/Lk6O55Xq9N4uSSGf2ZEcGpoACsLrUTB19g4GaPjlIyOVTE2Wsa0WMH6wYTFSVK6OWmQIEA3Tlqis8HQKAVJFr8Sa61HvpMulW6dmRAnYVmWMXPTFJS5/kaSbQcizTuQ76pHjeB4ECgny8VQxP6jLPWIttIjztaQcBs9IlwkJPrJifeTkSwkFQaZkuMnoW9oF87VmfJ2hJyn/Yz5u1rBpTK5+PewPUvKlmwVq7pasjjFjgXJ9kyItyXPxZAIC318lTq4GGvgaKojUt89nZW4CUOwowJX+/88flzslOLR18XOWHyszCVIDXUw0tfHyFCCsVyKQi40An2UconYAKT6OpjKJDhYqnC2VmGjMsbF2hxnKxXOVuZ4OtjibGWBg7kZ7fIcdSh00RYZO+Mj9Zgbrcn/8XTWwVWd7dfG4n6SYzmWE3d3d3d394QQCAR3L05xd3d3dyhQqFBv3zqUChSX65t9+pvvjz27hQ6lU2bfz7Puta61LtucjTlmrM0UGCiWLM9VMCpKRGu4hMYwuW6iCtZQwQU0JErMiHixjvIpSECL08xZn2XK0jRL2kMsSXYXEeMiotjfhvZwMVOzFPQmWhHkaoqHoxwvraD/K3HX2uLrICXUTYqng0gXdHB1ccDV2Q53ZyH5psbb20l3ExBqz8J8BO6FC5FBbkQHOJEe7kperDtZIUpm5Eu43KPiXLMpZ5otOFRryaYiE5Zl67OhUsSGUnN2VorYV2nOiXoLDtUYs6N0AIfr9LnQasTVFn2+Gafh+lAp22ssWFZoxtIcYzYWmbC9wox99dYcbRE+9nIONYs50WLN6Q5r9tWbsq/BkoNNUnbUytnZZMfmZleWN/qwpcuftc0urGpwZutALzYNCqanKIDsjESSMzJJSkklPTON5LQ4klLiSEiKJyMtgZLsSBoKAxkucIQKbbgxz40X+7M4N1jDqS5XTnb7caDdk8PdfhweGsix3jCO9ARzdGgoR3tCONIbzOn/k4ROjYjieG8QZ0f78MkH/vy00JdfPvTmh7nCEAjkY4E5MyFQp/lvqdewvkrJnnZn7syM4sGH0TxYFMvRoa7saLVjT6stX0x348lSN/5a7sTfKxx5vFDJH4s0/LXBjz/XBXJrvIZd9Vbsa5JzotuW+9NcudRpzc2BYm50m/HrEi0vdzrzdJuSv7ZqeX48gtenYnmx3Y1f5xnxcLElf8425dH0/jyeo8fTJZa8XqvgxR4v3lxP5fXtDN7dzeX9nXTe3Yjg+XYpz5aa8G6nM39ud+a3RSY8X2PF0yUmPF9txT/CwvhaHL9tceDNpRjefRzPi48jefN5Nu++64ZvGvhjdwCnGww4UmrIjnw9NheasiLPgrmppjr2lYA7mZ9mwoJUcw63aPhymhOfT7Dlq8lq3SNo+p+PU/HlRDu+n+7Edx8482C6hnuT1dyb4MD1EUquCcyogbZc7nHico8DV4Y6cHmoI5eGOXN5pDMnBmk40aXl4jB7zg110KG3Tw504USHmntTVLzY5MKThVb8Pk3O7ipj9rZqONuqYFORBQvTRUyMsqTOtS/Fdn2pczWhysmAPAdD8h30qfE0YWCgNUODrOkNtGRirJRJsTZMjBMxUViOhuszLd6YE91e/Lo6m6d7hT6JIp7sy+X3zek82p7H30ID2b5q/tlXxx87hJKicn7dWsWvm8p4vDGN3xc78nKZjJdzJTwYaM6h7P5sTe3PrWFOcKuJ56dy+WVVNJ/OieXYyCi2D4li7/Ao7i0SMiu5Omvz/5Ylc3NyFDtavJmWJmFqmpRZOQrGJUl1H/cJScKwsmF9sYrZyWJK3EzJ9paQ7mFGTYiErmgVGfYGpDha6ByOo6OtWC30FpSpGR5vQ4FLf/LdDKgPFuuyTu2hYhpDZLocQJK9BYn2lmS4WpPjaUW8ixUxnlIyQhTkxKjIilRSEiEQko0516ni0QQVPw615pN2FTdbHDldq2FPuZoN+SrWFjqwNNeJOWla5mU6Mz/fi+HJzuS4WpPqbE201pIAjQgvrZRALztC/YRvmwJ/Nxt8XSUE+9rpEA+hfloCvbV4OCrRyIWTvrDktdE5fjRKme6tlEt1S2CFWIRWboO/mz1BHg74OqnxcdIQ4O6El7MDbk72OvONn7MDfWpCVFT4CX5YKwaGWOgWJzMTLZmbZM4HiWZMibdkbIw1bQEm1AVaURtkQ3OYDW2hVnSGWjM8TsXoFDXj0+WMjTVhZqyhLiizJMWStkBTkpzNiHMRUR4ipyXchgUlLoxKkuJrb4SHk1I3ALxdFXi7qHC3kxDipSLIwxYfZxlBbkqifVVEeIkJdJfq9LJQX3sifOyI9tESHehMRLATCcEOZEa4kB7uQl6YhlnFSk51yDlbb8Lh8n4cKtdjW25/1qb3Y0eJMdsLB7C3xIAjVUacrjfkUNUADlYZcbh8AKcq+vJZtynfjxbz6XA5p1qtWV9kyMp8EzaUWLKh2JRt5absqjDR7Q4ONNpwtNGKYy1W7Ki1ZFudWIc9XlpozboqJaubPWmJt2VZix97h4WyqMKe5VWOfNgaQlmyF2npycSnJhGbEK+TfxKSI0hKjSMpNZa01BjyUiIoywygJc+DEdk2XJ7iyE9LQzjbreX4QHcOdPiyu92XPV2+7B3ky+GeYI70hHCsRzjtR3CoJ4DToyM4OzKK82P+Y6pfmeTP53N8+W2JN4+XevPLfC++m+PPJ9P9uTMtnKODfdhc68jqciV72py5OzOKT+dE8OncKI4Nc2d3ux3HumR8N9uRhwtV/LvNj1d7I3i02J5f5yr43yxbvp2h5VyXmD11YnbW2HBplIo7k5Scb7fgUpsNVweZ8ccKB55ttuPfLUpebnPg5U4f3l4VqJrR/DTfkJ9mGfBwqiGPpxrwzwIzniwR8WKTmhf7vXTsnVe3k3j/TQ18VQnXwnm6Q8KfKy11v9bjtWL+3ibl+V57/lpny9N1cp6ut+LlSR/e3Svi/Rf1vHxQwLP7iby9n8n7z6t491UJj/f6cby6LwcLB7Aj31AHf1tXKGJ+qplOBpqfZsmKPCnzEs1Zm2vFnbHOfD5Ry5eTNHw8RspHYyTcG2/P3bFaPp2g5RPhr8eouT3WjlujtFwdqubKUBXXeu25LGRPeu24MlzDpeF2XBjqyNkeO44PtOP8MHcu9tpzfLBGFzw83WHPsXY1p3useLbJk7/nWvHDdCULi0UUOfej26MvPd79aXbuT422D9Wu/Wj3NmRiuBWz40WMjxZT425Anbcpde7CLcCMTj9TugPMGRkpZnCgEeNjLVhf68onC/L4d18DT/aV8mhHNq+OVvBkT74ua/Lrxkwebs/n4e5ift9ezA+r8/hpfTE/rc3mlxURPFzizKvVWp59KOfjQUbsz9dnV541q1IGcGuSF9xq4eHOFD6ZE8WFUREcGBTOnu4gbn4Qz+ONefy4KJ4flyTz8cwEDg/yZ2GBVgeWm5yuYHqGjPEpckYmyRmXKDh/lLoF8NhoK3JczBEyTRlellSEKqgTylTsDEl1NKfSy5RZqTZsrVYzL09GiWtfKjz0aQ00ZUySmp4YBfVCP7CHjQ4El+AoSD+CPVROtqcNcY7mxLiKSAu2pTDejpI4NY3hxuyrlfL7eC2PRiv4rEPCxTpbjlcKZTkqNuQqWZ1nz7I8F+aka5md6cSkRA0zs90Ym+pKZYCcFAczYu0siNBK8JBb4WknJchdSainAj9XG/x13zwlwd5SQryVBHlp8XG1RyWx1gW+pDZWKGT/J/v8nwNIsINq5AIIToaHVomvs4ZgQTZ3s8fP1R5XrRpHjQpntS0+9gr6lARqKAlSURmioipIRn2QiK4oCYPCLBkUbKbzzHZHiOkIs6E+0FIXo24MsmRQtJj2YAu6wsQMjRMCYuZ0B+sxIdKA1TkSnVY6JMyKDGcTXZiiIlhKY4iID3JVzMqREe1siJujFG839X/6lpsSXxcFPm4KfF0VhLkriRemrr8N2UFisoJsSfCW6HqCUwKUJPkriQ/UEBOsJT5IQbbQlhOgJStYTU+ikABWs6PUkIPl/ThW3peDRf3YX2LK3iJjTtSYcrlFqJ2z5EilAfvKDdiWr8exMlPO1Rrx6VAZn45QcLfHlnP1JhyqMmRdgT7Lc03YUGrJtnIzDjZas7dexN5qcw5WG7On0owtlTYsK7Rkeak1K6sVrKiQsLDamYoYFR9UubO5w4cllY4sqXZlak0gRWmBpKQnk5oWT0pKAskpySQkRBEbH01yWgIJCeFkJkZSmBZBebofg3MVXJnqxHcLAznWoWF/iwuHugI4ODiUfd0BHOwJ5GhvKCdGRHJiZJRuABweGsSx3mBO9YZyZngYVyZFc3GsL/ene/HzQi/+N8uOX+c78/MCT+5Pd+f2tDAOdvqwttKJNdX2nBophJGiuTMtjGtCLkDAO7SruThCye8LnXi8SM4fKzW83BHM74tddDr3T3Md+HKKPRe65Lr07+E2FR9PEqQPMSfbTTjVKeL2aBseLVXyYrMj73Z78XKDA683OPH6VBxvTgTz3YwBPJxjxeNZIv5d78rfK9X8tcCUh3P1eLrHjde303hxO5pXXxbx791Mnp/21iVx/9qh5fk+d55skfLmgII3l0N4fTGWl8f9ebFDzOtzofBDN29/GMzzbxp59aCU97dTeHvVh7cX3fnqQzGHyvuwO7c/+0rM2F5kyapswftvwqI0M5ZmWrIuX87iFAuWpJhwusuB+xNd+Wyihttjbbk+VsHHU125NlLJrZEKbg1XcmuYHTeH2nF5oJRLXTKuDLHhUo85D2Y689EEO25MEEKIWs4OseP0IC1nBjtybJAdp4bac7RbzZkeR463ClA9KXvazPh2vpq/lim4N82JEaki8twNGBZkzgh/M0b5GTM3XsS8NDGzEq34MMmSzYIDKENBV6AldT4imgOltASJaQsV0xYmpitaSlekiCnZGg4Mi+PytCzuLink6y2l/LqzlMc7yvh1TTYPN+bx07ocftlSyE/b8vl1ZxE/rC/g+yXJupvk48VKXqxQ8ec8gTNkys6iAazLMWNlphWL0/X4fl08XKnn2zVJXJ4UztGeUI4Nj+L82Ejdn7uflyXxaHUmn89O4sqEBDY3eDIxRcr4DDvGpNgyMU0wndgyJkXJpGQJq4rtWFvqyNBwK9KdzUjxkOj4PaVBUkoCJMRqDIlXG+g+9OurtKwqkTEiyoiOYGPGpwhoejkjYqU0hUjJ9RQT5yAiWisiwcmGVFcJGZ62pLsrdXJNgtAXHKakJE5Fbbg5ayps+W6slv+NtOWzQbZcqBFzrELO1mwr1meJWZouY36qwENzYVGBJ7MynZma6sT4JHvGpbnREmVPupMF6e5yEt2UhDlK8dWI8HOUEuip0mUBgoSKRw8pEd4yIn1VBLmrcVBKUEptkEulyOUybOVS3TBQCwlgpfz/P04C/VMmdBZrdPJPgLBDddHgoVXgbqfA11GFv5OKPjleUgr9lVSE2lEerKQy2Jb6UJlO628Nk9AcLKIr2paB0ba0hFjqZJy2UBGDYyS6HUB3lJyBumYdc7ojzOkNMWBxpph1BXLGxkkpFbo23S2pDJQyMFbFtGw5c7OtKA2yws9VjLOzLe7OCgJd5YS5y/BzFuvY1sFeDoS6KYjxlpISICM7WEl+qJKCCAWF4Sryw2wpjrUnJ8KB/EgNheF2FIQ7UxTtRF2Ukol5WuYWWLO9VsTROiOOVPRnZ2F/NmULHa8mXBso40KziG05/TnRaMsWXeG3OVur5SwvlbC6VsOlUV6cbhFxsk3CxgoLFmTqsalayuZKG3ZUi9hVa8nRRhGnGy3ZX2HCxmJLVhRYsabsvyrEjdW2zMyzpSffleWd4SyrdWRZvT0Lap2Y0RBGcXoQiWkJpCVHk5oUR1x8DKkp8SQkRpGYFE1cXBhZqfFkJcaQkxREZ66amzNduDfdjb1Nava3eXCgK4iDPWEcHBbKoaHBOu3/xMhIjg+P4MSIcE6MiuJobxinR0ZwqjeEc6NDuTDal9sTPflxvhe/LnDi1wX2Oh/6g9lefDQtlH0dnqyucmRVtZrjo3y4PSuCLxYm8sncRPZ2OrCrXcXH09x5vNyLv1fY8/sSJb8tEpDHzvz0gQPfztDw7QxXjjYL3c8yTnTI+XauOx+PF3Oyw4QzXZZ8NkXKiw3OPN/sxLNtbjrZ5/UuD97u8uTftWp+mGzAL5PNeDhPzNsL6fy+xZ2HS034c7kZTw568OKjBF7fDObl9SBeXo/g5eUIXl2L49lhN57vd+Df/Vr+2mzCq3PCTiKIF0dseXNIyutL4bz7voM3P3Ty7uce3nzdyNuPU3l3wZt3hz253GPAvuIB7C4yYlu+IbvKrNlcZMX6fHOOtjmxq1rBmmxz9lSp2VQiZW2JFZeHO3N/ggOfTbLn9lgtV4er+GiEmpvdYm4NkXJlkJT7Y5y4N1zDxXYrbowQ8cMie35Z7s7tibbcGqPi69l+nB+i4ni7Lcc7hQCiiCPdSo4O1nJikD3HOxQcHazg2HBb7kxX8utyN91yvt2/P7Oz5CxKNGVpkoB3ULGtQMm6fAUL0yUsyLRlZoqM3mgZA6PUDE3zZFiGF93JTowvDmRWUzxTayOZ0xLP7KYYPqgJY3ZNKCs6Y9k+Oo3zcwu4u6SEOwvy+WJFGd+sLeObDWV8u6GQr9fm8OO6TH6Y4cTvU8x5tUjGoxlybnZa6zqUhfzBsgwL5iWasizPnL8PlPHuTAN350ZxfIQ/l2akc3FGBgeGBXB3TiLfL0nju0WpnB8ZyNFhwayqcWd8moKRyUrGpKkZnaJgaKyUUQlyZqRKWVGgYmGehtZASzIcBUePQPG0odjXmmxPa8IVRuS6WDI9Q822WjtWFNoyWWCWpdgyNknOwFBLhEKsHA8RsfYWJDhbk+YuIU3YAbj8517M8lKS6CIn2llEXogtlaFCFkLEl6Pc+WW8Iw8Gi7nRKuVQmZhteTZsypexUcdGsmNuupY5WS58kOnCzGxPpud4MT7NlcHRGlrCtTroXJqLhBRXGbHOYoK0lnjYWeLlYoufMATcZER5y0kK0hDlo8bTToxaaolGaYtSWP7a2el2AALgzU4h1QW7hHSv8Dhr1brH1d4Od60aTwc1fs4aAl3U+DvI8dPK8bWX0yfPW0JZkIqyYBUVwbbUhtpSEySmNkBEc4SMjhglbVG2dEQrdBiIgZFS2sIElINYF/TqDBProtXtEVYMibVhYKC+jguyuUjCuChzKr3NyHMzo9xXSkeshglpNiwtFNEWbkGIownOTja4u6nxd5QQ46Ug1EOOl5sCPx8n/DwdCPESNDEVkd62pAYqKI5SURatoCpWSk2cnOpYe2riHamJc6Y8xomKBFdKouwpCJZQF2XFnCI1B9s07KvU41i9Poer9DlU1p9jFXqcqDZli9BhkC9o+zZ8WGLLiBw1pRESquOVzGvyZutAd1bWOzAmS8KsQhs2VMvYUiVhZ401+xpEnGoTcapZcIsYs7ZQOGkoWV0uZ3WpNWvKJCwolLKowY0tg0JYVKZicZWaJfXOzKn1oS03iPj4YF2oLSkhkoTkWNIzEkjPiCQ+PpCoqEAy0uNJjI0kIzGY7kI77s135dYkJ/Z3uOqkn92dwRwcFsWBoSEcHR6mGwCHh4VyoDuQw8NCONgTzMGeII4ODeBYjy9HhnhyZLALZ4c58el0L779wI0f5rry1RxXHYv+5DAftja4sLragZU1atY1Kjg3MZB78xK5OT2W3R1ObG9Sc7bXie/m+vLDbHt+nKfl+9nOfD3FkV8+cOa76Qq+mubMkRaxzol1ZZicb+e5cHOMlDNdVpwfZM53c5S82ebOq23OvDngxdsTwTw7GsLLo5E8XO3AVxMM+G6cIb+scuDdlTT+3OPBk612vNrrxNs7Wbz7oZXnd9L596Mo3nyWAd/Uw8+DdWEuTjrx+oAdf+2U8+pyEK/OevDPVkP+3WHI83OuvP0ik7fflfLuu1refVPJ+y9zebrbngcTjDlTp8eeQkO25uqxMXsAW4ss2FxkwY4KK26M9dehLTYVi9gm3PJyLJiXZsm6EolukXt9qJLbQ5V8Nc6ez3oV3O0W83GPmPvDVdwdruTmUDG3hkr4dpqGlxsC+XKqnLODjDg52IJzY5UcH6nk+BgtF6e7c32uN/dXRvC/Xfk8PFTBH4eL+OtUIS8uFPPqQhE/bohiZYMTK4ol3B/pyolqCYuSzViQLmdhtpqZGSqmZjoyLtmOQRE2dMdrGJHrxejiAMYU+TO1OpQ1Q3NYOTiTBa0JLO5MYdWQLNYPz2d9by67xxexc0wuW4ZlsWNEBvsnZLN/fDoHxidydUEmD1bk8MXcaL6Z6sm3w4z5Y4IZ34y04GjlADZmG7Ayw4TlWSJmxZowK8aETaUSnuwo4fctlZwfH8XlSbHcW5DLyXEx7O8J5OM5GXw7P4OrI/x1hoYDXb7MzVMzLlmmC6KOTVUxLkOrGwYCiXhWqoSVhQINVEOVryXpLiIyPOXkCPA2XysyPEXEqPV1VNQd9a7srhE6i0VMSBDrfPmNvkaUepmR6mBEkqMFyU7/af6ZHkKBlRD++g8Gl+puTZKrsAiWUeBrybxsMZ/0uvHtEA0ft0q41izWdSoIJNVNuRLW5itYla9lfoaGOVlOzMxyY3KGK1NzvJmQ6cWYNA+6Yx2pC1aR7y4h1d6CTFcxKa4Sol0keGhEaJVWeDrLCXaXE+ohJcbPDi+tNY62VtgrxP9hHuzUONhr0GqU/zV+aZQ6acfV0V5nAxXergLwTSU0gynw1NribScj0ElJkKMcf60Ef3sZffK9JbrWm7IgBWUBUoq9LKgOlOhuAW3RKt1Huz5USkukQgdQEj72g2LkDE2yZWickp44FV3RMpqCTekIt6A7zIQ5aVZsL7ZhRrIVlT6GFHqaUemvoDVay4h4S1aVShkaYUierznBHja4CpYoewmhrnISArQEeynwclPqBkCQlwNRAQ7EBzuSHKQhO1hOYZiExkRbOtOVNMbLqU/UUJ/sTEmkhoo4B0qiHahMdKUwTE5zlJy5xfasL7fiYJ0h5xsNuFAzgNPV+uwuM2JrnYq1VWrW1jozOEVFYYSKrBhXcpN8qEt3oyPTkYYUB11pzcQ8lU4T31El0jmCjrVION5kzrEmUzaX6LOy2IxFRRKWlMhZJrwLxayts2N1tS2rq9UsKVWxpNKOFdV2LKt1ZXJVEAVCh2hCCEnJUcQlRerazPKyQshICSI2LoSMjHjiE8PJjPdhVLGaLxa7cXmMll1tHuwdFMy+wZHsGRzO3sFBOhno0NAQDvUI7WSRHBwawr4hQRzoCWD/IHcOdDmzr8uFI0M9OTTIiXO9bjrXyZXRLpweas+uVi07W91YX+PAqkp71jU4s6nNlYPDAzg41JfdHc5sb7Rnf7uwqHTl0lAXPhopSDtO3BrjyP3xznw9VcsPM1V8MdWBc91qjrfLuDtOOOE6cn20jKOtppzqMOb3pY683ubK6x3OvDvkzcujfjw9Hs7bT+t4ciSan2Zb8csMK56fSYTfm/j3hA/PD3ry8oQ/fF3P64cTeft4Ijzsgh+r//uQ/zSQV5ejebvfllfbpDzbo+XdzTCeHVTxdrMlb/eLeX8zgLff5sCXWby6EsXLM2E82uLE3XH6XGzuw5lqI45UCjc6Mzbn67NG+JhlGrKh2IzNlSJWF1iwLMeC1QUilueLmZ8pYWaiGfNTDdhdbcOtYfb8PN2JHyfI+HGshO/H2PD1GBkf9VhxsqU/l4ZY8tlUDZ/MsOOThZ58szqEv45k8+J6PS/vtPP6027ePhjKu69H8+6LHvhmBPwwBr7shq/b4H4NXK/kynQPPsg319FCb/eoONKk0qXgO8NFtIaIGJpsz+BER7pi7RicYEdvprPuz9uYUl/mNEezemgmywYms7IrlVWDUljXk86W3iy2Ds9i+6gsjk4t5MjUInZPLGHbmAJ2j8lk/4hwjg134/J4e26OteX+SDE/TVTwZIaMJzPkfDdKxpkaI/YXGbEjT5+l8f2ZHNiP0T59ODPEmz/WFnJxYiznJybw9dJCrk2O1R1QTo6N59zYeC6NDONkpxsnuzzY1eLGzAwx4xKsmZRmy/jU/6SfMSlq3Ql+fqaMxblqeqMl5Llb6D6gyZ62pHpJyPWxIM3djAynfswtsGNfsxNLMk2ZkGChUy1qfc0o9jAjz9OGJEczUpzMSHU00RXD5HhJSHS2JMNDTLqHNZk+UpJcROS6mjEpWczHIz34ukfJN0O03GlRc7ZGzv5SCTuK5Wwv1bCpxJFlOVrmZzkwM92ZSWmujE9zZ2yaB8NT3Bmc4Ep9iJoSbznZTpZkOpiT5SLcPGSEO0lwlJmikpri5awg1FNFmJcaN3spapmFLsTloJLrKJ4uOrqnGkftf9x/B+HU72iPk6MDjnYaHQ7ay8kOV7UUd5WYAEcFQY62hDgpCHKQ4Wcnxl8ro0+xv4yyQAWVoar/OoD9hQkqpixQTk2YiqZoLU1RGlqEa0uYjLZIW5pCbeiKk9Edo6ArQq4jhbaEWtAZLpD4zJiVbM7OIkvmZVhR7aunGwDFnmJaIu0ZEm3F4kIbpiaaUe9nQKq3Jb7OYrydVfg6yojylJLgJyPcU06wp4YwHztifBUkBSjJCLEjO0RNcbiScsGRFG9DV6aUhiQJ1YlqKmK0VERpqY6zpznLk5pkZ4rDNdRGyRmTLmZTjZTj9QIb3UgXkV9eIWFElpxBaRqa41XkhTmQHelKWqQbGXG+FCd4U5roS11BPMWJnvQkSHW7hUNNEo63yjjdJuFUs4ijTYKzyJjlZZYsKBJwuBKWl8hZkG/D/AIbVpTZsLxcweIKLQvLlLog2soKDbPLnOjM9SQlIZiUtHjiEsJ0JfdlWQHkpgbqpKCU1FgSEkLIi3VibpWGLz905/AgObs6/Dg4JJJ93RHs6AhkT3cA+wcHcGhIMPsHBXOoJ4xDvQJON5QDQwPZPdCZ02P8uTojhgNDvdjf46OreTwqZASGBnCkJ5CdAz1Z1+DApkYXdnf6s7XNh81tXuweHMiOgZ7saHPg6GAXTg125mS3O8da7TnWrOT0QC2H24SWLwm3R8v5dYEbX0515mSzNSearLk9RsGvi7y5OlTE8WZDbo605tEyR54Jmv9OT17t9eL1AW/eHg/n+YUMXhwL5/d5Fnw7yYh/j4fAgyz+2mfHk60KXhz3gy+refP7WN4+W8T7P6fw6vN8Xt8I5NmVEJ7td+DNDjnPNlvz93IDXmw2580OG16sFPFiu4LnJ0N5cb2A37e48tM8c36cZsyXE634bXMcXwop3FoTDlWasrNEnw25A1iVZciKHMH3b8rCLDPmZVgyI0mwTEtZmCNhcb6EDzPFfJghLIqNWJNvyulOC76ZKOHfeRp+mmTB3eH63J0g4ful/vy6I4lnZ8p0y1A+H8LLW3W8vV3LuzuNvLrVwpt77bz9bCh8N5V3D4by/JNO3n41hDdfDOTVx428/aiWdzdq+Hx5FBeneHJ9ui+nR7izryeIubUBjC32Z1i2G8NzPBiZ483E4iAmlgQxpTKMuc0xLO1KYv2IXNb35rBeON2PzmfHyFx2js7h0MRCDkzM48iUQk5ML+bQlDz2Ts3l8NQ8ToyJ4LNpnjyeq+H1EhUvl9jyzzwpv0yx5M8PbHg2x5ZH4234c7yIJxNF/DbShtstNpyqVbC73Jpz3Q6cG+zIgXYtp3s9uTMljHPDvNnX6c3OziA2CrWPTe5srrPnQKcXu9s9WZiv4IMMOXNylDrO2KRMOyZnOTAmzoaZqWLm5djRFizsGS1Ic5OSIgwAHxnpnpYkOplQ7NaftTVOrC6RMTxMj9ZgC4o8zXUf/kx3ax3uIddTRJ6niCJfIf1rSboO+yAlx0dKpqdY5wBK1PRnbLQFd3rd+N94Fz4fouJynZjTFVL2F9qws0jJxnwNW8ocWVvgwOIcB+bneTAz24Pxqa6MTnVnXJY/3Ynu1AYpKRFkd29bspwsyHYyJ8NZRLyrDA+FBVqpKQ4KS7wcZYR6aXG3l2GnA7gpdEx/B5UtbvZqHUFBaAUToG4OGqEnQIuDVqsbAMINQLgpeNjJ8LGTEqCVEGQvJcRJTqC9GD87Cb4aKX52MvoI/vyqYDlVIQoqQ5SUBtpS5G9LSYCC0kAF9VH2NEXZ0RalpiPGjoZwBRUBFjSEW9MUYk1TgDUdkXLaI23oihLTEWrK5FhjtuSaMD/djFr//mS76JPvakFTqIZBUdYsFkoasq3p9OlLhb8FkS5Wup5KV60YfwcLckJVpPjZEuIqI8xLSYyvjEQfKakBSrIjHcgNVVMSoqI9WcW4YgUDU62ojZFQGaOlMtKO2ngN1QlK6lJcKI1zJDtMTn6IJT1ptkzPkbGwSM6MQluaE8Rkh6uJD1ITF6gmPcab5EhPMuP8SY/2JjvGi9IkP8pTAiiKcWZYkpx1lVIONFlyoMaUK50SzjWJOFRjxfZqESuLzFhRasnyEivWlFrxYbYZC3IsWVouY1SiGeMybVhQrWFBhYoFJSoWFCsZm2dHVowXCTFhJMQEkxbvS0thENnx3sTERuh6D+KifKiJU7FzoAufzfZgZ7OMPV1B7OgIYldXKHu6g9k90Jf93f7sHxTIwSGh7B8cws5Of3YODGF3VzC72j04MyaEK9Pi2DnIiz09/uzu9tftB3QL49GxHBwRxMYWB9Y3OLGz3ZsdbT7saPdlo8CGb3XSdfpeHefOx1N92N9qy4EWNUdbNBxr+4+zdLhdxMXB5nw+XsmdUWqONllwvNGCj4bb8mCyHde7zbndbcbHQ434ZZ6Sv1e783pHEG92+vB6jydvDvjx4oAPT9ar+GFiP36ba8Xbc5FwMZgn26U82WjNm1Pe8GkG7z8v4N3/Onj720heflHKi0vOPD8s49VWCU9XWvLPemv+WG7Mk1UmPN0o4fEGLV9N0ufzcUZ8P03BrYF6XGvrx+0eE272WPDdh358MUmw8Bmyv9yQjdn9WJOtz8osc+YnmzEn1ZIPUkVMSxYxLsaSkeEmzEkXsyTLmhUZVqzMsmFesjlTY4yYkziAZSl9ON1mwWdznPhjfxIvr1TAvXb4uI13t1t5cr6GV1caeXm1ije3Knl+tYKXQinOtQZeXGvk9Y02uN3O2zstvL7XyrvPOnh1q1n367y5Ug5XauFiGU8P5vDdmjRuzEphZ28Mq7uiWNIWzuzGIOY0hjGvOYZ5rYmsGprHht5c9owrZu+EEg5PreDgpELOzKrg9AclHJuaz8kZRRybUczRmaUcmVnK8RklXJpdyvWp8Xw9w4tHH6h4PM2G74Ya832vOT+PMuPxJAG3IeHpByL+GmvGX6ONeDrOhCfjrPh7vJzfR0l5PEHBD8Ot+KrHgi96xNwbZM3tgdbcGqzmaIOKjSUqVpQ4s7LWj8Xlzmxp9mX/oCCWl9ozP0/JggINU9NsmZJhx7hkFaPjJYyNs2ZktJj6IGsyXa1IdxQkHBvinSxJcLIk2UlEva8pK4tsmZ1szKCA/jT4GFLlY0GplzVlvmLKfa2pCZJS6ifgH6xJd7Ug20usw0KkuAuPjHh7A1r9BnCmzYHvR2j4UkBztKo4WqngcIWKLXlithRoWJ/vyNIsFUtytczPduKDbHfGpjgzKsWNESkeDIx1oiXSkepAFUXeMvK8Zbp3toslmZ4ygrViXFU2uNhJcLeX4u+qxMdZgaOAgnbW4uHiiIezA+5OWty0SjwEXI69rS7Y5eZop0v+OjlosbdTo1XK0EotcbO1xF8jItjehhB7G8KcpATYiwm0F24AMnzUUvqU+VpSLWj+IXLqw1WUB/x3IygP0VAepKI6TE1jhIr6YDmN4RoqguQU+1nRHGtLfYiExhDB3SOhKUxMW4RU5ygYG2PCzhIbluVaU+/dj3xXfd2VqyVcyaAoCVNSrViWL2ZE0ABa/IzJ8zAm2NECN6013s5iYrxlxHnJiHCXEOOrJDHUjuRgB+L9NKSEacgKtaM4zIGmOBXjC+RMyJPSlSinJkpFbYwDdcl21MQraUxwoinZhZIoBfkRcspiNJRFyimLtKYowprMUDnJYU7EhwiNOlrS4j1JjHQjPsKTlBh/UiJcyIpyoDDGheJYZ1qSNCyssmNrnQVHm6x0TiKdZFBnw5ZyKxal92NJjgEriy1ZUyLYBY1072VlMibkKJiQq2BqvpreLBUf1rqxuEjG5EwplfHOpMYEkhLhTWWyBwPzvUiPdCEqMpSUhEiy4v1oijLhynhP7k7zZnujip2dgboBsL09gO2t3uzq8GZXmyf7OoXGJF92dgSwqdmb7R1hbGzwZ1ujcK12Z3enF9s6vNjbE8iubh8ODgvk0LBADo8I5ejoEPYN9WdLuyc7uwLZ1uLNjmZ3djY6sL9FzZF2BReGKLnYq2Jfu5Q9TRIONks51CDiSJs5t8bL+GKqLVe7TDnVKqSsLTnbJeHuCAVnW/W52WOqK0n5arQR90eZcHuMNQ+mKXm83IE/Vqt5fjySlyej+Xu1gu/H9+fvpUq4EAHHPHmzVcHjhXo83SbjzXk/3l0J0S1333xexuvPC3l1SsvzHVa8WCXizw+teLlFy5uz4bw66MXfC6z433wVt9oHcLPJkJvNFpwWrL/lA9hXbcyJdkvOdJhxusWI43UGHCjXZ3uBPmuzjViaYaZrlJqRZMX4OHMmJgg4ATNGRBgyPtqUKTHGTI41YFKkHhPD9JgSZcjsZAM2N0j5Smhw+6gJPu/h/cddvLjVzL+Xa3l+uYZXwvtcNS8vVPLqYikvr1bz9vZAXlxp4OXVWl5druD1uQreXann5ZVanl9v5NVHnby+1cSrG7W8udnA60vlvL9SxfsLdbw4Ws9vWyv4fFkutxdmcGB8CDtGhrK5N4q1w+JZOyxF1xa2eXgOeyeVcWRmNUdnlHJ+fjWXFghDoIAzc0o5OaeC47MrOTarnDMz8rk9PZ4fZ/nw/VgxDwb35fdJljyaIuX5PEdez3Pi+Uw5jyeb8HSGiMdjzfljpAl/jjPnz3GW/DnSkmdjJfw9wpxHvYb8OdacJ+Nt+Hu8lF9Hi/hptITPh8g536hgba6EGakS5hW7sKzWhzX1Pqyo8mC+QCUtcGBqhoaRCTJGJtgyPE5GT5QNHeES6kLkZLhYkupgRqKjCTGOZsQ6WRHvYElHoAm7Km3ZWiFA7qz5MFvKwnw7ZmQ5MiZewZAIAd9sRqG3FVmeNmT5yElytiJFoBe4y3UB1nofI/bWqngwzJ7bzZZcEfpFymzZVaBka5Ga9bqFu4bl2VrmZ9ozN9uFaemujE12ZnSaO4PjXeiMdtIdfhvCtNSG2FEZpKYsWE1pkB3ZPgoiHGwIsJfj5yrgGgTpRih1F6OVWeCskeDppNKd+P3cHfF1d8LVXiiB1+qYae6OanzdHPDzcMLNQYOLzuUjx1UhwkctwldlgY/ClCCtNaGOUsKcbXU3AkH+8XdQ0KfIR0R9hJK6ECl1QWLqgmTUhaqoCFRSFWJHhTAEQtSU+kkpD7ClIlhFaZCM6kgZDREqmsM1NIYpqQuTUxsipSFUzLBIM7aWyFiWZcmgQH3K3A0o9zDWoVp74pWMijVjVbGYGYlmtProUemtR4aHOX4aM9ztrfERmm7cJER62pIQoCHGX0lcgJakYHvi/WWkBQkOIGfKwmX0pkr5IF/ByBRb6iLlVITbUhGjpCHRnrYELT2Z9rQnKqiNU5EbpiQn2oHcOCcSA2WkRToSH2pPYrgTyeFOxAqW0jBn4iI8iQv3+k8KCncgP8aFsiRPShJdaUpWMrNEwY4mFdeHqDjdYM62YlNdUfjybENWZBmystCCTdUy1hYas7nMguVF1swrUTIjT8asIge6kpUsrHbhwwIbZuZrqE12JiHcndxoV3rz3Ria60RqmB0xMcEkxYeQFenGhDwRXy/05vwwF7Y1OLGl2Uc3ALY0ebOp3oU9HT7savFkT5sfG2vd2d7qx5Y2XzY2+bGxwYc9bb7sa/Nh9/+d6rcPFIB0vuzu8uBwbwD7un04PiKcw72h7Oz2ZV9vCHsHB3Cs25ejLSqu96q5PUrFlaG2nBuiZl+jVJfuPT1QzKlOEz6ba8s/uz34a60jVwcZcbzVlKMdIo60mHJnmIyzrX25PFSPH5c68nC1G3fGWnJ+oBHXh5jz2QRLPp1kwsP17vy5xY+f50n4eqwe30w04q9VMl7uduCfldY8nj2AZ6tNebFDyttDWl7uFfP2ajivLofzdKsNjxbq87+JA/h6VD+erFLx7ng4vy1S8Nt4Y+4N0edqoz4Xayw4WGzCrqJ+bCvW1wUENxYasLNYj8O1hjyY7MCFVuHn+7KpwJBlWSYszRczLcFC55OflGjB2FhDxscaMyx4AEOD9ZiZIWJ0eB9mpxmwvVXJd5vyeH2zDb5o5/39Ft7e6eDVtWbeXW/h9bUWXlyp4c3VKl5drubV5XpeX6rl1aUaXlyu4831Zt7cbOT1lWreXKrl9ZlK3l6o5dWNVv692cyzG8LTyuubzby+0aAbFO8vV/P+fC1vTlXx6mg5r49X8tfhUv4WlscHavlySwXn56VxYloyB8YlsGVoFFt6E9g4LJGdozM4Paucyx/WcnNZA5cWVnJmThmX5xVz+4NEvpnqyvcjLPh9nDX/ztXweJaGH8aK+H64me4m8MckK55MteL1LDmPxpjz2wgTfh9lzl/jxfw9TsqjEZY8HG7Cb72G/D7CjKcTpDwebckvvYb8PMyQn4eL+HyQlLN1ErYUWbM0T8rMdDGzszVMz9YyKUPD1GwHhsfLGJGoZFisLYOjBEeTgvpgGYVe1iRojYm1NydKa0qat0x3eo/XGDIuxopTDQpOCFWknU4cahcOM17MSVcwPsaG3igxLWEScj3+++gnechJ95KT6mJJop0h1d4mbC1Tc7NZzqdtUq432nCywoZDRXL25KtYkSJmTb4dC1NlzEtVMTXVkUnpbkzI8KIn3oXhqT50RDvTFKalIURDY7g99WH21ITYURWqIdvHlkhHMe4yczw0ElzUgsYvxl4pQNvEOCpsdAGxYCcp/g5SfBwVuiHg7e6Mi9N/eGcB6yyUuwd7uhDs7kCAsxJvjQ3eGmv87KzxVVvibyci2EFCsL2YMCc5oY4yguxleGsk9Mn0tKbQT0p1sIxKXwvq/CypD7ChNlBGTaiGilB7SgK15HjJKPCRUxqkojZaS3WkQrcjaAi3pzHCnsoQOQ1RdjRFaxgcJWJ5tg3LMqwYHmJIpWt/Kj0HUOdnxLAEBaPirJiXLiyLLegMMqDcsz9lvqbk+glalRm+zjb4u0p1bKDEQHtifRUk+snIClaR7i8jO0ROXpSK0mgFXQlypmYrGJsqZ2CCivoYW6qj1LSmONOVoWZkjopRmSqGpjtQn2hPfpQdudHOpAbbkxLmSmyog66BJz7UjdhAZxLDPEiL8iY92ou0cA8K4n0pjPcgJ8qJgkRvcqJdqU1yZnianF2t9hxslrC2yIQlOaasLbBgba4Jy7KMWC0gsYUawVwDVucL8DAzPsw3Z1a+hEl5KmYWyJidL2VUuobcaBdiwtypTHZnTJaSoRlKMiI0JCQEkxzrS16YmtWtSn5Y6sa+FjWb693YWO/B9hY/Nta5s6XJhb1Cu1mLow7/vKXenfW1Hmxs8mZtvRvr6x3Z1+nBgQ4v9nV4s6/Ll32D/NjX5cWhwT4cGuLLgW5/Dg8O4rCwMO71ZnePO3sGuXKw3Y7rw9T8Ns+F3+c5cGu4mJNttuyvkXGmXQg02XJ3vDWvjvnCJxH8uUPF/fGWXBkq5kKPhAtd5nw8QsLNXgP+t1zNq8tpcL+SX9b7cL3HiOuDjLkzzISvp4j56QMZD0YZ8NVII74ebcTjBTJ+n2vBX8steSI8H5rzcqUpz1cZ8GKDCS/3iHl1WMPbYy78tcKK36Ya8MMoA77o7csPM8z4aYYZnw3pw/+my3SU0Y8GGXGuTo/dZf3YU9afncX92VEs4E702ZxrwIFaY+5NsOXbD+y41ithU0k/VhcIA92G6UnmjI8xZUy0IeNjBjA3y5rxMYaMiejH0nwTzo5w439b0nWoA74ayptPOnlxu4H3nw7k7f0O3t1u5vUV4WRfz/MLZby8XMLrK5W8vt7Mq6tNvLhUy4sLVby8WM2r6428vdUGt9p4c76Kt+ereXW1jidXKnl1s5VX1zt4c71RNyheXijn1YUyXp0X3pU8O1PKi7PlvLlSw/vzFbw/Xc7bM1X8e6SUf/bk83h7Pl+tzObc9GS29USzsiWM9QNjOTgul3MflHBjYTl3FpXy6bwEfprtw0+jrflrrIh/Z9hyv9uCG60mfNEt4bdRSp7NsOXf2VL+nWbD32MteDzGkj/HWuk+9L8Nt+DRODG/j7fkx5EG/DXemp+6LfhftyU/D7fk91Eifu614NtuS77qEvNppw0326y51CJnV7ENK7OlzEiVMTJWxLAYa1qDTOmKtKEjTEx7mJSOGK3uUJrraUOigzlRjiLCNOY662aigyk5ToYszFJyukHDgQZ7lubZMC3FhuExEgaF2tARKvSVW1LoY02Whw0pHjJSvJWkuovJddJjaLAxu8rVOq3/o1pr7jbacqXelmPVthyqULIjV8KOAi0rc52Yl27PlEQ141NdGJHkypAENwbGutIa5UhbpCNNoVoaQ+xoDtPSHOFAfaiaYm9rYh3M8VGY4aqwwlFpjaudYOUUY6cQ6QaAk8oGP62YEDsLYtzlhHtodIEuDxcHHTZfq1Hg4WSHr6sdIR4ORHraEe4iI9hRgr+dNYEOUgLtBdlHolv8hjrKCdGKiXSWE+Ioxc9BSp8MTyn5wune34ZaX3Pa/c0ZFGRFe5A1dcESSgPklARoyPP8ry+zSFgOR9lTHqKgKkxNXaSWKuHGIEhEMfbUR2poC5MwPUnM/HRrRoYb0uDZl2rvAdR56zMs2oZxSdbMSDFnSbaIYcH9qfHvT7mfPhUhlqR5mJLqZqZb5CR7WhMn6HEhat1HvyhIQlGQjLJQFcVhSqpjlQxMkjMqUcLYJCnjMrW0x8tpT9bSkqiiK13NqGx7xmZrmJxvz4hMBfXJavIi1OREuZIc6kJcmBNJUa4khruQGOJCaoQ7iSFOZMW4kxfrSW60G1kCYyjKkZIED8qSvalO86MtzYMx6XJ2NNmxqdiYJbnGrC4UsTbPnE1F5mwsMGZLkTGbiozYUCRkDAxYVWzJtHRLpuZIGJlswchMOyqiNCSEuRAe5kFuhJYxqQp6MtVkhGtIjPIlI9KZ9jgR58e58MkMRzZUCyhrN90Q2FbnxoYqV7Y1OfDJ/HC+/jCQGxN92NHszCYBP9ESwrIKF9bVOXJkiBeHu9w51G7P6cH/cWaOD7TnRJcrBzpd2dPtxd5ODw51e7K/x5WDva7s73TgaKeW6yPs+GWmhicL1Pwxz5GrXTYcrLXgWIOUw7VmfDpVxbvTAXA/hJdHtHw505yPek35arItDyZZ8eVUK76YasK/O13gUhTvL8TwzxY3flyk5ou5Gj4baahLFP+xzJ6vR+vx83Qz/pwn4tlCGx7ONOP3ufo8XWbMPwsM+X1GP/6c049nqwx5fVDKy00W/LvURDccfp9swvcjDPhujAGfjejDF+MH8OVYfR6MFFLFUl4udeTBCFMutvXh5jBDTtf314W+DtT1YWdJH/YU9+Vkqz5PD6XyeEcS26r7szpPj/nJhsxINGFs1AAmJRgyOb4fc9ONWVFkxZGhDvy6IxXuCEvdQby/08CbW7W8+6iR13dbeHa7kdeCDPRRI68ulfH8UhkvrpTz+lIpry+W8fqqcPKv5tm5Cl6cEqio9bouhRfnq3h9uZ73d9p4fUNY/rbx4mqt7pbw4mItb6838P5WC++Fbt2rdbpHGDBPz5Xz+mod72408f5qA2+E4XGuhhenKnl9spbnR+p5vLeWeyuKOTM9m6Pjs9g6MJq1zaGsbw/nxPgUrk2N4fsPPHg0Rc7jibb8OkLO5TIDvhgi5ckcZ/6d48g/M510f3+13oTr1Xo8aDPl0Vgl/0xU8XCUiIejrfl9rA1/T1XxyxgJv4y05YceBZ93Sfi0W5B+FHw8UMw3w7V83aPii4FiHnTacK9NxI1WMWfrxRyrkrE934YFyaaMjNCnI8hAd4is9xdR7SemxFtCvpecNBcxsQ7WxDiKSHYXkywwjzyNmZenZWaMIcMDB9DpN4B6HwMqvM0o8LAg10NEirO57raQ6GZDsqeYVA9hl6DP0AhLDtU5cbVWzEcNVlyrFXO5Xs2xCgV7y2zZU6piV4kd63LtWJTjyowsd0YlOTA4zo6BMVraohxpiLCnJdqBVkEhCVIyKM6dzjhX2iPtaAkWU+xpTJKTIeGOpvjaWeBtb42noxgXjQXeDmI8VCJ87MQEOssIc5GQ6KMi1NGGQFcFro4KHSzT3VGLv5OGCFcVsb52RHkoiHSWEu4sw1dlpVv2CktgfycF/g4yAoRFsKOcUAfh11QQ4CinT7qXhLwAYSlhRqWPCW1+JgwJMacr1IymYDPqgix0vIwKH2vdtCwSdgQhKkqCFVRFaKiLsqc2Qk1jlB2dic40RNvREmHL+EQ5i/MUTI8zoc2zL3XeetR56elsomMTRUxNtWFhhhXTE42p9etHkUc/qoPNaI2S0BNtTVeYMUNirGiLkpDja05BqJTqaCWVQjhN6ClOcWBIhh1D0mSMzrBldJqUMZkKhmfZMThNTXeahsEZaoanKxiXLmZWnoQ5RbYMSlfosK45EWrSQ+3IjLAnPcKe3Dh3MqOcyY52ISPCkYwIe7IiHSiIddXJPznhGopinahO96E8yY2WLF86U+xZWuWgQ0+vFj7yJRasKzBjdZ5ADrVgd4U5O0pNWJ2nz5p8Y+anGzIz3Zz5RXImFmhpTHIkJURLbJgbEWHuFESqmZqnZkiuA1lRWpIjXMmPUvNBgTlfzfXjRKeEzXVqNjU4sLPFjiMdTuystdMVr18e66lb0Ar1jVtaPFjT6Mnaem/W1PqxqUEgk7pysNWOa0PteTDenm+m2vP1NCceTHbhXI89B3o8ODrMX9dednSEJxcnBnB5lLeO+X9zuIKfpsh5NEPEo5lSPhtpzfl2K47WW3KiyZJz3Rb8uNyRPzc58PMiGx5MNOPBRBv+3hnJn4djeHcmiWfnU/lhnSN/rZTzeqOKRyulPN7sws8rNPw805Tf5lvyv3kW/DHfjGdLzXm9wpInc415NMuUR4ut+XutlMfLLPhrhZhnqyx4sdaAf7aZ8Gy9KU+X6PPPEiN+n2HCL+MM+GHEAH6cbsGri7n8szeCL0cbcrejH5/3mvPJKAserg/i7w32/DjTjF/WePH4XAGXh/1HABUKf25O1nBljJKdVYJEZMiyDEMWZpoxL8ucWWkGzE7px9zEfpzp1vJ0eyJcKoT79Tq5R/j4v79Zwbsblbz5qI7Xdxp5e6OO94LN81oNr65W8+5WPa+uCKf9St5cruH15RrdSf/l6TL+PV7E+6s1vDxfwj8n83l1tYY3txp49VEjz4UP+vVWnl+s59XlBl5fqdG5id5/NJC3N1p5e72JV9freX2jiVdXm3l1pY1nFzr4+2Qbfxxu45cDrXyzo577a8u4uqiASwuLuTy/mJMTk9nZHaQLE57p9ePjUc78OlnLV0Msud1kwSftVvw2TssfM1z5qFukS8avT+/Hloy+XKgVc71ezA8jnflprAef9zhws13OmVoRp2ptuNCq5lyzhkMVYvaW2LApx1KHivkwXo/1OeacatZwa5ADn3bb8WCQinutYm41WHKj0YpL1RbcFMBq5TbsKhYCeRLmp5gxOcaULr8BlDobkGlvRIzKgDh7K51XP9FdTLqrOY3+Jqwo0bA634I1BZasKJQzr0DNxEwFHRHWVAUKzh9rhBxUmqsVqW6CQ8iYiYk2nGxx4U6bivstNnzaKeNag4wL9fYcqdCyu1TDlgIFW4rsWZJpx7wcD0YlOjAoVsvgJBeGJHnSEGZPbbgDTVEOdEQ5MijOldpQDXWRdlQHiGgJstC5JssDTMj1syTGxYwwZ0tCXUW6J9xNTKSLlAhnCZEecsJcpSR4K4hzlxHqZou7oy32GjneDiqi3LWk+tmT7K8hOUBDvKeKGA8V4a5KvNU2+Ahav5OSYFc1/sJNwElGqLOCYEcF/o629En2sCDDR0RRsISKAEvq/UzpCDZjYJg5nRFmtIQYMTDUjM4QS2qCJRQHSCkKtKUkVENluFZnH60JtaUt1p6BiU60xGh1uYFBkVYszZYxJ0qPXv9+1HkMoNZrAB1B+gyLMGVUnIgZqVbMyRLRETyAWl9hT6BHW7AxY6IMmBjVR3fyEtgro5JsqI2wpj5eRXOiLYMSbBiRKmFMli2jsxWMzJAwNlfOiCwpo3JUjM3VMibHnuFZSsYL+N5KFRsaHVhb78howTqWpqUkQkJZrB2FEWqKo+0piLIjP9qOongn3VOa6EJpgjNliS5UpbpTnuhMTZoH5UlOVCY70pDmSkumB72ZSl3v8KZyoQVN+NCb8GG2MauLzNhRZs6mHH1W5hjpPiCTogfoinYWFYkZkWNHdriGhHA34qO9iI92oynLmanFtro9Q1a0lpw4RzqytOwbJNElafc1SdnbquVgtxMHB6k5P1TLmYH2HGvTsr/Zno1CerfKh5WN/swtt2d5jRura31ZV+fJnlYnzg7S8mCMHY9mavlnnpZfZ9jw20w5X01x4MQQV50cdHiYDzs7tOwbqOFIh5LzXQo+HmnL12Ot+N8EU36bIeK7SVZ8MUnGhUEmnGwx5EyHKR+NlHKt25gvx0n4ZJgFX02R88++aJ6eSeLpiXj4uoGftnjx0yRDHn9gwE8fWvD0UBCPF1rxcr2SJ6sl/LPPhVe7lTzfZc/rbVpeLjHl7zmmPNvkwevLqTxcI+bRamte7ZLz+qAtb66H8O5CMO9OePBkpy2/zDHgz5mGPJlhwuPZ1ry+kA1Xc/hppphLtX053zCAS13mXBuj4udFtvyxyJwnB4J5cbOWr2Y5cqJRn4N1BhyqHsC+0n7sLjFgZ6kRm0uMWFNgzIeZhsxN6ceC5P6sLzDn7jhX/ljmyV8bgvh+jT+/7Ynn2dlC3lwqhWvlcKeBd7ebeHutkveC3fNWKy/OVfP+eiOvr9Xx/kYjr06X8PZsGVyq4sXZYv49lsubCyU8v1jA8wvFvBX+mau1PLtUwcurLbz9qBtudfP2ahvPz5bx9mojb6938vqasGfo4MW1Tv6+0MYfp9v46VAz3+xq5ostLXy9dSA3V9ZwbWUF15eXcHNNBfc31fLJpgp+2t/Ab/tr+Vfg+i+P4cEwEbebjblSa8o3Y+z5fYY79wZL2Jvbn41pRhxtVnBvYih3R7pxb4gdZwXeU64x23LMWJJgwNxYI6ZFGTE91oIJkaaMCTViZLA+I4MN6A00Y0SwiKH+JowON9Nxx9bmSzhWr+Vyi5bb7fbcblVzvUnOlQYJ15oknK8w40KFOVdrRNxsUXC+Ucm+KhWLs+VMSpRS665HoYsJ2S6Cn9+QTIcBNPros77aie1VCnZU2urIpivKNSypcGB+mTNj01UMjpHTECSlJlBGhYcxE+MsudbtyVeDNXzVKeaTZhEfN4m4Xi/lfK0dx6od2VKgZGOhmpXZapbluTEjw40h0Xa0Rqh06d6WCGdqgx2oDLSjNkSt2wF0J7jRHGNPRaiYqgAzWoNNGRRhQlOQPjVB5mQKqofgQvIRk+UvJcnDmmgnKxKEEJibDZGuYhI95CR7Kol0V+JpL8dRJcbLTkaClwOZ/o6kBdiR5Ksm1l2pc/uECXgdOwneGjFBzgp8tGLCXBUECTsAFxW+dvL/UBBZnlbk+NiQ42VFkZcFFd7mVHoY0xxgSWOAKZ2hlnSHmDMo2JL2KAUVgVJdZVqun5zSUC1lwQqaotR0xmpojVLSHKWmOVpNS7iIOQlWLI4xZGqYAV1+RrT4G9ARaMDwSAtGJkgYFWvOjFRLJsYZ0eHz3xWt2UeP6fFmzInpz4LoPqxJN2RZthVjEi1pixLRFitmSLw5IxONmZAtY1SmgtEZMibnKRmXKWVchpjxaSKmZFozNVPEDMG7XWjJGsF7X6XV3RIGJtvSlaqkPk5YGNtRGetAaZSCyngNVQn2VCc5Up/uSkWCve6pTnaiNsVZ9+PVyVrq0rTUp7lQk+5FRaSEadnWbK2wYmlaPxZlGLMkx4SluSa6tOj6TCNWZJmwMNuaD5LNWJhhyoJsUxoiLUgMsiMhxo+YKC/iwu1pyHRgTJGa4kgpGZEa8iOljMm25sFsN66PlLKjXsGxga4cHejCkXYtpzpVnOnS6EpDTgzxYGuDG6uqvVlc48OcMjfmlbiysMyZVTUubG2w4+IQDT9O1vB8ngNPZ2t4OkfB3x9I+WGqRocb2NXuwqYmLdvbtNxZmMrt+QlcGOPKVR3XRvBB6/PtJGOerlbz/pAnvy5X8uk4Gz4ZqeTj4VJu91ry6VhrHowV8+loc374QMTvH1rzyzwLnmxU83CVte6E/9cSCX+u0fJ8sweP54n5e5Ud/6yW8cdiA/7dIoZvG3h7NZsncwfw5xQ9HWTu8Z5gfvvQmN/mD+DpVglvbghIhxrefVkDP9bD51k836zgySITWCXjzyn6PJqvzx8LjPlyRF/uDdbncrMhB4v6cri4D7faDHgw1oCfF0r4fKI5N4eZcLrVmIOVAzhZY8SRcn32FulxuNqU26Md2VttxsqsvqzI1GNJmj6LUo3YXi3hUo+MO2MUfDJBw3dz3Pl6rifffejPb5vi+OdE8X9SzY1S3l8v4a3g6DldqdP031yq4M2FYl6fyeHthQLeXiziyelc/j1dzPNzpby+Uc37W028u9HM++utvLvWyqsrzby43Mzrq21ws4PXgrxzsZHnlzt5cWUw/zvYwFc7G/h6VxufbW7h3sYmPtncyrWl5VxfVs6d1RV8saWGn/a38M/5oby/O57Xd4bz6tYg3V7h/Y02nh7I4puZan6cYM23Y2y4PliuA+ItT+rP2Xpbfp7owtej7TnbrGBHgQ3rUs1YkGTO5DhTJsQYMzHGhAkxZoyPNmNKophREeaMCDVleIgZvSHmDA20ZFiQDYMDRHT4mTM4xIKR4WbMSRGzMlsIVNlyuEbNsRoFZ+rEnK0251yFGVcrLbhdb8OdJikftdhypcGWY6XW7Mm3YVuOmIWJlkyLt2RUpPCtMqfF24CeUDMGBppT42ZAuau+jkpQGyB8x8QMiZMzLtOFgZG2un6E6XFmnG/Wcr/Tli+6bPm8XczHDeZ83GClGwAnyxXsLlaztdSB1QVaFmZomJXuzKg4B7qitNQFy2kIs6M2WHD7ONIc5axzTbaEqWgLs6U1XOCsCTcTI11WanicJd3hxlR565HraUSOjxW53v/1E6e5W5LgKiLO2Yp4Nxti3SXEOlsT5yYj2lWhwzl42gmSji1xbiqS3BWk+wkffzkRLnLCnGWEOskJdpQRaC8h2ElIAMt0OwHh5B/oYIuPnRwPO1v65Hlake8lIs/DnGJPSyq8LanwNKXe15JGP3M6g63oiRDTFWyl6wOo8LOk2F9Knp8txcFqKsPUNIQLuAgFrREKGsIUVAs4iVAxk2MtWRZvwtxIY4b5GdLi1Z9Gj770RpgzKlHKiDhLpiSYsSDZjFEh+rT59GOgXz/d/4zZCYYsTOjPhixDFicaMCW0HxMijBkZYcHUFGsmppgxIsmKniQJY9JlTM6RM69Yo7OXbso15FiNFQfKzdhXbcGOKiudHXNOpgWjU8UMT5MyOktOT6qc5lgZzYkamhI1NCZqqItT0ZCspSnVkbokOxqSHahJsKM2UUttoobqJDWVyRrK4tSUJDhTHydjWaktO0otWJ2tx6I0PRZnGLIkz5ylBQKUS5+FWfrMzjRleqops1NMmJ9hzIg0JXmh9mRE+ZIY6k5isJbSeHsaU7UUxGrJjXWkOUHCroFqflkQxOEmG7bWanVOhsOtzpxod+F4uyPH2u3Z36Rif6uWPe0ubG/zZnWdL3MKnFlY5sL8MkcWlTmxpsyeE232fD3BgT9mqvhrjoqnCzX8MtmGryZoOdxpz/ZWJ7a02rO+Scnnm6vhh5X8eX0s3+8q4bNVYXw6S8Vn4/V4vNSSd7u1PF8l5/1aLx7O0HK/14L7o624N1akY/3fHW7CZ6ON+XqcAQ/nWvBytZgnSwx5ssyYP9aqeH+rUFdu8tMUU/7YEsqTI/H8PtdINyBeHvDXIZ//mGXCz5MNebhEyV8bXPl+rhm/LbPi9REX3l705+3VaN7ciObdjyW8+7qQfzaI+W3WAL6dOoA/Vtjwbr+Ct/ud+HqKJfcHGXCnzZCbjX253dSXKzV9ebhAw7stHjwYZ8T9GXKuDxNxocmE4zUGHCjtx5EqfY7UGXCyyYQDVQbsKDJgreD0yjZkVnwfpkX3YV5CH5ak6rOl0IiTrbZc63Hi9mgND6Zp+Wq2C98vDuLhukheHs7j31NVvL/aBNfq4Go5by4W8+Jsvk7ueXelVqfhCzLOS2EpfLWJN9caeSXIRJfqeHWhiddXmnl7rZ2319t4c6WR1xca+ft4E1/tqOGrHY3cW1/Hx2sbuL26kbtrm7i9topv9jby1a4yfj1Rz9NLXby5Phw+HgP3R/P2k5G8vTeUd3cH8/xaGy+vNPHuch3vzlfwcnsyDyY5sT5fyEP04W6vmu/G2XO2zoq1GSZ8EG/FxAQ541JU9MQJHSFWDE2wZXSyiuGxMrqDTBkdJWZstIShwWYMCTRlcKA5nb6mtPlZ0uhlSoWTHgODRAwJtaY31JKJMTZMjbdhboYt8zKkrMgWsTnXigPFYs5X2nKjWsntWgVXyqw5W2zBsQJz9mYasT/Xis2p5qxJt2F5li1Lcx2Zk6JmbrqK6SkyxiQoaQoQk+9oRI6TPnleJuR6mlPuZ02TlyGzY0w5W6fmk4F2fDlIxWedUu53SrhWa8qtOgsuVYs5UCRnU56QWXBlRaEbC/I8GJ/kzLA4ZzqiHKgP11AXZkd1kIr6UMEYo6Eh1JZafxGVHkbU+hjTIByC/fTpCjOhN05Ee9h/EnuBjzkZbiZkuVuS7S4i1dWCeFcroh0tibC3INpFTLybmHghl+Cp0en5fg62RLipiXcXBoAtCe4yYoQB4a4k0lVFuIuCMCdbwpzlhOpuBHLdMtjfXq47/ftqBRKzcAPwEJHnZUOumwWl3iIqPM2p9jSm0deMVn9z2gPN6QoRMTDEis4woTxGRLGvmBxviW4AlAULFlAFTeEKWqLUNEQoKfYXlsc2ugksTOZ5kYaMDTCg3bkPLa596A7SozfalBEx5kxLtGB+nAFTwvsxMqQ/I8L0GBPUn6kR+ixINGZZkiEfxg7gw6h+rE40ZXWqWFdkva1EyupsEYuzpCzJl/BBljUf5NmyJEfEoTIzrtWZcr3GkKu1hlxrsOBKi4QDNTYsKpIxLtWKMWnWjM5S0JkooyVRQUOcgvpY4a2kNcWe5mQt9QlqGpPsqEtQ6d6NSRrqktTUCqnjWKUOQtcUI2dZoZzNeaZszjdjSfIAlqXpszjThNnpZszOMGVOWn9mJg/QuUcmxPbjwxxzpuSoqAhXkxLoSGqYiy7nkByoIS9W2EM4UxatZUyaBXenunBjuAtbKlRsanBjW6MLuxodONTqzNF2Vw63unCg2ZH9rQ7satGyvcWFLY3erK9xZ3WVPYvL7Vha6sL6Und2VGs5P1hg1qv5YZpQXKLhqykaLg3WsLNBQEG4s6/ThY21Uo6ND+Pl54vgj63w03LefTeHt3d6+eNEqS7Y9L8Vbnw9w4Y/F6j4WZCEhhlxr9ecO6OtuTXKkrujLXgwWsT97v78sUDEu8M+vD/kxpNlBvw6z5g/1zjyzVQL/jfRnIc7Ynh/t5ZfF0j5tLc/X4/syzcjB/D5UEN+nGrNbwtseHfYn5f73Xmx3wXO+/HqkBPfLjDnn81KXp/y5ekJP76frcev0w34ZoI+P8234cVmLc82uvBgvIhPhhjz1TAj/pxqxt8zTPh4UB++nWTKw1liPus14afl3nw2QcHZBn2OVemzv7Qvxxv1uTFcwvlOK47UGrKnVKhLNWBnuZVu2K/P1+dAjQXbCwawp0SP9en9+TBmAJsKTDnaIuXcIDlfTvPlq6l+uhTtx7Pc+WFVOD9viuev/Tm8PF0BN9vhegvvrzXplr+Cu0dwBQlBsPc3W3hzpY5Xl+p5erqGpyeFnUEjby838sfhcn7YXs7Xm2v5aEUZ15YWcOXDPO6uqeDbPc38erSTv8518uLqQN5+1AX3B8H9oby63QOfjeTlxz28Ej7+93t599EQXl9u5+mpWp6fruXthXren6nlzZEKfl2XyDcLffl5cQDHW61YJTjZMqVML3BlWrk/UyuDmV4VxtTyYOY1xjKpOIARme4MjNUwJNGR3hQ3WkJsqfO1ptrLghIPc0q8rSn3+2+vWOcnptlPzKBgGaNiNQyPlDM2QcXYeAXjo2yYFilibowFW/JUHCxVc6RQxv5sSw4XSNidY8POXAnbc2RsSLJkaZwZS9NkLM9xZHG6hhW5GuamiZmabEuPYFsPEFHsYUSmi6Fu2VvlpseiTDFXW7XcbxXzTbecr7tt+bJbwe1WMZdrLbnRIOFMpYydBbasL3RgWZEbs7JdmJrpwdB44ePvSHOkA5VBwuFXS0OoPa2RTjo7fU2ANWVephS76lPg1I8K7/7UhxhTH2hMbaARpT4m5HmYkuluRpqbKRnuNqQ4iUh2tSLKwYhQO2PCHKx0ElCch4QoF0EOsiXERUGQs0qX7I12lRHjbEOUsw3RHgqi3JWEO9sSIrh+HKSEO8l0t4IIVwXhbipC3bUEuQjLYzsChU7gZDcb0t2tdWXIhe6mVHoaU+OhR4OnPm3+prT4m1HvKyyERTQHW9IQYkORjxVlIWoKBYdQkJzqUCX1YUpqQ2TUhiooCZDrmnWEZce0OBFzI/SZGtSPMT79GBmgR6/woQ/tx/gYE2YmWbI42ZDlyQOYHdOP0YF9mByiz8wIA+bFGLIwSp+Fkf1ZEdufzUkGrInoq5v6J3IMuFRkxpVyG85WW7Mw3YARSRZMTBOxJN2Q83Uivui05usWYz6p6sOnDQbc6bBhU7k1U9MsGJ8uoTddSVuKkuZkNY2xCt2juw3Eq3WDoDnZjqYkte52UCv8fKJGFwZriLOlOlpOUYSGqlAZM9NkrM8yY1ueFcuTBrAmdQCLkoyYm2LKzCQjZicPYF5yf2Yk6DEjyYDFeeZMSLehLFxKSog9aWH2JAc5khLqTlK4CxnhjtSFm7OhVsTnM1zZXW3L2nIX1jV6sanFnQ219uxscmJfuwsH2tx1rJMD7U4cGujOjnon9jQ6sq/Rjv0t9mxpcmR9lQObSuzYWKFiW62ckwMVXOiy4aORCl1L16EWDbsandlUpWFHtZwTrWqOdbvy8PxoeLgVftvM25/Ww+9b4K9d8Ns6nn06lSfXOvh9Vzyff6Dk4xHm3BxiruP8fz5Nw/ez7Xgw0pQfxprw54fmvDsnBLdi+fNDU36aoM83owbwaa8et7v68dUcNT+udOP+RBEXWvvxebcpdxr7c7fDnI+HWPL9FHOerZXzYpcdnA2CE/48XqPk9kgT7g435dESe35drOBmjx53u/X5fqwVd7sMud05gDsDDbja0p9rLQP4qteAx1P1eLnYjGerbfhjqSU/zzDhfmc/LjX05Ua3Kaca9XWokKNVepxu0uPzWa58szKKI5XCUBBIofqcrLNgZ6EeR8v1udNhwLdjTfhyjAkna/qzPV+fJamGfBBvyOxEfVZkW7Op2IrzgzV8O9ePuxMcuTPRnXvTA7g91Zcvlsby5YpY/j1WxutLDby5WMe7qw0gcIGuNPDuRievr7frXEEvzlby9Fghj/bl82hfA99vaebO0jI+21DLo2ODeXZ5BG8/Ggn3h8MnQ3l/q41XV4WsQD0vL9Xz7qM23t7t4t3Hg3h7b7Du5P/+Tg+vr3Tx4lwLr8418+pMA/8er+HV2SZenq6GsxVwtop/D5fzy7ZSftxWw4ONNdxd18DlpdWcX1jOwYkCMC6FYzPLODm/jk1jclg7Oo/ZHYlMqI5gUnUMIwpCGFUYTm9hOCPKohlXk8jMlkxGFoQxIjuQrih7mv0lDAlTMFZgF4VLGRWhYESQmGGB5owJN2dBppL5KWLmx1uwONGa5SkyFsbaMD/WhiXJMubEWzEvRcbsZAVzU5R8mKVmeqI1w8MsGBmrYFC4mHpvA8od+zEs0JhNxQoutWn5qFXMvRYzvhlkxZed1jzoUnK5yorTJeacrhJzpFLN9jJHVhe7s6DYmynZHgxPcqUrxoW2KGcawrU0RdjrbJ5NwXY0Bamo8jLV9TRUeJmQ5ySEYftQ4qNHWbAJhb5GFPnok+1uTLqHJdk+IjK9LMnxlZPqJvQGW1ESribdT0GEs7XuiXS2IsZNQriLoOErdcExweoZ6mRDlJuYGE8FMZ4a3c8H2dsQ4SwjSrB72v83NIIdpQS72BLmYY+fEB5zUBPkqqVPkpsNaa6W5LuZ62LSTQFmtPgb0eRtSIu/MBBMdLuBfG8LCtwMKRWi1P5iKsLUFPhJKQqQUhWqpCZUQWWAWAeSqw22pS5QRp2/OaMjzZkbbcicsD7MCuzLFP8+TAjpw+SwPkyN0mN+qjmb8ixYl9SXtUl6LIzpz8woPaaG92N5oiHb0s1Zl2jEmjg9dqQaszXBkI0xfTmZ25+bJXrcrTTiWpUB6wpM6YjUpyvahIlxhhytFPFVuwX/azHiy5q+fD9QxOUGQYPXZ3KqFaOTbRiVpaQzVU5rsoKWeCUt8SqaEtTURtvSEG9Hc5I99YnCDUCrw0sI78Z4NY3xttTEyqlNtKc2Ws3oRBkbcsxYlzaAVal6rE7prxtqC1NNmRmvz7SE/sxO7M+8FH0WZBizINOQqXm2VEQrSAxQkRkqBNRciQ1wJDHEnvxQBZNzjLkz1ZFTXRrWlSrZ3OTD2mYvVtY7sb7Wna2NnmxtcWF7kwe7W13Y1+bAfkEa6nDnbJfgzxf2A/bsadGyt0nDyXZHNlfL2FSrYVu1hoN1Mk53yDjSLOVgk4q99Qr2t6i4PMyZK91qDrVIubkiC35ZzftHG3n5yzre/LaRdw838+bRFvhjIzxaxZuHC3jx5Rh+PlnOp8vD+WisEJCz4O4wQx7NlfF8lYo3u1z5d6eaf3fYcW+0AVca+3G9YwCfjLHgYls/zgzsy7kufc63GHKhxZBbA0251WHExWY9jtT24VJnfz4bZ8wnky34Y7UHf65y5YdZCj4ZpdDxhs60SjnfJuJYozmHayx1uv2pJlOOV/TnbE1/zjf04+5AY34Za8ZPo/ry91xj3uxTwlUv3p9249uJepyu6cOxqn4crzHkWJUxp2v1OVXXl6tdxtzqseJU5QDO1epzucmQI8V9ON9gwK0WA34cbcyr5Wb8s9yEz8frc6ppAHsqLHQ7rLnxesxK6sfkhH7MTNVnVvIANlTZcnqoM59O9uLzSR7cm+jK3Sle3Jzkw9XJ/nyxIo0ft+Xy+EAhz0/V8+7GYN7faOXd1Wqenirk9z35/Li1lFvzs7i2IJdbi4u4t6qcB+sr+H5fPQ+PN/HkfDN81AF3WnkjZA0uCXJTKa/PF/D2vJCazufV6ULe6lxIdby6LgybVl6db+DF6VpenmvlzaXBPD3ZzL/HK3l5pIQ3Ryt5e7KRN+c7eXtlMO+uDOXVxcE8vzCIP/Y38dPWav4+3MG/pwfx+HgH/9vXwGdbqri2opjrK2s4v6CSU7Mr2TupkC1jc1g3KpOVwzNZPCSDRYMymNuYwLgcX7ojVQwJlTE0VEZPqJjeSCndoSKGRFrTGyVlcLClbo8wJsyGyZESJoRaMS7UkvGxtoyNFUqpJIyPljAlRsaUGBvGRpgzLETYQ4gYFWLBrARLdlfacaXDhY867Ph8sAOfD7Hnboct9wYpud0m5U67iovVEg4VWXG8wYE9NS7saAhkRVUQc0oDGZvtxbAUT1oinGiLdqU6SDj8KmgNV9IcJCyljWj3N2RgoAHVbn2o9uhLlXsf6v0H0BBmTpm/KUXeBuT5WpAXKCXD05wMdxNyvG1Ic7fSSUEV4SoyvKVEu1oT5WZNpIuISGdrwp2lBGqF5LCYECcxUR5Soj1sif4/94/g8Q93/M8KKqR/A7XWBDmICXKU4KOxJsRVg7+zBj8HFREeDvRJcbcg082Uch8zav2MaQ4yot63P42++rQECrKQGZneliR6mOuWxdmeVpQE2ersoMUBMkqDbakKE9LCcqr8RdQEWNESIjCBrOkMtWJUtBmz441YGNGXdbH9WRPTn3mhfViaoM+SZGOWphqxs9CUwwUmbEsZwOokfWaF9WV6WB8WxwxgZ5oxO1IM2JTQhz0Z+mxL1GNzUj8OZPTnUmF/LuT142KpkMA1pjXSgLZYM8anWbMh34x7TeZ822zEV3V6fNNuzo1mKxalDeADAeiVbcPYdGuGpEnoSlPSmayiNd6WxjgFLUlaGuI1NKc4UR3voIPPVcTZU5ngSEOSHe2pctozVNSlqCmMlNIUI2ZWrli3Z1iXb8j6rH6szzFgTaYRi4T/nkQ95iYaMjeuP0sES2GWEd1x5mSHSEkK1ZIZqSI1TKUruEkPkNEcYcyRHgWffODC1jo7VpXbs6HJnXWtHqxr8WBLsx+bGj1Z1+jCqioXNtW5sEeQb1pcOd6u5aNRCh4t9eZij4q9DUqOtztxsduNHXVKNlRr2V5jz5EmGee7bbg6TMXxJhuONYq4METGV9M9uNOr5mCdKXu6VDy9OY73v63mze/rePNoPe8eb+bNw828FZ5HG3j7x0p4KEhFi+G3hbz6bDJ/nu/k01WRPFjkxN8bnPlxgSUPJg/g62lmfDRcn3u9xnw21ox7Iw35aIgxlwYZcq7DmPMNxpxrMuD6IFN+WujBdx+6c7HHkPMD9bnRa86lgQZc6zTj/iglFzrNOdlszsk2Nfur5Owss2F7jZzVRaasKzRgd6UJh8qMOFahz61OM77pteDr3n58O6Yf30/oz08zDPh7o4KnW1T8MMWE6616uo/8qVoTjlYZc7Zen0uN/bjd3p9vhptxvaEf1xv7cKerPzfa9LgpDLCePjxZZA5HZLw/LOHJeik3eox0RSjLUgewPMOYrZVSVhWbs77IitWZJsxN6MuchD5sLjbj3lSh3jOfP7akcXeaLzfGeHB2mCtnR3tyblyAjpx5c046P24r58mxel6fb+XX3Y3sHhzOyhpvPqxwZkmVsOOxY2mFA0sqtGxq92Zbly+HR4dwbV4iX6zP4eGBCl6caeDVyRLenczhzdEMXhxI5sWhVJ4cyuTxsUJenq/h5clyXp2s5d8Tzbw818mbi108O9nGixNNvDpZx4sTNfx7qJK3Z9t5d7GLV2dbdL/u0+P1/H24nn+PNfDmTDNvzjTx96Fynh6t4cXxJl6c7uDZyS6eHh/E48MDeXiggx92NHJrRTEXl5Syd0oWG3rTWduTw+yaODpjHKn2k9IRYssgwVEYLmVQhITOUDEtwhI3yJquEAk9oRJ6w8WMCJcwLFQYDlIGhUgYFCRlaJANI4LNGBNiyMx4oaPcjiMN7twe5s+nQ915MMSJT7qEAWDP7YFqbg6y52ybHada7Dlap+VonRN7Ku3Z2+TN7vYw1taF8mF1GNPLQujN8KIt1pmmSCeaIpx0Cd/GCAV1AWY0BxjT7tufGSlWzM+0YnK8CeOjjJkQbcTkRBPGp8lpDrWkKtCMIn9zsrzMKAq0IcvDmEwPEwr8bSj0E7DUZmT6SIh3FZHgbk2q0AvgKSPeQ060i5wYNwUJPirivOVEu8tI8LYj1kNNjLstUS5ynfQjhL2EW4Kf5j8shKdKpLN+BrvZE+KmJcLdnj5J7lakOJlQ6m1BtZ8Jtf5G1Pvp0RxgRFOAJRX+IjJ9rEj0EZMRoCHNx5ZsXynFQXKK/CW6R7CG6oJkgdY0BJjTHmzGsEgR3YGGDA/RY1aCARvSDDiUa8S5UhE7EvVYm6DHkrj+bMoxY0+xOWeqxOxIH8DGFH3WJBgzK6wfs0P7sjnFgGPFJhzO68fBXAPWRvdhb54ZJwuNuFdrzq1Kcy6WmLIgfgBtUUY0C8GPBHPmpZhyssaamzUm3KvuxzftBpwqNmR+gpDitGB+oYTJWVaMypAyJE3OoFQFnUm2NMXLaUpUUhunpExIG8doyQ5VkhWmJidSS3GEnJZkBdWJtpTF21IYp6IgWkWJUC+XasmyAmM25fRlc9YAViX1ZXW6MR+mm/FBvJ7u3y3sCD7MMWNgopgkfwlxAQpi/GyI9BYR5yOmKMCUZWXmfDXHl4MdclZUallT58r6RlfWNXqwscWb9Q2ubGr1YHWDCxsbvNhc487OJi92NrtwdKCWC0Os+WyiQuffP96hZl+tkr2VMrZU2upuEzuq7TjTqeDLD9z5fo4P1zutuD9Kwg+ztdwbJeZiu6WuCGd3jTl3lqfDozW8e7SO13+s483jDbx7tJH3Dzfx7uE63v22lPe/LuD9rwvh8Wr4ZzM82cK7xyt58eVY/jhbzndbIznbK+C4+/D1NCv+N8WQZ5uceH4olK8mW3JjsCE3h1hyunYAx2v0OFozgO/ne/PTUj8eTFFzaZAlx5tMOdtsxvkWcy52WnG0RehmFnG4Sc7+WhnbK2RsrJSzutiMXTXW7CkzZ1+5KYdrTbnRJeKLXjN+n2nB47lmfD+mH5929uVuRx/uD+7D3cEDuNJiyukaY50D6FCFPucahB2ECT+NNeW3CUb8OtmM78ab8cmwAfw2Q8r348z4eboxb3bJ4KoTXHXl781qHQZjZ0E/NmbrsSHXlB2lYjYVmrGvwpITtdbsqTBkZ50pXy6L5tWFGp0l9NXZCh7uyODLhWHcGOPGldE+nBgawP4Of070hnNiZBBHRvnyzaYKLszIY06eJytrIlhVF8zyKi/W1Pixvj6INTWBLCv3YWVNAEsrvFha6camdn82tHlycHQ495dm8v2GLP7eW8K74xW8OJDHP7sy+G17Cn/uTufZ3iye7SvgxSnhw97Ms1P1/HOqjadnunhxto2X51t4dbKe58fqeHW2g3+EoXS2iVenhQ9+Ff8cqtL1Bb8SfvxEIy+O1PL6VDP/Hqri0c4iXhyr592ZVt6ebuHliSaeHmniyfFunpyZyN213awcnMWY0iiaE33I9rIl09mach8ZzcFKOoLltPlZ0+orVNfKaAsUMyhMRneohMHBNgzyNaXL15jBfsaMDbdiSpgJKzMlHG5w4vIQf+6MCuWjHi++GOPLzYEO3Oiw190Abrcrudmu4spAR442O7G9xoU1JU6sK3dnV3MI29pCWFkbyKLqMD6oiGByWTgDk92oCFTQGOlMU7gwBLQ0BIvpirSiK0T40FvwYbrQh2DEghQj5iYasyTdVOcAHBNjqgvEVvgZUSNkAUKsyPE2I9vbQofHLw6wpMBPRI6vhDRPG5I9rMjwFpPpJyfdR06yu4xUTzUpHkrSfFSk+CuJEdAXnmqd5BPpLCHCSUK4k6D7q3SBr0BHGcEuSny0EgKdVYR5OhLopCbK05E+ce5y4h2Fa4eIMn+BkGdOibs+zSE2NAXYUBMgpTBASpqvnFhPIYwg/CZsdOlhQf6pEBLBIYr/pB8/c1oCTegJN6MnyJDeIH3GRxnyQdwAduUZcyRrAOdzDblUYMHOVCNWJfZneWJ/1meYsLfAkkPFFuzMMGCrIJ9E9GdupLD47ceJcnNOlRpxuMCQdYn92JgwgEslRnxSacit4v7cqbVgS5EVneH9GJxgzMRUMWMijZmTbMyRKgtuNhrzSasph4sMmZuoz4xMS2bk2TAhU8SodAnD0mQMSpLQFm9DZ4qSlmQ7yqPkFEcqKY13IjvKgeQQNTF+CtICbXXwtuQgGRkhEnIiNDpcRVqAiiJ/CyYmW7Im04B1qQasSNZjWZoBC1KNmBGvz9zE/ixN02dBrpi6SBuS/GTEekuJ95MT629LeoCIIQlGPJjpzp3RzmxtcGVdiyfLa+xZU+vCmmpPtrT6sr7FhfXNLmxodmVLvTObK53YUuPC+cnxfL4qi7vzQrk7zYtrY+w53mPH5jprNlRYsarcipWlYrZV2bK3WsSFLjGX28y5PdiSX+eqeLPJne9nyLk1RMy5ZhHHakVcnRbKu+8W8v7Rel4Lg+DxWvhjHe9/W8n7h2t4/ftyXv66gOc/zuLdr/Pg96W8fbSG9483wd+bef+P8F7Po49G8/nGFG5OkvBgggEPtzrx+l4OvyyW8clwfX78QMHtYaacqDJge05/9pfocbRCALbpsafEmN3FluwsNONSr5ZvloZwsNlEB+DbVmnF9kpztpZZsanUhq1lNuwoseBQlTV7ai3YV2/OxYEi7o+05JsJhvw81YCnSxT8MFXC/W49Pmrtw9nGPrpO6D3Fhhwu1+dEnR5X2/T5argBj2YY8XypiBerbPhzkQ0fD+3Dx0P68dNEK36ZZszLXSq44g0fRfLDSjvONhmwM6sPO3KE37c5m7KN2FVpwb4aQ040GbG3qh/35niAgIf4qIl/zpTy/FwlL89V89eBAn5cHc/OBjHrKqQcGuTFiWFCpacf+3s92TrIlznFLoxJtGdBSTDLqvyZV+DCslI/1tYEs7o6kI1N4Wxuj2J9SxirG4JY0xTM6qYgFpa5s7zWh3Wt/hweE6+7WXy5JJPfNuTxeGsBT7bl8Gx7Bs925+k+5E+P1fDslOBM6ublpSE8O9XGk0OVul3AmwvNup3B8zMtvD7bzIuj1TzeWcDjXYX8tbeUv/dX8fRQPW9OdfBSeE628O/hav49UM7TQ5W8ONEM10fy8kwvX25q4sTMYpZ2JNKd5kGHkLJPDyY/2IEkHzXh9laku9hQ4mpDe4CSNi8bBgbI6AqWMSxczohQayZHWTMvWcSqPAnbSuUcr1NxrVXLnYEOfDzUlY9H+HFjqB83enw416bloICHqLblfKOKK40KrjRpONPkwDbBMFHoxJKqAJbXhbOsJozFtcEsrA1nZkUYY/MD6cnwoSZUTXmQQEFw+b9bgGD3lNAdIWJUtBVz0qxZmGLAhwl9WJyix4fJBixNN2JptinjYvTpjrKg0teA5ghL6iOtyfExIz9QTHGIFcUhIkrCNRSGOpDsYU2WrxCElZDjJyXdS+gokJHhpSTdS0mql4CvkBIvDAA3W2KcZcS4SIh2k+sqJgXoW7CzUif7CIEwN4VQOSmkgm0JdFQS5mpHnwRPqc5ylOhiSqanJXk+VmS7m5HraUGhp4hyYaHrLybHx5oUH1tdOCHZ3VrnAir0saEmzFZ38q/3/2930BNmyggh6BVuzPBgPUYH92N2TH+2ZRpwvkifa3l9+aTKkpP5ZqxP7s+S+H6sTjNhb6E5J6rE7C2wYEOCAeuSTZgf2Y/FsX3ZX2jCkVw9ThQYsi/bgL0p/blQYMzlvP58XmfIzUoDjlZLGBOpx+AIA8YkihiTIGJEjAlT4g1YmSOUuNuwOseIafH9GZ9kxPgMEeOzJIzOlNObIWNoqoQhyTI6EpVUR9tSFW9PebSWgkg70sO1xARrCPe3Iy5QS3yAmggfGTH+cqK8bYn0VpMYoCXVx4baYFM+yLBmWYYpi5L0mBvfj3mJ/ZmTYsqceD3mJhvRHW1Jlp8NSQEqojwkhLpYEO5pSXGwHseHaPhlni976uQsr/RkUZ0bK2qdWFXjzLpGge3jzppGd1bXO+sYP5sbHNla78yWGifOTIzh7edTeffVFN7cH8uz28N5dKGTbw9WcX97Ibc2ZHN+XgzX5idwc3YkNyZ7c2G4guujZHw3V8vfazS8WO/MZyPFXGm04Gi5GesLjfjxYD38uZa3j9fy7s+1vP9zHe8frflvEDxay9uHy3j18wze/TKJ979M491vC3n3+2re/rGeN3+shT83wNMduoHw+rvZ/HWuls/X+HBvtoyrg/vw2ThTOBvLHysVXG4y4GCeEbtyjNic1VdXLbi9wIzNOaaszzZiS4k5u6qt2VpixqYSETvKReyqsmJTmRkbii3ZUmLFlnwjTjSJOd5mzbFGM84J/c/dZtwfoc9v80S8PhXO+3v5PFrjzkcdfbk1xIzjjabsLTNlT7EBByv7caVVn+9G9OfZh8a8P+LI2/0q/l1uwffj9bjV1Y8b7fp8MdKMb6aa8vd6NS92ePJgqoyzTaYcLDHkUJkpByvM2F1qxJ4qA26OlPDZRAnnh5ry/HAuL85X8+/Zav46WsLP29N4cqiQ1ycreHe6hhszg1haZMnsDEtmptswr1jJimZXVrb50BMrojtCyoRUF0YlqBiTqGJahjPTM52ZX+jFiupANjSFsrE5jI3NoaxtCmVlXRCLyn1Z3RjFvDI/FtcEsajKm9X1XuwZHKIraLk9O4UvFmfw+2aBGVTDk301/HOglpcn2vj3cCN/7Crnn72V/LO/QiftPD1Rx4szTbw638qLM438e6KWf4/X8veBSn7bXszjnZW8OtrGi0PCgGji3ZkW3p5t5OWJFv442M5HK6vYODyZSRUBDM5yZ1i+P4Oz/RmY4Udzsg8VUa5kBTsQYm+Fr9SIcFtTMhxEVHpKaQ9SMDBYyuhwK9bnybne4ciDoU58PcyZT7rtuDNQxcfdDrqT/s2hnlwY5MnZgb6cbPVib40j2yvt2VVlz7FGJ043OXK0VsvBRnc2VHmwqMyPKQX+TCgMYXxBGGNyAxmZHcDgVE86kpypD1NT5m9LaaCGyjBHKoOVNIbJaAmxosnPlN5wM6bEGTMr0ZD58f1YmWHAigxDnRy4vtCKdSUipqabUxtgQJ0gt4dZUhxkQWmENYUhFlSmuFEY50+al5g0N3MyPIQFsYgsHxtSdQU1tqR7yxEQPhleUlLcbXT4ixQPKXHO1kQLC2MBpmlvowt9Bbvb4euoxF0lwVsrw89ejo9aTKiLmlA3O/rEulkT72ZFipcNqe6WpLiYkeFuRZKTCZluFuR6WlHqb02RcC3xEbo2rcj1MKfQ3YwqH0uqfYxpCzJjYJAhQ4L1GRGqzyjhCfnPzjktYgBzYwawIqEf50pMuVvanx8ajXjQYMHu5D6sSxrAyrgB7Ms351KLHQdLrdmSbsiq+AGsTDZmXkRf1sb353iBCYcz9Dmaa8jhZD1OpulzOqMfNyvNuFior/MFb861pie4P0PjLOlNsmZIvBkjEkwZGqnPxGQrRsWYMDbenNGJFoxJFjEtW8a8fCkT0swZnGBJT5KcziQlDbG21MYqqYlSUhRiS4KfhCg/GYlhjkT7aQj1tiXIU0yYsKX3UxEkTFx3BTFeMpKE9rNAE4YLFtc4Q2bF9NNp/8J7VqIxQ6PMyQ2QEOenItpPaPyREuktJcNDn3n5Znz/gS+n24RaSSVLa9xYWO7M+jpvnca7vMmDFTVerKxy0w2EFVV2bGhwYm+nN9tqtGxrtOf3c0Pgx3m8/98s3v8yB36eB78sgN8+/O/53wL4cTF8vwAezOD/8XSW4VVdXbsOcXd3d3d3dycJCREsSHB3d3dosVKs0BZogeJFCxR3hwgJTlss2XZ/11q85/yY194EdoxkjDme8ciXa+P5/PdIvlwezJdTxXw5mMD7HyJ4uTqMO3O9OT7WllubUpG1r0b+dhOyN0LR/wHZq43IXwvQ0CYUb1YgfzmdzpZhyF+ORto8DknzdKQd8+l8MRfZqyXwbj28/xE+bIMPm6B1Aa/P9uPGmlAuTDXmw2Zn3i8343qTHseqdfm5VJNfK3TYWqDKhkwlfsztxvYcJbbmqok+/d8XaLCzwpifexizq0KX7RW6/DnSg597mrCnSpdfe+pwoJcux/oacLKPPhcGGXJtsBodyyz5cjAE+YUMOrZ6cX2SNu3L3MWgmp9K1dlfbciBXtocrlHlyVhtvm42g2uRcM6ff9ca8mCUCqd6K3OkTpW/Bupwrm83ro/S4ME0Ey6PNOB4Lx2O1ulwrP6bnuB4H11O9NPlymhTLo3Uo/27cCSHK2nbkUfrrkI6dhfT8kMGb3bl8XJ7Dm92F/H25zKOjPVmu5BkVenE5DQDRiRqMDHXjKGJxgyKNmNilgfTi7xZXObNilI35ufaMDPDgolJxszKsWdphT8ra8JY0SOY5ZX+rO8ZwqZeMaytjmBNTSSraiJY3D2QRaV+rKkNZVWNLz8Ni+bolFQuLsjn8aZa/j0wjHe/9ufd7no+/NSTjh9K+GdPD/79VYB76vnwez2fjvXn8zGBMdSHz3/05t999bz/uYb3vwgGdL14/1sdHw705f3vg2je3cixefmsHxTJuEJ3xhQFMDIvRDwj8oIYkuVPY6oPvZN8KAmxJ9XDhDgHHWIddIhz1CfGTp94e226e+sxKVaX32tsaJ7ow4vxTjwZZsHT4dbcHWjOLSGFboA95xudOTPYnyMDg/i9fwgHBoTxW2MYP/cOZF+fQPYLFuk93dhT68n2ukDW9ghiTnEAIzO8aUr3YWReBP2TA2lM8v7m5BnhSK8IF6qCbSkNNKU40JDqMGN6RRhRK0A6QRoMCFNncqIuc5K0WZWhzbo0NTZka7AxT4fvhWyQQiMmJWlRG6JGQ4Qe9eEGdA8QKKEaDMwJoH95GnkxviITKM9TqMUG5AthNcEC8mLyzevIR/AtMic/0EZ0Mc3ytSInwIZ0HyuSPS1I9bcnxtOaSE9bgtxs8bQ3x9fZmiBXWwIcLQkUHEY97L9lAse5GoqCgxQPY1I9jEgR8jA9jcjxNibHU58CbwMqg02oCNCnwk+bXmFG9Ak1EH38GwM16e+nzPg4PRHrnxCpwpRIZWYlaDIzRp35saosS1JmbYYa61OV2ZOlyrNBprxuUuX1IE2uVapwOE+VnzM02Jmmyv5iPX4v12dvqQ4b07rxfZYG3wspS8mq7ExV4ec0ZQ7kqXMoQ4NDqaqc667Pb9la/JGlxp/5ahwtNxCL7MAYLQYlGzIiVZ9RaYYMTzJkWKIJTTFGjEg0Y3SyOaPj9VhZYsVP1ZasLhIEYiYMS7VkUKotfZNs6JVgJVpelwp+42HWpIVYkxRsRYyfBdF+FkT6WRDibUqYtwXhPtYkBLsQG2BHfIAF6X5G5HppMzJal0VJ6ixMUmVGohpDYvXJ8DMgVHiNnw1h3pbia1J9DZmeocOdyd6cGeDA5u6WrKtxYXmVIysrPVjb3UsMyljf24sNNV7sqHVkW50ta6rsWVPlKGoD9vV1Z1uNDWcWpUHrcuStC5G1zUf6dB60LEHRthRF23IUwt+1rED2Yg2SjtXI36yF1+vhxTI6bw7j89kKPh3LQ3ZSYIsU8PFIHp8E87En85G/3oTs1Q8oXv2I9OUGJC+/F5fAinfCjX8an5828flxP7oeD0TeOhZpyxi6no3k6/OxSNtmo+hYgeLteuRvBSjpB/h3J7xcy+drI3jyQwIXJlmzq1yJn8qU2FWqzJlBthzra8GOYiV2FyvxcJYH54faslMIbO+uz67ueuwq1+GXKj1+qdbjj34W/FZvxN4aPQ72MuJAvQ5He+lyplHQgWhydaA6j6Yb8+GnEJ4vsabrt3ier/Xg8nh9Lk60Yn+tFj8L6t86DQ5WqfD3ADXerTdD8VcQimMetM7V4NYQVU731eD3HkocrRMYRuqcHaDNuUF6nBlgwIk+OpwboMetMSZcG67N9RF63Bhhwl9NBlwaY83XX0p4s72ApxuzeLA+neebcni8PpXWTZm0bcnj2YZs8W1Hx3qyt8mTn/r780NvH1b2cGBRdztmFzkwOtGcYbFmDAgX4FZt5mRbMifbmsVFjqzo7iHi//MKnJmUbMXUVBsWFrszP9+ZxUUefF8byYa6aNZWR7KuZwzLKoRpIJJF3QNZUhnIqrow1guTw8AYDk7L4/zi7jzY0Itnm+t5vbMP//3ayOf9/fnnlwZe7arh/d4GPuztyX/7avnnl1o+/FrP+331vN1Xz4c/+tPySx8ure3B9lHprGlMZVxpEE05XgzJ8WJoljdDMnwZlRvMgBRPGpM8qI6wpyRA8CazFgNesjwMRfJJupsuqc5a5DqrMC5ej3NDPOiY7EXbaDvuDzHn7hBz0VH0zgBLbvaz5VydLX/2duP3Bk8ODgjlQFMUvzZG8FNDMHv6hrO7dwg76wPY0N2N9d29WVrqw7zSQMZleTE42Y2hGb40JnpQF+NBbaQzvcLtaQhzpibYie5BVhT761EeqEmPIA0awnWoCdagR7AKvSI0GRanx4wkA1blGLMmXYeNObpsLtJndZE5U5MMGRiuSW2YNt191Sl3V6IpTI2fhsSypHcWlTG+5AfZkOtjREmAsBw2IFswqfM3F4t/ihBY72tJdoA1uYE2YuEvDHUmJ8Ce/BAX8kNcyQp2IcnX/n+Gb9YEuFgT5CGEwtuJz/0cLfCxN8NPsINOdjfh2zEmSUjTET6Al6mYiVngayLy+SsDjb5JqCP0aQrXZXCIJmMidRgdpsbEaHWmxWswNVoQbymLN/55sWrMjVRmUYwS6zOU2ZytzI5sVfbmqHCzry6vRmnxbmg3PgzR5GFPDY7lqLA3XYWfM1U43sOIU71M2FuhxXeZyqyI78YPmbpsS9NhV3o39uWqsD9LiX1Zyhwo1OZgkS5/5KpzslCDY6V6/FBkRFO0Kn0F9XGKEUOTzRicZMGQBDMGxhoyKN6MQQmmjIzX5ftyS36tNmNDkY7I4hmdbkW/eHPqY03oGW1MTYwVpeGWIguoIMKS/Egr0bEzKcCcCG8jwn3MiPARuqkZEd6WRPlaEe1vTZSvELxgRI9AXWalGzE2VotibxWi3PXw9bIkIMCJ6GAHonwtSfIxEW8NR4c4cmGEM9vL7VhX5cCaWldWVXuwtNydNT28WdXDnY317vxU78DlMU5cnejO1gZnvq/xZGMPZ37u68aGclP2DPbi680Z8Eoo9ouRNi9G3rYUaesS5C+WigtbWdsSpB3LkQjPO5aieL5AhIz+O9ePd8dK+e+ooFot4cuJYj4fLxItiiW3x8Or75C92YLs1WZkr9bT9XItkldr4M1qeL0I+ctZdD4eieTBECT3ByG5PxDZkyFIn41E1jIVefsCJB1LkLxaheKdoCvY+k1n8F6Ah37hy6PV3NpZzsFRTvxQrsr2MhX2lKpyqFqFa6N0ebHeh4tjrfmlSJX93Q34ubtQ/HXZW6XHgZ76HKzW4XCDAUf7GnOsjxHHGnQ50VuLswO1eTTNjocTLbk11oQrYw05PUidF+vDeLzUl2uTrOjYFM5fE0z5rfobxfP8QA1uj9Hm7lR1/t1uxcctJjRPU+H2ME3ODVDhxmhjzvbV5OJgUzGT91iDIScbTbgwxIy7kyz5Z5U7rxda8HyaPndG6vC3YIO8Oo73P+bTtjGb5xuyebgmlcfr03mxOZ+2TQXcW5nOjSWpXF2UyolJ4fzc34ftvbzY0debbX3d2NLLmU31bqytdGVthQeryh2Zkm4q2q/39tNkRJQJ4+PMmJ9tw+oyR7b09GJ9lSfz8+yZke3A9Gw7cTqYn+8mRhaurw5jY30Ua3qEsLQ8iBU9wpld7MvCyiAW9whkeU/BU8qf7/rFsGN4KodnFHF8ZgE3VlXxYnsfXu/qxZuddbzaKcA+PXi5u5p3v/XizW+N3P2hJwdn5rChKZF51dFM6x7DoHR/+qT70pjly/B8X0bm+zAgzV10Fy4LtaR7qAWVQWb0jnGiKtiG7gFW36IafXUp9VZnZJyBKGa8N8GDtoluPB3lyu3BTlzsbc7NQebcH2LN5d7W7C8yYn2KDsuT9fih1J5t5XZsr3Tip57+bKnyZ0tNMFtqQ1lXGciKcn/mFHgzOdebyQVBjM72Z0CSwOyxp1eUPbVR9lSH2FLha0GlvzVlAVbk+xhS4KVDdaBAnVenPlSD2jAN6iI1qY00pLu3GiNjDZmcZCDCQcIucnayGmPi1GmK1KRfuA51oTpUenZjWpI+t+Ym0bq2jAVFrjTGOFAVYEqpnzG5njrkehuSI1heexiR7mNOopsxyR6mZPrZkBfsQH6II3khzmLhL470piDck4xAZ5L9HUVdQJSnHWEe9kT4OBPq7YiXYDltY0ygiw0h7vYopbkbiik46Z7GYhhyppepGIIsiMOEBlDmb0zPEBMaQgwYEKbLoFBNBgerMzFWj3HhqkwVRF7xGsyOU2NOjDJzo5VZGq/F4mgV1qQIvHhltuep8UeZLgcLVDhVpUz7BBPej9fgn1Gq/DNKn9s1ahzNUeaPPHX2Zinze4kaR+oN+KlMmzUpKmxI12Vrlh4/ZqiyO1uVg4Wq/F6kwQ+pyvyUq8LeLFV+SVfl1wJDVqZp0xSuQlO8gbhsEQr/oHgLBiVZ0D/elL5xRvSLN2F0ugXzc4zY09OaXT1MWJynx8R0E0almjI+04jxaQaMSjahKd6Ipnh9JmSZMTbDlMYUO7JCbYj2MSHE05hw4TbvaU64hwnhXiYEe5gQ4G5MhI81WULsXKQ5KZ56BDnqE+hhTYi/C6EBzoT5WRPnpUO/WA1ODnfi6BAb1pSasLa7KyuqnVnew5HVtd4sq/FjRbUna6vd2FTtzMH+TrTM9+DhHA9+rLVjTbkTm6uc2VXvxI5aO7bV2fDgpx4iLVPRugx561Lk7ctRtC9H3rYE2pbCixXIO1YgaVuMon0xsgdT+Xy6P+8OlPHvoWI6D5fx9Uh3Ph0q5fMf5Xw6UinaEwivlb3dRFfHKiQvvx2ZUMxfrYY3AhVUgJemI388iq77jUju9qLrbgOyx0OQt05G3j4XyavlfGlfxteOFUhfrUYh7Ag+CA1gH3w8CP8d4MujVdzbU82hsU7srlDieEM37k8w4voILY7UKPN7dy32d9fl92pjfqsxZm+lHoeq9ThSp83hXpqcHGLCsUYDMd3rcL0KJwZpcm+OC+eHGHJxsDEn+2vzWy9lzo4w5dJoS54tFDx8XHm4wpnbc224NkqPO9NNuT1VEJopiUK09vmG3Bsv0FDVONekwfVRBlweosPZQXqcaDThSG8zjvc34++xNtyZYs3rlS68X21D6zx9HkzQ5t5UW979mEnbhlRavk/nyZpkHq5M5NnadO4vT+HW4mQuzo7n3MxEri3N5fT0RH4ZFMCOvj781M+HXX3c2d3PjV29XdlR78ruvu7sHejOtt5ubKjzYnWFM4sLbJiRbsb4RIEpo8XYJHMmZ9ozNduR+cXuLCxyZHmpI0uLHVhc6MCiAlcWFnqzvHswy6pCWFoZyJKqQJbXhLK0KogVNcEs6u7PkuoQ5lUEsqRnOMvrI1laG8z3/SPYOyGNSyuruLepltY9jTze1ptzy8vYMz6VZQ2hTC32YUqpsDj1p3+KJ30S3RmcF8zwwjCG5AaKVvKCa4BAJBHyRAamOjI004khafYMSLBmYIwl/YOF8B0ttna34vIIX5qn+PJ4jAM3hzlztMaaEz1tuN5ox6ORzlwe4MgvZRbMjVZnaqSmKBrbWmbP9jIbNhZY832JO6uK/Vlc4M38PC8WFPoyI8ebqbm+TC0MYVSmHyMyfBmY6EbvCFt6R9rQN86B6mBLeoTZIOSnFwrFOdCcCn8zKry/sSbrw7WpjdCnR5g+pUHm5HvqUxMsBGCpMzBSkxHxujRFadIrtBt9I7XoHagpUkW/62FO29oY/t2QyZ4GV+bkWDMs3oxKHz2qAoypCDam0N+ALB+Tb+iMpwkpXuYkewiYvxU5/rYUhrtQHOlOYYQnJTH+ZId6kBnsRk64J4l+DsT5OBDn50ycvxvhXo542Znh7WBBsLs9IYIZXIa7jogzCSfDU49MT30yPQ3J9jSkLNCcaiEcJsSYPqFG37B+cQLQYEyEFpNitJmZoMOcBG2R678wQZ0lCRosT9RiTZIWG9LV2JKjzo5cLfYXaPBbjhKnK1W42UeFd5O0UGwL5e0iB14M1+BSdyXOFKlxMEOZ/dlKnKwz4Ei92TcztXRN0RhuU6Y2vxQYsjdXgz9KtPglX1VsCgIraFuKOlvS9JiXoM3AUFUaY/VpjNFjULwxTfEmDE+xZGiSBX2i9OkTa0JTsjXj0sxZmGPEjjp7lhUYMSpel1HJRkzN0GNFoSHL841YUWTCymITFuQbMDJOnaoQXZJ8jIjyNSXQ05QAT0sCXM0J87Qg2MOUEG9zAr3MCfa2ItjTBD9XPXzdTQjwsiTYx4FQPxdCvK2JddemT5gKBwbac26Ugxgcv6jChcWVLiwWHAurXFjV04sVdf4s6+7CpjpPtta7sae3A2fH2HNggBnflVuxodKJH3vY8XOdPbtr7djRw4oTM6OQPpkDL1cja1uOvGMVio7VKFpXomhZBS/WIu9Yg/zlShQdS3h1upE3B6r4sL+Yf38r4uuRCjpPVPLlSDn/HSjl85EKvpyoRP5kFor3AvNnBdKXy5G+XIH8lQD/LP+mBXgjPC5C9mQCskcjkN4bJIaZS5+OQtIyAdnLufB2PYr325G+/oGvHWv4/GI5klffwT87UXz4GT78Dh9+g/fb6Xowi/s/ZnN8pAVnBulwqkGVozVqHK7TZl+lJr9VGPFbTzMO1Jnye60Wxwfq8Oz7cO6tDOD3Rm1+r1bjYA9V/mhQ59Y8D86PsOBwrToHalU43qTHxRHGXB1tzPP5TrSudEFyNIWuP2J5t9WLr4fi+PfnIJoXGPN8qjlXhmtxslGJ84O1+HuYEWcH6XB1nBkXx5hybqQNZ4UCNMmDGzNcaV3hj2RPIvKfI3m1yoGWhXZ82BTLh58KePVjjtgAnq9L5eGKeB6vTubeihSuLUzk8oIUzs9K4criLI5PjhADe/YOFoLThaQ3T/YNFOi+rvzcz51fGl34dYAj+5tcODTch/2DPfmpnyASdGJtlRPLSp2YlWXFxCQTBgSq0c9PiUFh6oxOMGB6jg1Lyz1YU+3Pqkoflpd7My/PlVk5riyrDGFpRQgLy4NYWRfDqroYllRHsqwulmW1MSytj2FF71gWVoewpC6URdX+bB4Sw4FZhaxtjGJ6iS8zykOZWRXN6Dw/xhYF0pTpwaBML0YUBjOxPIrecd9chIv9jamLtmZ4lgfDstzFIPspxb5MznZgdrYVG4ut2VNhxuXhXtwf5c3jUZ5ca7TiVE8DTtdbcKbBjuuD3Xg40p1LfW04XG3FjnIbVmQas6HYir117uLSd02OBbNTrZiQ6MCMHH+mZ3kzPcuLWfn+TM70YmyaO2MzvBmR7klTogsD4p3pH+dMr0gbGqJtxCTE6mhhShGYj+ZiA+juZ0p9hCB81aJ3lD49I02pjHQgL9CawkBzqiJM6BGiSV2YFj2CNKkJ0aE2VIuGEA0Gh6ry+yA3Xm+MF38uTo9wZWmBlTih9YswoTLIUiTfCNG7ZWFm5AcIC19Lcfmb5W9NdoANmb6W5AbYkhfiSHmMN4WRXhTG+JEb5UtasBsZYR6kBruRHOhKgr8zcb7OxPm5Eu3jQriXk7gPCHWzRSnHQ3CjE+TJhuT76JDjqSV6Uwje/xUBRlT56tAryIA+ATr0DdJmaJQRQ0K1GBmmwdR4PabGaDI7QYt5CWosS9ZkeZImKxLUWZuiyY/ZauzOU2d3vh67s9T4NUuJ4wXduFbdjRdj1eg63Z3/DuXxdo42rcPVuFWjwYUSLY7kqXCoSI2jNUb8UWfNtkJ9NubrsCJRhdVx6uzK0+e3Qm325qjya6EuP6Sqs1lYNMdoMD9WlyFhavSL0mRAgh6DE3QZHqvNiGgNxiYaMjzRnIZIE/okWNMv1pRB0brMzjFhQZ4JYxINxCYwJUmNNYX6rC82Fm2cZ2doMSxOhZoQdUoCDcgJNCPa20hsAL7uFvgKcW1uQuG3wM/DFB93E3zdzfBwNcXN1RgPVyP8vCzwdLfCz8uaMBctGiPUOd7kzIm+RqwvM2Bxd2cWVnqxqIcHC6qcWVbpwopyF9bXerOuRlj4OrOx3oUt9c7s6GPH9xWmfF9ux+Yqe3b1tOKnHmbsrLLklzpHvutpRtvJQfB2HXIB5+9Y822J+2ItvPgORdt6ZO3C25ZBxyI+XR3Km0Pd+edQOR+PVPDf0XL+O17KP0eKeX+ggM9HS/l8uJgvV4eBcON/swa50AQ6liJ5sQheL0baNo+vzTORv5oLr2YjeToO2bOxdAmQ0JNRyFrHImmeiFzUC+yED3vhv91I332P9M1apAKt9M0PyP/ZAUIjeLsbRMrpGj7dnsqzHcUcGWzBLz1UOVinwaFaLfb30Of3elN+qdbhtwZNTg7V4+2uZO4u9+f3Rn1REXy0Wo/jDfrcnCl4KllwfpCOqO79a4QOF4Zr8PdwNe5O1ef5SlvkJ+ORn4lGcTEJ2a3uyK8W8XKLKw+mGHF1jAHnh+ny91B9rg834dZUe27NcuLuXFeuTXXl/sJQHi4JpXlNOG83x9G6OpiOdUE8mOdEx+pgXm9O4+7yWM5P9eXG/Aier0nj/rIE7ixN4PayZK4sTODCnASuLEzn3PRoDo/y4choP/YNcuXAECG0x519A935vcmHvQO92DvQk1/6u7B3gGDb7cihJmeOjvDid8HKu59gDujAjlozttdZsqHajOWlBswo1GVSkQHjsvUYlazJ6AQtkRSxqtKDFd39WVjoy4LiAGbmejGnKIClVZEsqYxgcWUES3tEsbgyXGwKy2oimV8RxKIeoazsFcPGwWksqY9kVKYr08oiGVcQypiiUMaXhzG+PJQhuV4MyfWlPt6BqkBDGiIsaEywZ2iGC0PTHRiV7cK4fC+mlPgxr8iNzT1c+WtoIDebXPmzUpe/Gky5PdiBv/tZcnWQI9eGe3BrlDdPJgVzYaATh+ts+LXKjp3lNmwpMmVnuRkHam04WOvAj+VOTE+0ZkiMHcNSvRmbE8TETF+m5fkzPt2DiRmejE11Y3CMDUMTHBgUa0/fKBt6R9lRH21HXYwtFeGOFARYkedvRMn/AuQLvPXoHqxLRaAa9cFKjM9zoXdGKJn+phSHm5Lrr0tFkBY9AjWoDNSiOsyAGm9VRsepc3ZKMO/XR/H++yj+nurPmkJT5ufbMTbNWSz+ZWGO4ikNs6M03IGSEFtKwxwpCXciP9iOolAH8oNtKQ53pjTSjeIID3JD3ciN8CI5yI1Ef2eSAl1JCXIXn8f7OhInHB9nYn1ciPdzF0VgsT6OKBV7q1Pur02pryaVQXpUBOhS6KH+TdUbbEjvYD16+2rS10+DQaG6DI8yZHCQBqMitJgYLdAqdZkZr868eDWWJHwzw1qdpM6qJGV2Zinzc7Yyv+ZqcqBIi99ylTmep8zVSlUeDNHg3f48FM0Tef2dAx0T1HjeqMGlElWO5ypzokhoAhoc6G7Mr+XG/FCox6p0NZbGq7AkQZU1qRrsyNHm52wNfkxSZkuCMj8kabA+WYcJESqMjlFhSpImM5I0mJuiIdIwhTzXfpH6lAXq0FMIlI4yoWeoLn0jtBifasCUFD3mpmmyOFOVNcUGzMo0Yli8PrXBqpT6daNIkG/765Lnq0u8p7a4Bwj2NMXPxQQfZyM8HPXxdDHEw1kfN3sDPB2EmDdzPF0s8fSwwUnIO3bRpjZSi1/6OXBygBXbKoxYXm7Hsmpvllb6MavIlbkl1iwrsWRzlSubq91ZW+HA0nJLlldasr7GivVVZqwsNGRVnjGrCg1Yma/OthpTNpab8F13YxaXanFyTTq8Wi/CM8JNvfPFMiQvVqBoX4OibTVyYTJoW8TXR5OR3R7Jv0ereL2/gA+Hy3h/WAgjqeK/o93593Ax//5RyKc/inhzrBJ581wUL9ciFaaK16tQiOyixUhfzOH9/dF8bp6ItH0qX5+P5svTIXy63xfJg/4ong5B8mgwnU9GIe9YINJKhWIv/3c7so8/fnv+bjtd79bS9WoD0o6tyF5tgNfr4N338O473l0dzfl5wfzWV4+fe3Rjb081DvXW5Y86LY721OBkvRan+htwsJcue2t0OFBnwO/Vuhys1eFIX10uDdXm7gRN3q225flSC+7N0OX+FB2eL7XhxU4f3u9yhvORKO4WIGsdDG9G8s+xWF6useefjYH8PcaYO2PNuD/RhNYVXjxb7cet2c48WhTEf9tyeLE+lpY14bxYF8GTxYFcmmDP2dE2XBjnzJFhduzua86uehPOjvPh2fI0Hi1P48rcGK4uiOfakmTOz4zhzJQIfm9y4ff+9hwY5MTBwU4cbHLk8DB3Dg0WvJ8Ezycvfu3nKk4B+we68HODJXsbLNnXx4IDAyw40GTKxZmu3Frpx6MfI3m+LYz2nWF8PJbB57P5fDxVxvWNiWwa6MTkTH1GJxkxOsmM0YIbZ54L84o9WS0whXqEs7DYj3l5Xiwu8WdpaRALiwNYWR3J4sow5pcHs2VwDrvGlrKmXzLjcoUiHsy4wmBG5gcyNNef3kmuVIYLglFDaqMt6Z9gzegsJybnuzCtwJXxOU5MK/ZiUaU/G2q9+K2fM4+mB9A8xUM0YjtUpMXR7jpcHmTFwyme3JrgwY3JQRxqdGF7hQ1L0wyZGKbJsEB15iQbsiFXj6MNNpzo68JPVW5MibVkoKAbiHdjVJYPY3N9GJvhyfBEF/qHWzE8wYlBkZY0RVoyMMKC/pGW9I6wpk+0EzWh9vQItaN7iB05PqYkOmuLTMk8fwEi1yLHU4lqfyV+HebPwfHx5HkbkBdkSHGEPsVhBpT6a1IZoE55gBqlPipMSNLjwfIE/t0UzvsVPjxdGMamKksW5dqyotibIXFOlIfZkBtsIeogSsN8KAn1pDzCicpoVyqi3SiJcKYk1JEyofhHuFAa4U5BmDv5EV6kB7mKDSDKy5Yob1vRNC7ay4FEf1fxxPs4E+PpTLyPqxgkE+Nlh1K54O/jo0WlnxY9/LSo9temyleTukAd+oXq0y9Qi+Fh+gwL0aa/rwpDBD/rYHVGhmsyJkqD8dFqTI9XZ26iOksS1ViZrM6aZFW2Zqnwa3Y3DhZocDBPnWOFypwWdAAV2lwoU+FKbxUerg5D/nYB/54q4M1sfdqaVLhcrsSFUlUulqnwZ4ka+/I1OVxpyrZ8XVFEtTZXk7nx3ZgWq8rSVG02Z2ryY7oK38d1Y020MuuTNVmSpMriRMGTR5tdBXpszdVmWZYhjWEaVITqk+OvQ0WUOT0ijakL16NfnKkoyhgVq83qEnMW5+oyKl6V2hB1SgO0yfNRJ9tbmXw/DfJ9NMn01CDFV5c4H33CPPTxd9QhxE1oAoZ4OOrh5WyAl6MB7vZ6eAiNwdkEN0dDQhzV6R9nxI99vJicakyttzLLK1xZ2t2dhWUeLCzzZGGJGysrnNhSZcHBvs7srHFkVz8f9o4LZ+tgF/YMceDX4Q7s6m/NzgHObOlnz5ZGG/6Y5MfPQ53YNdiWHUNtOTArlK57c6BjGdKOxXS1L6LrxUJkL74tg2Vti5G1LeLf2xOQ3p3Ahz/78Gp/Mf/8Uc6HIzX8e6SeD4cqeX+giA8HCvjnQCHvD+bz6eoQeLleVADLX64WoSWBQUTHYiRts/jaOgvpi/nIO+YhezGdL09G8PnRIOTNI5E/H4H82TBkT0egeLkAhcAGer8DyT+7kP63B+m/e8SG0Pl2C5/b1yAVltTti8RpQ/FqFbxbBx3LaTvah4OjbNlX3Y0zfXW50NeAUz21OdlTj6OCF1CtAb/U6PBLDw0O1GrzR4MuR3vpcW+sDi+X6iI97AOno/i805Unc3V5vcWTL0eTaV9nw397PJDfLIY30+CfaUiuFvJ2sydPFjpwfaIpV0frcXuyEe+3BPPux3BaVvnQsiqY9jUxvP4ugUeLfLk53YGLYy04NdiYP4dacmq4LQcHmLK/nwm/9TPjYKMFjxcn8GBJElfmxnJhTgxnpoVxenIIR0Z4cmCAEGLuyMEBDuxvtGVfX1v29ndiZy+hiTiys481PzVa8/tIFw5O9ODkrAAuL4/k2fZM3vxezPvj5XSer0RxuQpu94BbxSiu5yC5nIniRhHcqhQTzGSX+vBsTwn7JwaxsMSMsXHaTEgwZVycGVPSnZme68msfA8WFvuypMibFWV+LMx3Z36BB3PzPJlb6MOqulg2DspkelEA43K8GJXlzeBUd/rGO1ATbkF5gB7VYfr0T7JkVI4D08o9mFbswNwye1b2dOOnYVEcGhPL742u3BrjyfMJrjwa48jp3gYcq9XjfG9zTtYYcGmYGwf7OrKlwpZVhfZMjjOk0bcbde5K1LkoMyFcm5+6W3J5kAuXBzhwqN6ZdSWCaM6TIXFuDEtwY1SaC2MyXBiV4syweEf6R1rTL9yS3sFm9Ak1Z2CMLf1j7GgQHI4jnegZ6UJNuCulgTakuOqR6KpLipcWWT765HnqUBPYjd/Ge9L1c3d+7e1OfbCWeEEsDTOkPEKf0gBNugdqURmqQ1WwCn9MC+ffnzJ4scyV9oUeHOjjzNIcO5YWuTMzy4W6SGuKwu0pCrcVC3x5sAcVoZ50F3LZo13pHu1OWaQbJWFC4XelJNyFonA38sM9yAn1ICXAhdRgdxL8nIgQHEHdbYn2ciLeV4CB3InycCDa04EEXxdivR2+NYAqX32qfXWp9del1k+TOvFoiIuK/sFaDApWZ0y0HmOj9GjyV2dwoAZDgzUZHqbN0FB1Rghirxh1pidoMjtOnQVxahzp48IF4Qc9T6BtqnCkUI1zxaqcL1HhSg9NrlYpc6NehevTXOlqnoPk2STerbDn/Vh1Xo004UpFN66WKXG+RJWjhbocLzNia4YG32dpsTpDnYXJGsxJ1mVWgj6TQpVZkKjG8hQtFkSqMDdYmcVxGiyIVWZlvDLbszTZkqXFrERdSjxUSfXUI8FTn1QfPcrCzaiJFIztzKkMN6JvsCoTk7SYmK5PrygtyoP1yPHVIcNXm1RvDRLc1Il30yTOXZt4X33C3XUIdtEh3N2IYFdjvJ0N8HA2wNPJCB9nY9wcDPAUGoOdBmmuKoxKt2ZpmYcYhBFr2Y0gMyXqY6xZUBnI3GJX5hU5s7TEge8qHdhdbcL5YXb81ttSzOn9en4S8rszkN8Yg+LmKGSXhyG7PR7pXeHt41DcHI78fB8+H6niv0NVvN1fyccLw6B9KYr2JciFZW/7AqRtc5G1zEbRNg958xxkT6ZD82y6bo7l88k+fDremzeH63h7qIp3B8t5s6+QN/sL+edgKW9/yeT9kSoUrUtRvBZgmzXiRCEshxUv5iJpnUZny0yRgSTsHwTdgbR1Jp0tE5G1jEXePBzZkwFIHvVH8nQ0XS2zkb9Zj+LfHcjeC+cnFP/sQfHvLhQfBMrpSiQvl9P5YjFdHYuRv1wMr9fA+w18vT2Nu9+lcmmcA5eGWXK8TpMTdXocr9Xnj546/NZTg9PDLDhQr8GRBi1O9FPn+Rx9JL+4wo00eFiG4nQ8L9Zb0rbamrbVLrQsseXN9458OREPjxuRP+zN+8PxtC534OYkA+5NN+fxDAseTjPmznQj2le7IdsXz8v1/jya70Xr0lBuT3Hi0hhDWha6cXeqPXemuHBlvC1353vStjmRixPsODbIhCuTvLg6I1RsAGdmRHBsQiAnx/rzW19bDvax41A/e/b1thJVwbv7WbOj0ZafR3hyZkki13/I5/m+Sj6eb0R6ZySKx+Ph4Rh4PBrFvSHwYDA8HAj3+9B1rQLJzXJkd8vpulGC5EZ38Xy5XIxcbAS1cKMfL/aXc3h6OKurbZmWrsN0ITMj2ZxhkXoMDNMRod/RiVbMEZpBZTDzi31YWOrLku7+zC31ZUy6MyNSXegfKxRQS2qCjOgTbU7fKCNGZdgxo9iDGYUuzCx2YkGFM5sa/Tg0LpqzEyO4MtafB2PcaZvgyrXeepyt0ebSAAseTHDjUpMT23L1WJVlxPREQzFPoI+XPvUeWgzwU2FakgnrSlw41BjI4T6eHOnrxc4qJ2anmDEm3pYhCe40hDvQGO3E4Dh7xiY7MyrBkZGJTgyMsaNnoDn1YbbUBlvSN9qePpH21IXbUxflTE2UK6XB9iQ5GxDrpEussxZpgpW0kwq9/FU4PTMM2e/5XB3nzopkHQZH61Dkq0FRgB4lQdpUCrh/uDElPhoMSbdiz4RYLi6I4drsAI4OtmdJlgnz02xZku/O8ER7SkKsKAp3/Ab7CDBQiDMVoa6UR7pSEGJPdoCteOPPCxKUwh7khziTG+RMTqg7aYFupAS6k+ovUEC/3e6FBhDp4UiEhwMhrrYi9z/S3Y54P2cS/L5BQ0qV3vrU+hvQO8iQXgE69A7QojFEhwFhOvQPVhMZPyPCNBgVrsmwYB2GhejSFKjB4BAtGgOVGRqhyZgYTcZGqDA5XIXZkSpsz9XjTqMeJ/K7cTBHmWNFKlws0+B6pRbXK1V53qjJzVolHszzR968DD5s4J8fQ3k3SZ134/RobdLkQbUq53NV2JfYjT9ytdkYq8SaGFU2ZuizLEWbufHazEo0ZGy0AcNjDBgWqs6EEFWmhmqJI+Fwf6VvQrRIZZYmqDInQbC2NiDRWZcoQS3naUyihz4ZvqYUhtlQFCRAPeoMidejb4we5eGGZProkuKpRaybGlHuWgQ56eLvqIefkx5+zjr4u+gS6KpPsLsRfi5G+Lqa4uVigoejMV4uxvg5GxDqoE55iC5z8myYnmlJgas6YWbKhNnpEOJoQLi9FvWRZswqcmF+oQOrSx34scaZvXWWnBlqw7GBFmztYcKVtbnwYiG0TIcn41E8Hof02QQUz8bBk+F0Xarh46E8Ph8o5tPvpfy7r4j/jlTDs4XQthLFiyUo2ucjb5mO7OlEFE8n8fnWCP67OpiP15r4eqWJfwUTr2ONvD/el3dHqnj3Rxlvfivh9b4yXu0t4Z9fcnm7t5DOu1PhzTqRCkr7KmidT9fz8Xx9Poau1unQsRTaVyBvX0Ln81lInk+j89EwJM+akDcPQ/ZsALJnTciaRyNpmYzizVL4sBHFB0Eotgv+2SWqh+XvNyN7uxHZ29V8aptBV/sMFML77lgL7zbCu7V8+GsIZ2b68GuDJgeqVTjdoMOpOg1O9dHk1mRHjvXV54QA/4zQ5N06S2R/+KK4XYCiuTeKOyXIT0Tz/js7Hs404e5UU1pXO/Futzevt7vx374g3mzx5MUCW/5Z78mTmSY8mqjPs2m6tMwx5u0aRz7t8KFtvRf357pyfZwNN8dZ8WCqFc9n2/J0tj0vl/pyf7oVLctcebbKl9NDdTjcV42TTUb8PcWTK/PCuL8ujfZtpewbaMePArW13oLDIzz4fYQLf84MouWXKtpPNPLx8hhongcChNY2C1nLZGTNE5E9m4D0yTgkD8fQdXcosntNyO71R363P/LbfZDdrkd2pwYeNSC92xPZ3So6b5bRdasM+f0qFPdr4W4vuD2A18cquLA6ku2DbFhZasSiQjOm51gwMtmSPuFGYoDJgGgzhiVYMiXbidmFrswq8WF0hsCVN6J3hCnDUh0ZkmzLiDRbphW6MbPQhTkFQjaFL7+MTOTwlAzOz87h/MQoLo9w4/kET9GP/69afW4OtqNlsg8vpvtzeagrW/LNmJtkyXAhkCpEjwYfXepc1JkYacieBh8O9PNmXbYpq3JsmJVqzZgEG4YmOtMnwpY+0Y70DLenLNCGHsE2DIyyY1ikJaMS7BkQZUltkBm1obZUBVpRF2ZHzxAb6iPsqQ6zpzrSmeJgO+Lc9Ai11SLGUY9EFy2ynFUYFK7MjYXRcKiAjmURbMrTZGaCNv1CNagI1qY0SI8yf216hupTJTyGGLJjUhkXNgxj75Qctg4OY0aRA5My7ViU68qCLHd6BJhSGGxLUagj3SNcKAwTlrtuIvbfPcKZwhAnMnxtyA50IDfYkSx/O7L87MgNciUz0IVEXwcSvR1J9nYk3tOOWC97Yr2dCHe3J8jNhhA3G8Ldbb5NBl52xPg6Eettj1J3Hx16+OrQEKhPLz9t+gVqMyBUj8YQLQaFaTEiUpeRYZqMEk64AU2B2vTzUWFwmAZDItQYEa3OFCEOLlL1GwMouhu/5anyoJcajxt1uVqjw5kiFS4XqXOrQoNnvbXpGKBB83BNUTrOu+3IX35P14ly2qdp8c94FT6O0eDdYF3uVenyR7IyB7NU2JOmzIZoJdbHCx47+ixK0mBBugHT0kwZEWvMoHBDGgN16eWrRu8gNfqHaDI0WIshft2YHqXKnDh1JsXpU+SpSZSLHiFuxoS66hHtrk+Sm66Yy1kVaUxRoBZJ7mpECAXeXotwVx3CXTUIctTAz0GAdgy/QTwOugQJN38vIwK8DPFxM8LH0QR/JzN87fXxF0Qrvppi9NucIgsagvVJdlQhxFaFYCsdIpyNifKwINxOi4ZIY+YVOrIgz5pNPT3Y2sOJ3bVW/NxgzM5qfbZXmbBniCMfLvSHlknIHg5D/mQ0iubJKB6P4tO5Sl7vS+ft/gLe/V7Ju98qefNzMW9/KUZ6VyiaAttnEYrWmUiejqfz4QgUj0aieCAUjGF8vNKXrutNvD5cRccvpfxzsJ53B3ryal8Z7bsLad9Twos9Rbzek83bPVl8Pj0A2pcj7VgDL1ZByzy+PhrB1+axyDvmi8Vf1iJMBNORdcxF2jadzmfDkTwfBYJlRHMTsqd9kT8dguz5UGRtY5C/ngPvv4d/dyAXGUHbUHzYguz1OuRvliF7NRfZy9lI2mYjaZ6H4uVyFK9WigrjzkdzuLIqgV/r1DjbT5cbQ0y41F+bM300RBHYuYFGXGjS5tlsffjNA8XfsfCkFMXDUjqPR/P2eweezzPn9lRzHsy2oXmhDa+3evNpbzAff/DmxTwbWhda0jLflNbZJrTM0+PNCjOk21z4utuLN39k8mRNAE9n2/Jshg1Pp1lzZ6wR9yaZc3uyOXcmGfFgkgmXB+tyfoAuZwfqcGaoPi2rwrkww4UrS/14+kMKf4xz5szsIO5tL+TfC8OQ3puA4sk0aJsDL+bD8/kons9G9mwGXc+nI30xDWnbFLqejKfr8XikjycgfTQS+ZNBdN3tjex+E4oHQ5Df743kbgWd96qRPe6L/GEDivsNyG73RH6nBuntnkju1CK/34D8ttAM6vl8uoxbayP4faxARLBlebkTa2sDmVfiyrRcB4bGGzMo1oj+0UYMiLVgQLQ5Q+ItRKbd+FxHpha5MbvMi6XVfiyrcGdTL1+OTkrh8sI8zkxJ4NLkGK6N9ebmEAvuDTLier0OD4c48HxyEBcGu/FLlRXL00wYK+wdw03oG6hHvY8aTYFabChx5szQYA729mRDsT0TY00YFmVBY5g5jVFCEpcjDf8LZi/0syDZXofKAHOm5ngwM9OREUn29Aw1pTLIlIoAS6qD7OkZbEOPAEGD4ExlmINouRDupIW3VTciHLSJd9QhwV6JIQlaPFgXA4dy+LQ+huP1NqzM1GdimjHVwZpUhulSESpY6KtTFahNeYA2M3pGcXHrGI6ubGDLpFyaCr3JC3OkNtKBadl+jEt0pSrYipJQe8oiXKiIcqUkypGyKCFy14HyUFuKw5zID3cnO8SF3BAHCoIdRPFXXogbmUGuJHlZk+xlS5KXE9FuFoS7WBLr6UyUlxNhXvZE+tgT52NHjKcVIe7fNAARAguoxEubCl9t6oP06ROkR29/TfoGaYnwT1OoDsPCtBgd8e0MEwqqIHf2V2FEuAZjhJjGOBXmxauKy99Nqer8lKnO+Wpd7jWocatBg3MlKpwvVOZCoTK3e2jQ3EuTJ72Veb02SLzJyf/dj/zV93TebKJtvglfZ2rxcZQWr/qr0lyvxeVCdY5kdWN/lgq70lRZF9WNtYnqLEpQZ0GaPnMzTJiRZsrERFOGROiLOcYCB7fCR426QG1qheOjTH8/JcZE6dI/3Ig8d02SXDSIdFAVC32kMN656ZEZZEKcuyZBdup4WWjiaalDoJMBgY7aeNmq42qtjbONLp5Ohng66ePjpEegiyGBLsb4OhnjK/iWOGqS5KxK3wg95uQ7MyrZkhxPNUKsNAmz1SfYSpsAG31CHHSId9CgV7gVM/McWVNjwaY+ehyf4sKBkRYcGW/CqemmnJhozJ+TzLm8zJkPf+bA8xEono4QaZayR6OQ3hnMPye7074ng/8OV/DuQA9ad5fQvqOAjl0FfDg9AEXzfGTtC5G3zYLWyeLrFHcHIL1Wh+LRMHgxE9mjCXReauTVviLe7K2g45dKXvxUzIuf8mnfU0TzT7m07kyhY0cir/cWI38yW2QE0SZoCpYheTWXry9nIu1YgLxlEfLns5E8nwIdc1G0zaWreSSy1hFIW8YjaR6I5Gk/pE+akDwRNAIjkLQMR9o+Bem7VchFA7mdKN7tQPFus6gelrxcgqR9PrKOeUha59AlNJiW+chfCNTTdaK24dneKi5OdOD2SGMu9tPgTC9VLgzQ4e8mfS4L7J2xWrzd4IjiaCTyMyl0Honn/a5gXqxx5dkCO57MceTZPHfuz7Dnny2+fNzpRed2L14sMuHOdA0+bnLhzUprXm5w4c339vy3wRTFH35I7vSkdZMfLYuseTbDmjtjjLk/1oQH40y4P96EO+MMeDTRhBsC+6ivFqf7qXOsvybX5njz1+Igbm1L5dW5Xny+ORKap0LHbGifhVRo9q2T6Xw2ga7nk5C3zEHeOg95y1wULxYgb5uLon0m8ubJIHyvn0xF/mQc8scD6bpdi+ROb+QP+iO53wfJg158uVWL9F4/pPcH/m8XM1Rc0Hc96I30Xk/k93vy+UoJX/8uRH6tHO714vPFOu78mMH+Cd7sGujB1gY3dvQTPKl8WFXvx9QiFyZk2TIuzYIpOfZMK3BgQaU7SwURWt8g1vf2Y3tTIMenJXF+djI3FqbycFEK18d5c7m/KTcajXg2ypm7Q105WW/Lrz1sxYvkbEHIKaAQgQbUeKgywE+VFdlmnBrow42xofze4MHCdHMmJlgxKNSUAYInWZgl9dFOVIQ5kehiRIiZGjGmSvSPsGBhiS/TMp1oDDcWg+CrBBfjQDOKfcyoCXOiZ4SjqEIuEDy+XPQJslIjxF6TMActYp20SXVWYlqpFc1b0+FAOq9X+XCmyZJtZVYsyjJnWJw+lUEaVIVpUxOuTU2YPkVeWjTl+PHb8pH8PK+Rhf1TGN8zjoIYAa93ozDMmQHpPtRF2lIdbUdpqAPdw1ypjnKhMtqe7mH2lIa6UhgZQHawJ0VhnpSGu1Mc4kKWny15oU5kBtuTGexIqo8Nab72xHsJCmBb4n2dSA5yJ87XhWhPR/HPSX5ORLpaE+VhR5yvk9gclMp9dMUg+NogPXoF64rB7APD9RgYosfAIB1GROozKkqXkVFajAhTZWSoOuMEFXCoKjNjVFkt+PNnq7O3QJO9WSoczFfhZKkKp4q6cTxPiZO5Klwu0+VCmRpXK7rR1k+Ne32V+edQd/i4G9l/h5C/3YLk0STernbj/Xg1Wvqo0NGowquB2jys165VlFkAAP/0SURBVOZiuToHs5TZlqgqBsNsytRhcZwKc+PVRA3C7CQ9JsVpMzHJkDGJpgyMNKJvmAG9w40o8tUm20ODQg8NCpxVKPcSurIehX66ZPsaEONqSLCzPn4OmgQ4auBlq4ynjRpetnq42+jhaquNu702rg66ONnp4WStj7O1Pq72+ng66BPgKPywaBJpq0qGlwbVkYYMTbZgRKwpFR4axNio4GWtg4elMEoaE2VnTJC1Jtl++oxKd2RRvifzsqz5bZw7naez6DwZwdfT4Uj+Ckd+NQr5pSjkF2LgYjiScyF8vVKI7EkTXfebkN4ZiPzOIL5c7MXL/YW8+qWAN/vKad1ZxIvthbTvLOD5niJ4MOUb5t86C8WLGdA8ni9Xa3n3Zz7//lXG52sNSG8N5OvffenYX0zLriKebCuieWcRz7fl0rqrgNbd+bzck8WrXSm0bM/k87Ux4vJXsJeQvlrF17crkLxdiqxDaDTzUbTOpevBGKQPR6EQJoHnY5A9H0zX04FInzUifdYP+dOBSB43IXs+AtnzYXS1jaXr1XKkQtCMaBfxI4q3W5G/+UFUDsvfrEPSvhRp+wK62ubwpWUmktYF8FLIIlgLb9bz+cpI7i32FZPFLg4QjNs0uTZcjysjDLk0yoBrE414vshWPI/m2/JgviOPFzrTssSD1sVePJ3vxe1ZDjxbaEfHWns+7Ank8/EMWoTnGxz5vNmdT3sj+O+nQD6sM+Prz4683xtKxyYPns834fF0Ex5NseDeBGPujRW8g/R5NMaAu4IaeKAa+3socWa8JTc2xPFeyPl9OhNFi9BMF4pH8nwqXc8nIhEKf/MUJK1TkbbPQCo0hBfTkL8QILbZ307LLLF5S1um0PlkPJLHk5E/m8zXB4ORPhkEz4egeDYY2kZAxwR4MRrFk/5IBXHeowFIHvTl861qpE/6IbtXjfxeD2R3a5HfEh57ILlXg+JhH3g0EOnV3tzbnMyBEY7sa3Lh8OgQfh8dzZ6RMWwfHMyPjX5sHygYznmJKvbv+3iyqZ8325v8OTolnqOTYjk7PY6rkwJ5Mt2Xh+MceTRSsGO24Uw/B7aWmrAgzYApicaMizaiv48GDa5KDA3SYl6aOXvrffh7RCgXmvz5qdyOWfGGDAoxoG+oOQ1hVlQFmZLjZUikvQ5epuq46SkRaqjEsDhb1lT6MCPdiqYoU6pDLCj3t6BUoHX6mJPnbUmGoLL1MiLWSYcQOy1C7HUIs9cmwk6DRFc90l3UGZ5hzMVVMbzakUjL8mAO9zNjR4U5y3OsmJPjQP8IPSoDNWiIMqAuTIdyfy2qouz4ce5w9q2czvyBFYzpkU1OhBeJQe6kh3pRFONKabQdZeGWVMXaURnhTM9IL2rCnOkeImgObKlMCCMjJpK0YF+KwjwoDLCjONiZ/EABBrIlM9CGrBBHUvydifYUMH5bEoSlr4/g929HUpA7yQFuxHnZkejnREqAJym+7iT4uBDm6SCwgHSp9NOjp0DTCtajp78GfYN1aQozFBvAsHADhkfpMzJGhwmx6kyM1mR6nCC40mNduh47sjU4VqbD6TItLlVpcrFSlVMlKhzJVeaPbHWOpGtxvkCbyxWq3K3rRnNvJR4M0abz8gj4tA/Fl+Pw369IHs/k5XIP3o9U40ltN542qPC0ryZXe2hwtVqb86U67E5WYUOSMt+nqIgWEYtiVZkZpcKkCFXGRqgxPk6XcTG6YhD1+BhzMUmoT5QlFaEW5PkakuyoTqqrNnHOGsS5aBLrok24swFBTvp42qnibNUNJ1tVXOzVcbXXwsFaHWd7HZwcdHCw1cTNXhd3G13czTXwsdYiwFqVJDdtSvz1GBRjwrgEIahCnxIvHUIsVQmw1iTAVhsfWz18bfQItzcgwVGfimALkQY3t8CWJQUuLMixY0WZLq9/DUd+yQf5VTdkN9yQX3Ol8y8HOs+6Ij1li/yULV1ngpHfq0H6YACyW32Q3RqA7MZg3h+r5uWefDp259Oxq5iOnSW0/JhH2/ZCPp9vgrYZyJ9NRfJsAp0PB/P1ZgNfb/Xmy9+lfDyTStf5Ij6d6UHLL4U82VbAk22lPNxcyN116TzZks+bvZW078ii/ccUmrdm8PJYL2hZDC+WI+tYjuy1oApeifzlMhQvFyF/MRvp07F03u1P572ByIQF5bMxIjwhfdiPrvv1yJ/0RvF0gGgXIXkyXGQNCXRPwV1U+mYVsrfrkb7ZjPztdhTvtoPQEITm0LGEro55dHXMR9I2F0nzfBQvV6FoXwn/fIfs+Uweb47kzKBuXGxS5epIPa6PNuHicGMuDTfg4hAtbgs386k23JnhwNMFLjxb6My9WY48WODBwwUuPJjrwNvNPnw6ngJPhvD1t3j+3eTGhw3uvF1jxftV9rxfbct/PzrQeSKNjz+H0T7fiOezjXk43YS7U4y4NlKLGyO1uT1Kj0sjdHi2Jpjn+4r4emsEfFiC/PViZC/nI20TGvM8eLEYRfMCZC1zkL2YA+2LRXaV/MV8FB0L6GoeS+fT4XQ9HcGXB0PofDAaydOp4r/91iRmoHg1E3n7JBQvJ6JoG4OiZRidD/vy5X5fOgXY524pny4kIL1dhuRKDp/PxSO7W0HX9SLkt8uR36tDca8W6f2eSB7VI3tYj0yAhYRzrzefz5TxZGsyZ2YEc2iUP3+MDuTo2BBOTorg7Mw4jk+OYv/IIH4Z6s++EUGcnJbA2ZnJXJiVxsWZSfw90oXzfXR4MNqRv/rZ8WuFNSvzzBkdp0P/SF3q/DWp99ZkfKw5i9Ns2V/nwcWhQRyqduSnSlcWpFszONSAxlBj6kNMKfDSJ9XdiHAbTQKstHAzUcPNQIVUJx0mZLiwotSdSUkCy8eQatFuwo68QBuS3cyItjMk0lafAAtV/CyUCbDWIMRZn3AXPWKdtUlz0yPDQ5O6UFXOLE7g9uZYDk92ZmdvB5blmrOiwJ5leS5MTXegd4QR1eGCgldNPKWBuiwYWs5vGxaycFQ/xjaUU54cT0yAH9FB3sQGOFAUaUdtggM1sTb0iLalNtaF+nAX+oXZMiLZmkndw6lKCSE5zIcsweYhzEXUABQE2VES7EihIATztyU7wFEUe0X6OIm+/4ke9iR5OBDjbk+0twD92JPgZ0+MjxAk70CshyuhTg74u9igVCQ4fgqOc546FP4/OMhfmz4+6gzwU2ewvypDg4UcXw0mRqkzPVaL6RFCXq8WP2TrsL9Im5OlmpzvrsG1Gi1u9FTj7yolLlSpcrxIjf2pyvxVpsOdOi0eNqjwuFc37g03QHJnNnw5Al/OIP/vIJ3P5/B6vS9vhqnxvLcyD6pVuF2lyvUeavxdqsqVck0ulOvwe5Yqm6OVWBOlzOokbaaFCcvebowOVmKQTzcGeHdjZJg242MMGROlx5BoIwZGGdMYZki9ny6lXrrkeeuTLLB5nNQIsxMKtRre1up42GjhYqOJs5UqHlZqeFmp4WOjhr+dBoHWKkTZqZHkoEGOqwY9A7VpitJjdJIpQ+Mt6B1uTpaTOpEW3Qi20sTLUosAByOx8Ac5GBFmp0eykxb9oy2YnePIkgJbFudbMj/HioW5VsxLU+PkVGu4FoT0kjVdl22RXHbkyxkbOo/Zojhuw9ff9fjymznSv7OQ3+mN4m4/5LeFBjCE/0438PLXIpp/zOLplhyeC0yRTTk8/D6LjgO1KB5PEoVZknsD+XihAvnVGr6eL0R6oyc8aIInI+DRKP47WUvzrmLaf62jZUcPnm4p4emWIpq3l9C2LYeO7Zk0/5BG6885SO+OF6cAWfvSb5TQl2vFQixMAYIuQPpirnhzlb2YgrRlBpLmqXQ9HYbi2Shkj4RlcBPyp410Pe6PtFkQi41H0joWxet54pJZsJpWvN2CQgihebdFtKEW9wTvvkP+eg1dAjuoTYBCFiBrnY/sxWKxCfF+DbxeQMvPGZwZocOV0QY8n+1I63xPro+15K+hulwdZ8qdWY48FW79C1x5usCZR4s9uLvIndY1fiIsJMBFn/Z68/VENJJD4Xzd7sn7tXZ0LDakY64hLTP0eb/WEc7k0PVzMG2zNXnzvSdvv/Pj4UQD7o/X5/4SZ9r3ZtJ5tRFF8wR4sxheLhE1GII5nrRNgOdmInsxG8XLZd/otR1rUPyPRSUXYK/nk5E9EUR1w/l8fxhfH49B2jJN1FMoBAX2yxUoOuYhfzEDefO4bxPig7503q1DdreaT1fz+HStkK5ruXSdj6fzfCxfL6Ygv5xC57kouoTHv6L59Fc0ktv5cL9UbAqyB/XwsBey29VIb1chv9MDhbBMvlMrNoIHG2M5MdGDw8M9OTLSn+NjQzg3PZ6z0xM5PiGaU1NiuTArnsvzkjg9OZK/ZyVxbLA7O0p1+LFQn2VJQmKXMbWemhQ4K1HookSjnzK/NHhzc1wYxxpc2V1qx9YiW+bE6TMuyoSGQCNK/M1E77IQay18zdXwMFHG3VAFfzM14m3V6BNqyoJ8V5YUujI02oTqgG+vKQyyI83HghBHPXzMtQi2ECBZfUIdjAh3MSbcUY9IR01ShRrhq095gBFl3ppMSlWifXss7w7ksXusL1MKrBmeZsnQRBPmFboyLMaEmiBdke7aEG5Aua8646si2b16IiumD2FcvwpqCtKICw4kNiSQxDAvsiNcqE5woS7aRqTM9okTjhPDk21YX2HPxUmR7BoYRn20LfmhbuSFulAY6khRmB0FIdaURjpSGGxHfoAQHWlPur89cX42RHlbEedhS5yTDfHO9iS7OZDoakmchwVRXpaEe1sT4molsoJ8HK1QShe8gDxMSHYxINVVnwJPfWoDDOnjo8oQfxWG+ykxNkiZ0UHdmBihzPRoNWaEKrM8TpUNySrsydfgQJEGJ8u1+LtaixvVatzrrcW5cmVOlCiL/P8/81W4U63LwzodHvdR4elUSyRPF8HHQyjeH4YP++l6Po2Xazx4N1yFD8O1aO6lxZ1qda5Xq3CxRJm/S7pxs0qb80WaHMvTYmu8MmviVZkfpcaMSHVGB3ZjmH83mvyU6e/bTdQsDApUozFEm0FRhjRF6DNYWBSHGjAozoKBsaY0hulRH6BDla8u+R5aZLiok+OhTZGXDiWuqlR6qFPrr0d9oD6NYULajz4j4y0ZnmhLY5wlVcH6ZLmqiZTOUFMVAs3V8bbQxsfGUIxfC7DXJ9hOmxBrXdLcDBmc7MDsXAtWF+iwsUib74t0WJGrycpCdVYVKrO7UYOvx12Q/WXJ1zMmdJ6zpfNPez7vNaXzFxM+7dDg8w59Ph0IRHatCqnA8LgzCOmNQXw538Cb38to3pbH0615PNyQyaP16dxdlcyjH4v4cn0sPJuC/MFwpFfr+HQyg67TqXSeyeLzqXykV2v5erWBjkOF3Po+nmtr0ri+OpPbqzO5tTqVO99l0CqInbYLj5k8/TGFD+cHibRMwQ9IJqiNX6xF1rGCztbZdLXMQdq2hM62RaI1tEATpWMJsjbhprtAXEjLno+l62kTUgGPbhlF17PBdD3ug0R4fDYexauloghM8U6AgzYg/7AB+dsNYjqZmEXw+jskrUvEhiPsBoRMAomgdXi5ErnQCNoX8O54FXfmO/Nsvj03xhlzpkmPP5t0ODdSj/tz7Hm2xJ3mpT40L/fn6Qov2tb58u7HIF7u9Edyvgj53d5Ib5Ty5VQcn3Z78c8aG9pn6tAxU5+nkzR5v9Sarxs9ebfYlNYZ6rzZ4MPLrWE8XePDP0cKUdwbDi/nIn89n86OOXS1CXuLRaI+Q6DKyl+uQv52hXgU79Yhe7MGmSCsExb2LTOQtsxCItB22wUbjUXfzqt58ErYrQjwzwy6nk5G8mQ0X+8PRibANffrkNztQdetSiQ3yvhyJQfZnVIUd0uR/J2F7FopX6+WI71RiexGOfJbRUgvxSP/OwrppSi+ng9GdiMD7lfCXcEIsJKuOxVIBCrprRK6BC3BvUq42YP/Thbx8Ps4Tk305tiYAP6cFMufE2M4MzWGv6bHcWF6DH/Pjucv4XFOAhemx/FTrTMLEoSgKANmJJowJ9OaJeXOLC62YlGGHr/0sOO3Cis2ZhsxX4B1Iwyo9dGi3FufFEctImw08TRWwcdCmML18DVWIc1WlT6BBoyO1GdtmSdzMuwYEmFEXaAxZQHmZHhZEGKnj5uZBt722gTZ6RLjaEa0g5mYnRvlYkySqx7ZHlqU+OlQE2osMnh6uCmxr0GPz2sceDjLjbU9HRlf5svQYl/6Jlp9M5CM1KYuUp8e4XqU+mjSO96enYua+GHxCCYPLGNQdQ4pkf5EBfoTF+xJRqgjlXGuNMQ50SfWjj6x1gyKNWNWgTUnp0bydHkil0YHsa7YjrEZjlRE2JAfbE1RmKAAthcbgcAKyg2wITfQjkwhICbIiXR/B5K87Yj2tCHBw5ZkR31xShqV6S7W9ghPO9GOJsLbgVA3GwKcbVBKdjMk2cOERDczEpxMyHY3ptxbj3pvNQYFqDBO8PgPUmZckDJTI1SZHaXOklgN1iao8V2SElvSu7ElRYldGd04VqzOnQZ97tbpcqaoG2eF0PZ6E84VqHM2W5k7lTpcq1Di/iRzJE/nios+Xm4X3SC7nk3j5UoP/hmuwct+KjzoocKV7spcqFLhr3JVUTx2UqCU5qpzvECLfVmq7MxUY1WcBtOFz9NfmeF+agwLVKPJT4WBvir09VGmxFmJ7j4alHio0MNHk/ogAzG2sn+oHqOijRgdZcrIGBMaQ7UYEC7kjRoxPNqUEeH6jIkyZGSkCUMihDQiQ1ENXeWuRrqtKhFWavhba+FuITAFtPG11MbXQhtfK318hGOrj6+VKrGOqqKt6+BkR2YUuTInW59jI+14vS6YjpWetKxwof07V9o3udKxxZbPv1miOG1O5wkDpKetkJ1y4uNuA95/p8o/6zX5tNGAd5uskJ3PRXFfoPk10XW1H5K/Bc56FS92FvF4Sw6PNmVxf1USt5fGcm15HK+O9EbxbDayRxNRPBjG14vlfDmTw7uD0Xw6Es/XY2l0ni/j31Nl3NsSy63vUrn3fS531mZwa2069zZl8XRrFi2CodmOXJ5tzaDj9x503p6MomUhCIygV2vF2614+xdu5YLPj+BG+nw28uaZKF4s+mZNIXoQLRehDUnLVGTN05C3CZRGYTE5mM77jXy825evz0Yh6ZiN4u1KFO/XI3vzPytp4bzegOLlJnFS6HyxgK+C8OzVAqQv5iFtWyS6nyoE87uX8/lysY6LU4050k+Js4MNuT/Lk2vjzbkxwZjLYw24NdOZp8uDebLEg7ff+fJpZyifT6RC22QU/wi7hVl8uV3D58OxvFpmxpu5RjRP0RYbQOsUbdqm6vJgXDfuTtOkeYMP/50oQvpoCLRPE5fgkraFdLYvRiJ8vUJyWpvw/RLS04SMhfXI3q3nqzA5vRWa3XdIXixA1j4LxesFIDaGVUhfLUMm6CraF9HZMp1OYSJ4Ohx560ikjwchedgPyYNGZA/7In9UT9edKqR3aum8XsmX66VIbpYhv9sDHtSjeNAbxaP+KB41inCi4m4ZskuJdJ0KoOuEF5+PuPD1VBBdl5JR3ClCfr8MxeMqJEIDuV2C5FYJUkFTcK0Qxc0S5H8V8M9vmdxZHcWRiV4cHOPD2WnRYrH/a2osZyZFcHVuEn/PTeDOskz+npnI0RGhHB0RxOkJIdxamMzD1Tk8+66Y81MTWJFjzrhAdYYHalPnoUKxmyaJ9prEOuuR6G1OjLspkY76xDroEWurTZ6zLjNSbFmXb8+MKB0mRBnTN8iIKn9TCrxNRLPLICstXI3V8LDQIsTVgHh3A5Kd9EhwNiDO3YgUL33yPDSoDRb2oTo0hBpQ5aXCpGh13i5w4ctEPW5Ua/JjkQMTMtxoSndhaIYzTcmW9AzRpCZcj+4hAgXUiGUjuvPr6gksGVfPlAGlFCUEEhfsRVyQLxnBrvRIcKE21oHecXb0EWpNkiE7+3lwZ0EkHeviuD4tiE1CM8x1EtlV3cMtKY1yJC/UgbwgZ0pDPCgKdKEg0IE0byuRCZQV4EaWjzNprmbE2atTG2nG9Hwntg2MYGqxO/FOOoS5OxHu40F8gAfhbjaECW6gme5a5HgZk+FhSpqbGanOhuS664mL4RpvFQYGaTI0SJPRoZpMi1RlVrgya5N12JiqwdZsDbZkq7ItV40f07uxO02JU4UqnC1Q4mK5GufLtfgjXZkDSUqczlfiTK4Sh1KUOD1Aj857wji8CkXzIjEyULgxPl/hy7PBmlytVOJimRKny5Q4XKrE6SoNzlWoc7xIhd/y1UUPoH2ChXSOKrsyNVgepcxk/24M81RlhL8aIwJUaPJVop+vKpWeGuQ4K5PjrE6usyY5rrqkO2uTaq9CrqsaucKt31mNPFc1Cj10KfDUIt9Ti2xXNdKdVYm3VSHWTpNwSzVCzboRbq1MsJUyAWYa+Fro4GWjh4ulBh6WmniZa+FnqoW/iQaR9tpk++jTP9GKsal2TEg3Z0qOJdMy9Pl9sDWSPT6w15Kv2/SR7DKia48ZXT+b0rnbAPkxE+SnTJCeNEdy2IxPu/X4us2UT2uN6NpoyvtV+vy3JwDFjXqkNwYgvz0I+fV+fDpdz4vdJTzZks2971K4tyqJ64siubwwlPub0pHeGov8wXjkD8chvT8a2a3+SC71gGvVSM8V0HWumC+nS3j8YxyXV8RyZ20mN1ekcve7TO5vyePhpmye/pBN84582rbl0rwljeZtqbw+VMm7M018uDgM2Z0xolZBCKMRtAdCGI28dQFfnk6hq3WGqOztEpTC7ctBEJEJcFHrXBECkbVOQfFc4LVPRPJkLNLm0Xx6OgJJ+3R4vwzZm1XI36xG9lqIqBRcSNeLgjTZ65V0dQiNZ963EJrWOUgFgZvQ8J4JRXg6//5Vy/GRhhzto8m9Ke5cHWbGrTGm3J1sxeXxljxc4MOL5X68XeVL5/Yo5CczoGUMiv/WwH9Lkb+agvx2Hf9s96JjkTHPJ+vyZLw290eqcXe8Co8WGPDuQCzyRwNRtE9A/mISijZBczEVWdtCUYgnbZ6FtFnA9uejeL0IxZvlSF4u42v7Uj6/WIb01ffwVgjY2Yji/aZvhnuvBL+l2XS2CpTPeciahclgCvK2SXQKNNrHA1A86If8YX867w5A9mgIXQ8H0Hm/P7JHTcifDKHzXi86b9chvdeHztv1fLxajuJONV8uZ/PlfBTSvyLoPO2L5JQ3kpPedB335evJYLrOR9B5OQrZzRTkdwpR3K9EKkwCN4XpoRzZzTI6/8rg0/FYuJiJ4kI2rbsjubIsiFNTgzg6JohTE8I5Otqf01PCODczmmuLE7i6IJZ7yzO5vzKD+6szuLIokT8mhrFjcCBr6z2ZJuRzh5nTw8uIAjcdEc+PctTFx1oDTytNPCzUCP0fiy7NXpW6ACNmJFowIdKAgUGG9Akxp8TTgFQXAxF6Fadycw18zVUJsdMk3kOPDHdtCjx1yfXWJ9NPj8IAbdGieUCEAf3DDegToksfXyUO9zeDdZ68H6zD1QIDVnh0Y7afDlOizBgZb0ZDiA4NYcbUhJqS66XBhJ5J/LJ6EkvGNTBvRE/qc6JIDnAhJdSX9BBvSsNdaYi1pSHGlD7ROswptOCvqeG8XB5B2wJfbk70YVt3K9aWOTIp3Ul0HS0LtacgzIncYCcKQ1wpFLQAvlbk+tuR6W1Hnp8Tue6WFHsbMyLNiRWV3pwYG8lPfdxpijQg1lGHUA87wr3ciPXyEj2Bojy/qYSVqkJMqQy1JNfLiCRnfZJcDEl1E4Li9cl20aDMQ53eQboMDdViboIGyxI0WJOoxfoEVbZlabA1S5kfMpTZlqbML+ndOJGvysk8Zf7IUOanRCV+iFNiT243TjSo8VejJtdH6nB7nhVfbg7k8/3RPD9UDsIvf9t4Pp8q4NOBBP7ZE0X7ei9uzjTm8gRDzg3U568GZY6WKrErS4m9Rd34OVeZXRnKYgPYnKrOqkRVZoSrMiqgG0P8lBjg040+3hpUemqS56xMlr0yuS4aZLhqk+KqQ7SdGonO6kRZdyPSWuV/R4MIWw0iHDQJtFEhzEmLYFtNQqx1CLHRJUD4IbJQw89GC38rXTxNdPAw08XFRB1XU1X8rTWIcxC8/w3pG2nBmBRrZmQ7MiXNgelZtkzNsGBOlhVL8/R5tNoGyV49OneoIftJD8mPuki2GfBxowZffzZAcdIK2WlLZMfNkP9hyZetxrxbosX7Zer8s0yLd+ut+XoiG9n1Pt8awM0ByC4P4NVv5TzZksmDdSncWR7P9UUx3Fwcx7VlCbw/Idz8JiN5MB7ZvVHIrjciOVOK4lwOX84kobhWgfxCd97szeDWmgSebCwQz4MNudzbXMiTrWXc35gvQkrPdxTTvD2TJ5sTeLgxjac/FPD4+xRaBCO0Hcm8/6OCrr+FYjQFadscpC/nI3+zHNmrpXwRWCuCbbSAf7+Yjqx9tmgoJ+tYJCaFyVtnI2ueikK4BXfMRiZoB14uEJemijeLREFYp3A7fzUHxZuVyF+vFU3j5B2CvcUs5AIs8ngysqcCdXIaspYZ8GIWH07UcG68LacH6HO+nzY3hptye5wlNyZYiOHzbYvdeb/Gh8/bAvlyIAzF7TIUHUORvZ8A76eieNyI4lwWLbONeDhci6tDVLk8UYMXO/2QXCmEZ32RNQ/9355jwrdG2DwVedtMZK1zQGBHtc1D8nwiX5+M5kvzFL4Kyuw3K0X4R/HmO3E6kguUV4Hu2j6TLoEJ1DIJ+YvJKNqmIBdotAINuHmU2AA6n41E+nz8N8isbTa0zUMhsIPaZ6LomI6idZLYAGmfh/z5ZFGBLXk2FkXrWGTCAv5OGbLLCXSd9EJ+0hPJcU/kZwPoOhvA19P+yK/E0HU2DOnFWGTXMpDfKYWHNSjuVKC4XoL8XCZfjkXx9c8oFH9nwZUCJGfzeP9bBjeXh3Fqsi+npgRzZXESl5clcX11Kn8vTeXkzGS29PdndqE1Y1KMGByrz4BoQ3pHGVMVKmSUC5C0IfEOeoRbqBJkpSoSKoKdDAl20ifWw5gkTwOSXLRIclClxF2DEndNsl20SXczJMJWi2BLdaKd9Qm20SDEVoNoZ21ShJCrQFPKAw3o7qdDicAIDNKmLFCFATHC52AkNoDGQFUWZKjwaYM9nXMNeTnAhF0h6ixzVGK5mzJLQ/SZEq3HgBBlGkK16B5kSEOyB9sXjWL1tEFM7l9O/5Ik8caf4OdKkr8LucEO9E0S1NLmDI3VYs8ga1qW+fPvymDeLPYXRXFbiy1YV+zIwjInBsZZUxXkQPdQZ4qCHCgKchSLf36QLVl+1qS6mZLlqk9doAGz86zZPzyIv+emcnZKAhuqnBgZa0yWiwEhov2zo+gCGuPlSrirrWgJESNEQpYGmFHob0KWp7AY1SdOkD27GpPoaiLiRvluavQK1mZ0lBazY5RZkaTO8hhV1ser8WOaAMN0Y2daN9G47UiRGherdDico8SeLCVONZlxfb4HzT+G8G5fNPJz+XCtCK5mI79Tj/Ruf/bNtKb5SBm0DofnA6G1PzRXw/Me8LgGblUh+bOAd7/GcX+ZJ79Uq7E1T4nN6UrsyhMmD3U2JquwOUuDVWmqLExQZWa0GpPD1Wj0VKanpzIlrirkOSlR6K5GirO66OkR56ZDpIM6EXaaRNjriGq/UGstIm11iXTSI9hOi3AnXULstAkXir+ZOsE2uvhbf1sg+ZmpEmymSriZCgm2GuR5mVAZbEH/WFuGxFkyMcWGqWm2YirTzEwnZmfZMy/Xkfn5LizKs+LERCM+77ZAvssA2TYdpJu16fpOj39W6fDPJn0UJ+zoOmXK1xMmSA9ZIN1jwYdVmvyzTJOPy3V5tViPj3vC4FZvZPeGiliz/Eoj/57oQeuOHJ6sT+P+6mRuLU/mxqIELs0O5/meUng6A8nDCcgfjYEHQ5FdqEDyZxqfTsUju1xI16lc3v2axPWV4VxeGM21pfFcWhLD9e+yebC1jEdby3i8o4In2yt5/EM+z37I4vGGHJ5uzOfxhnQeroviwcoQHq0O48n6GJ5sSqLl50LeHKuj8+YYaJsLL6cjb5mMXKQ5CoyVBSherhS9fwT1sGBZIXgJCQtQwbpCLuwM2heK/45X85G/nMunRyP5+nAQstZJyF8uEqcA+etVyNsXIX0m8OHHI22eKNIqZQJfXvi4L+by6UwDf4424WyjOteHGnJrjDl3plpxf6Yl7UucebvKhX9/cKNrXwCdh0ORXEiGe+UoHlbC9Wy+7PPjyQSheajwYJkVn04kwJ0yuF0q0iilTwcgfzJYVGhLn08VpwDFK2ERPlX8fD4/HMcXQbQl0HGFhfDbpSiEr0loci8WIm2ZQ9fzyUgFSKxN+P5MQd4+Qwzb+fx4NJ2Cy6pABxXeb/s8eL1UNOOTdcyk68UsJM2zkDfPBnHHMh7Z0yF8vdsHmUANvdcbxYMaZHdr6Hoo5DTUo7hXjOxqArJT3shPuiE97YX8vA/S8z50nfKAC8EoTvmJjeHzUU+6zkUiv5kNwrL4ZgGyi9l8PBrBl+MRKK7kIr+cg/SvNLiSjfxUJq92J3FzRQx/TAhmS6MH63q7M6PIXIxrbUo0ozFO8N2xodTXiCIfA1Kd1Elx1SDFTZ0Mdy3S3DTJ9TUg3V2HXH8httaILB9j8oMtSfMyIEVoAh76JDprinb2qR56pPmakuRtRpKXCem+JqR66ZMh+Pf4G1AWZkqPKEsqgw0oD9ChNMiA4iBtKoJUqAtRoy5En35hegwPVuLqJCvYYse/4zW5UKDFUuduLHJVZpFLN+Z7CzVGm+HxmvSJ0aE+1o7Fw6rZumgsE/oWM65XKcWx/uRE+ZEc7EFqgB018dYMTDZlUJwxc0qdebw+li9bvHm31J2LI13ZUGjCmnxrvq/yYkyGDT2CzKiOcKU01ImKCGfKQ+3J8TYhx8uAIm9tBidasKanD0fHRXFrURKXZkbyywBvFuRZiKhD92Bb4twsRR1AlJcj4e52hLvZEuZsS4yHoAR2QCnJ1YBkVwMyfc1I9TIhRUi2cjYlwd2CDE8zCty1qPZWYViECrPjVVguWCXHqbI5RYPtqSrsyerG7/lqHCvX5kC+ModLunF5iBlvfoxG9lc+PO8J7fXwtBq5QD27U0jXrQy+XkgTf3Gubgzkp/HOyG5WwpNaeFLP13vZfL2XhfRhKYrHlcifV8PL/vCwH/8eKuLiDA+2FSmxK1+VHblqbMlQZ12yKqtTurEqWZlN2RpsyNJkTY4Rs1J1GRKsTF9/Vao9ulHo3I0sR2XSnFRJdFQn2lGPEDs9IpwMiHI0IN7JgARnPWKEG4O1KrHWasRZdiPeSokEG3WS7LRJtdOg2EuNXmF6DI42Y3S8DeOTnUQ14sQUeyYk2TAt3Y4paXZMTXNkfo4rC7KdmJXpwJw8F+bmmPNduSrvNjqh2GWJYpsBsk0G/LdEi1fztGlfpEnnPksUF+z4eMyQj/uNUByy5fNWfbH4d6025e18bV4ss0J2WcB1R6B4MBr5zYF0XWygbXceT9enc3tVIhcXRHJ9USxXZodza00qXVdHwZPJSIUiJHj23+zNl/OFcKsE+ZV8/hP2AUcyeLY1gbOz/fhrQRjX1ybzYFsxT3ZV8mRndx5t787jbTU82FzGI2FK+C6fh+uzebw5h1vrEniwLo6Hq8O5L+Dqa6K5O9+fR4sCeb4uinvro2j9NY/Pf/Xjy3UhOWzUtyL2VgiVWYpMoJC+EuiRi5AL4jVBWPZqIZ0tgrmc4GU0X6RGCsVP8mgEn2410PlsKIqXc0Q6qhg72TIbycORSJ6NEQuoEEcpsmlaZ8PLWbw6mM+pwWqcHyBQRPW5PcWCOzPMeTrXQlQEv1xpw6dNHnz5wZOu3T7IfwtEcSQIjvjQskSNZzP1+bw3CNnFZLhTiPR6HorbRUjudEdyv0HE12XCzbxNuLlPEtW6n56M4svTESJVk3dL4f3qb6ylF7OQPhOYO6OQP52I9NFE5MLU0DoDubD8fbkAWYcwPS1B+lJQQy/6Fr4jZi+sRNa6iK7mmXx8NIqPDwd/U1W3jEb6aNg3qu/1Ur5ez0Z6N58vf0UjvRBC1/lgJFeT6LwYTddZfzovhiA57Y5coBuf80J+zhPZWS8UZ7yQ/ulK51EnOg/ZI/nDgc6THnz90xvZhWi4mYPsei5fTsXz6VgUsgtpKK7m8vVcPJ1no+FCgggNfTlewNmFYcwp1Gdokr6YxTEo2ZbugUakOWmT6KhBspMaud4GZAskDB9tegi2DxG6NEQK+R2m1EcaUxmkQ3WwHrVhxlSGGFPkb0hRgAkFAcbk+BlQGGQqcuqLQkwoCjahONySbF89ioIMKA/SpUbw44/UoTxQix6hAh1b55t5W5AeNeG6VAerUR0oiEW1WFOkTtcmN77ON6Wlvx7bA5RY6tqN2S5KzHLvxsxAIf9ch6FputTF6DMkN4Q1EwYxvncZI+sLqU6LJDXAiZRgV9KCHOiZ4saQbBsGpxozItuZrZPKOLU4mb/nuHJ+tCM/VtqxotCSNeX2rKzwYmCcLRWBNnQPc6QwyJruYbZUCkhMijGjU4xYVOrM7yMjuTgjmvNTQjkyMoBV3e2ZnuPIhGxP+iV6kexlTbS3LXF+TsT7uRDqbEmYqw1RbvZEuApuodYoJbobkehmSLqXGeneFqR7WpHoak68swnpHibkuutQ6qlOra8yI8NVWJygxoYkFbYmqbA7oxv78rqJYS97clTZmq7E9RnuyE8WILtajOJed2S385Hfz6PzYjifTnnRdTEYxbVYus6HIL0YxpvfItlQq037r/5wJQzFWYEGGUTnJX+kNyOR3UlCcjWKrmtpInccYbl2o47bC73YkaPE9qxubExVY2WMMhtSVNmcq85PxVr8WqbD9nwNthXpsCFbnY35+ixOUWdGrCqT4tQZGaUjit9SnHWIdjQgysmIKEdDol2EBvCNCdQQZMCQaFNGxxgyLUmPhVlCSIwtC7IsmZ2uy+QkHaYkWzI+3paJqfaMT7FlbJwVkxPtmJvpwOw0S2YnWzA/1ZK56WbMyzRnfq41C7IMWZ3bjRuTjJBvs0S2SR/JBjP+XW7AmzlavJilwavVWsiP2SI9ZkrXUQtkx+zEKeDjCn3+W2jAh/kGvFhgyoffU+DBMHgwkq7r/ei60pd3f/Tg8YYs7qxM4OKcYC7PC+P6glguzo7gw4l+8GgS0vuj+HpvKLIHg5Dc6knntRJ4UM2nc7l8Ppkv5gA8/iGdp9uLuLOlmKc/19L2W2+e7qri0fZyHm6r5M7mch5uqeD+d0XcX5fFk42ZtG5N5/F3sdxdEcLNxUHcWRrOw5VhPFkRypOlQdyd7cmDuT7cmuXBX9Ocub0+kuYDJby7MghezoY3C0SvG0HpKmudJ95uFW8EzrxANV3Cl2bhprwIhZhlsESEQ/67XcUnwcqgeaKYbyBrni0ulb88HkLn4+FIW4Ub9QzkrdNRtEyG1vF0/JLGmZHa3J/vwMP5jlwbZ8DjOfY8mWXLoymmPJthyT8r3fiw2olXyyx5u9aaLzucefeDJVKhGVxMRPp3KpIrmSjulXyjTQoUyQcN8KAvPBmM7NlQvj7uz1cBi2+b/E28JVBjX8wRTfM+P5mI7OVUJM1jkD0eBc1TRLouT6eI9g/CbkRojoo3QnraMqSvV4i7D2HRLhrvPRzO54cj6WyZgqJ1Kl/vDaLzbq3I/JHcqEB6owrJVYH9U0zXzTS+XIim60IksosxyK+nILkQQecpXz6d9kV61hPJKVe6znohOeOJ/Lw/8rN+dJ1w4etJD2QnXZD86YTiZhSfT7ghOxOM5Hwc8r8SUVzOpvN8GpILacj+zuS/42FIhAZwOQ3FpRRk59OQX8jnw9Esdk3yo2+cMcmWSuR66JAvmDKGGIrGi9UhRjSE64v53cMFq4koXYbECZneJgxNMGZIogkD443pH2dK7yhTeoYaUhtmSnWoECxjSa3g7xNtQW20KbXRRtREGlAXaUDfaD1Gp5qwpt6dH5r8GF9gQ224JqU+3Sj1VadEsMMP0aQ8WIUafw2GhnTjyjQbFMLtf6I+l3J12eDcjWVOysx2VWKWnwqTwlSZkKHD4DQdGtPtmNSQy9i6UgZX5dOrKJXsSG+yhXzeIHtq4hwZlunA0HRLBmc4MbYimu+nVLNnVjFbh0QwL9uKZTnWLC8wZ11PT8ZlOVEfbkNlsD110e70DLOhIdiQFeUm3F0UyJERjmzq6cbWfiH8OjKMTb28mZ9rz/RsZ8bnetOU5keWtzVRzpYi3BPp7SAawUV5OormcJEe34ziBFaQUpKbOYkuZiS6mpLqZUGyu6nIChLiIbO99Cn21qbMU5Vqb2Ua/boxK0aVdYmq/Jiizu+l2uwr0mBbuiqropQ41N8UucAxv1ZE1+V0JBfikJ0Jo/OEH18EZsEfdkhOOCE/48HHA5Z0nnTl1b4gNvZUpf1nVzjrgOSwNZJTznSesefLWQekf3kiPeXElz/deX8qlI+Xi5DfqaPraBH7q7XZliE0ABW+S9H4lh2co8nuHDV+yVNje7Yy23JV2ZGnxs9FWmzOVGFdphpr8w1ZkW/JxDRLct20CLXRJNTeiAgHEyLs9UmyU2FUnBm7ermxt5c9+2otOVBnyN4qQ7YWC2lDFqwpMmd+tjmThAaQYMO4BCsmJNsyPsmOCQkWzEs35Keepmwv1eKHfBV+6q7OtlItvi/UYmu5Nr/WaHBmoAqf1pnAVlPkP1rzabUJHxbo0jZDj3tTlfnyszWctKfrsCXSw1ZIfjbjwzID3s7V5+1cA1rnGfJigz/ym8J0NALpjf50Xu7Np5O1PN+cze3l8VyaG8rF2SGcnxbCqcl+PNteAHfGIL01BMmdoSIjSHK9ga6/K5HerEV2uzfcHcSXU3U83Z7P422lPP6pJ89+7c3jPfU831PHo+2VPN3Zg0c/dufh5jIebCji0fc53F+TwPMNiTxbH82DFULhj+HOojCerIrg8YoQni0L4dE8Xx7P9uLeVBcuj7Hj4lg7Lk505PJML+6ti+HN4XK67gyH/1FHBUhEMLETlqa8Fuie85G0C1CJwKaZD68FGuhMPj7ox6dblXQ+6I2sZbS4JJU3C944w+gSUsmejxRv2gI2r3gyBp4Op313HI+Xu/FwniPXRhtxY7wZN8aZcmOkAfcmGNE225r7E/T4e5gKT+bp0rXbBY4FoDgfxdfTUUj/zkByKQPFtTTkN3KR3SpF/qAS+f0edN2pFWMxpU+HgqBtaB6D5OFQPt8eSOeDoUgej0D6ZKwIYUmfjUf2fCJdzyYibZ6EvH0WcgEWejMPxdtFKN4uR/56NYrXQr6DoBFYSqewVBdMAYXG1iKI/Mbz9f4Quu4NgEeCEVwtiluVyK4U0PlXKpJL8UguRos3d8WlGOSXYpGdC0F2LgDp+UBkwm3/lDuyM95IT7ohP+crvq3ziBOy095w2h3ZKVck53zpOuqM/LgXH39z5ct+VzoP+6M4Gwt/pyD/K5muc0l0XUhBfjUH2aV0Ok/HIz+XiOJ8KorLZbQfKuWHEd70j9KiNkCd/tHGDIzWY2SSCVMyzZiVbcr0NCPGJukyKd2QScm6TEkR8jksGJdgzLAYA0YkCjnfViJO3hhtTZ8oK/rEWNArypiGSAMGJxkxJtWQuYVWbO3nw/6RgZyfE8NfCxLYPT6E75sCWdUnkLGZljREalAdIeSiKFPhosS6Ei2+bPLmv7mGPOlryFZPZTa5qbDWU5WFXqqM91JlVJgak7L0acq0oHemNyOrshnWI5/G0iwKEkLIivYjJ8yFmjhnhglOqWl2jMhxY35jBvOaCpk9qIglIysYUhxJfZSAFgjBPe4srvCiNsqChmgH6qLcqQq2p8Ffkw2VunzeEsjblU5cnOTO/nFCEE8sc7p7MzrFgUlZ7kwq8GZkrr/oYBrnYkGEiw1hrnZEejuJjB+h+Mf7uRHhbkekoBoWIKBoZwtiXCyIczMnyd2UJFd9kp01yXbTpNRbh3JPdSrcVahy60aDlxJjQtWYGqTM0ih1duRrsyNfjxXRKswOUuLoUAvxP1jxoALFzSz+PeTBm53GfP7Zki+7zenaa8mX/SZ8OWCE5JAhiqNWfPzViccrTPi0zwrJETNkR6z5esyGT4fN+HLcGsmfDnQeseHzMU8+no3l45UCFE8bkf1ZyvEBuuwu6MbaJCWWxXXj+xRVtqapszNdlb0FWuwu1GRrlipbM5TZkaXC3u4GrM3WYWmGEPyiz5QUE6r8dEl00iXIRpcgWwOCrbXJdNFkdIweO3pYsEco1t01Od5gzO81xqzP12FZvjFLcsxYlG/PzEwbZqZbMVVsBJZMSXNkbKwRM+O1eLkuls4tnnQs1Oe/lVb8s8KJl4td+bDGmw8r3bg3Tou22XpIt5jwdaMhnd+b82aeLvfGaHN5pDpPlxogO+CE/JgD0sMWyPZb8N93lryZZ0L7LH3a5hjydI4ZH//IFxuA/N4wPl/ohfxCX9p35HJnZSJX5kfz95wIzk0N5vQUP87M8kdyUWAODUV+dyQIy+AbTXBbMA4bLB5hovh8phfPdhVwXxCU7enB459quL+9kpZf6mjZ05OnO8vFZfCDzYU82FjAo4053F2bwMP18TzZkMjt5dHcWBLFvRXx3FsWwb0lwTxYEsKDhYHcnunF7WnuXBlnz+Wxdtyd5sHNSYJtsgMXJttyY4kvLT9l8vFiIzydLDpfKtpnI2mdieLlN0aNMAUIkE6X4ETatgBez0LWOowvd3ry+VaNSCdVPB+D4vlwpI/6In3URzSf48lopHeHIBUK5d0+3FnuxsXhOlwbZSKGx18cps/NsUbcGmPAndEGXB2qxsPp+kh/9YLjQXQd86frzwhkf8XTeS4W6d8pKK4kweVkuJHDx6vpfLxVLHrv8HQIigcDkd8fiORGL7pu1iK5VUvXrZ6iR4/i4RCkj0aLC++u1pl0tc/ia8dMvr6ci0SYet4tRf5uibjo5tU6FO3fQftaFILFd8dCMX5TYFEhWHC3TRJZS7JHg5Hc7c3XG1V0XStHfq0YycU0ugS2z4VYZMLkcl6Aa2KQnAmh808/FFeikZ71R3pCKPJeyE64Iv3TDemf7shPeaA46Yr8mCOccEZ2zAnpESekh93o+sNDbAD/7bKic58j0mMBcCFR/HiSv7ORXM5FcjET6V+pyM7Ew9k4FOfj4FoOsr8KuLkhjMUVejSFKjE8QpVpaYbMzTFkQa4R8zNNmZ5lwpgEdaamaDEjVYfpKQZMTTFlVJwQ1GQq5n33jzagMUqfvuG6NIZrMD7DmJU1Luxq8ubI2BDOTo3i/Iw4jk0I5s+pofw1J4bfxgewd3wIx2el8efcLH6fHMvO4UF818uTVaUW3JnthGy9A69HaXAmT5u1zt343kOT1V6qzPfTZIS3KtMzrZma70hdvD31meGMqM5naHUehfFBpEf4kh7mSVGkI00ZzqId9sgsVxb1z2HD5DqWjqxg1pAqylLDSBU8fiI86Bttw5wST0ak2tI92IiaMHMqA02p8VFhcw9d/tvghnydCS0TNDjc14DvG5yZW+1DzzADGqKtGZHhzqg8PyqiHEhwNSXS2YoIdwfCBfzfx1m0hA5zsSPU2ZZId4f/bxKnFORkSKizEZEuRsQ464rFX1C6lnlqUumpRrV4NKjx1qSnlwq1bt0Y5KPOGD81pgZ3Y260GnOiNJnk143dPXXoOpVJ541iFPdLkf6dzKc/fPi6343/4+msw6Lc2rc90jB0wwBDw9Dd3YiiokhIibSAYnd3d3cXJnZ3d+d27+3ueLdBx/kdz+Pv+P5YxwwyKuC41rrv+7rO69/thnzda8SXQyZ8PmpIa4M+bYd06DpsBEdNaT5kSOMRU74cNqPxrB1fzjjRfMmb9mv+NF8JpONJlsiO4U0R7Q/703wigXPlWuzuKRF5RKsTNVgbq8yORFV2paqyK02NfX002d1Lys7uKuxIUWZLmgYLE6XMiNNhTooxM1MsKPDUIt5WA1+ZOn5yHXxtNIlz1KAqRJeFqfqsSJGyLFGVrRkGrO75f2/OPubMSTNjbooFi3rJmZVmzoQEY6amyZmSZMO0WHOGu0q4Pd6ODtE8JKVxlZSmlUb8Od+AP+cb8dscA16OVOfNWG2+rjamaYM+rZvM+HOeAU9H6orIgnvjtPnfVhvaGmR8O6RNy2ETvm6W8ds8Yz5O0+XnGfp8mmHEr2s86LwrMFtG0nynlK7bJfyvoR9v1ibwcEEEN6cGcG2CD1cmenJmnCO/Hu0Hz0fS9XIMXULP+dVYOgWswKs6ut4OhxdD6HxSK7qL/zyRyy/Hcvl4MJePhwbw06F8fqzP5c3O3jzf0oM323rzanNPnq0T/AKxvFgbw7M10TwRJKjL43ixOonnSyN4PM+fpwsDeb4ogEezvXgyx4OHM1x4OseNp7OceTbblWezXHg6w5lHk+y4PsyYhzPseLclnM9X82l/M4rOj1Pgj4UiMkGQVrb9Op+OT7PFfAMBnyAMh/l1Iu1vqvhyN4e2NxW0va+g6XUhzc9zaXyYA2+q6RT64y8H0/Wuhubr/bkzTp87Q6Xcrtbm4QgjHo8x4EalGtfLlfljoYzO/Qq6GlxpP+NN89kAWq+E0notmLbL/nTcDKX1egTfLgTTKvS+7yfR+iqL9tcCX6mA9rsZdDzJo+1xPq0Psml/lEPz/Wzang2i/bkQlDNZbAl9+yDgrufS+vtsOv9eQOdfi+gQZiJ/raBD8Av8to72T2vo+mX5d9y2WBHNo+sXoa0lfM9DaX5cQNP9DJrup39n/z/qD89y6HzQg9bbkbTdiaNNuJnfiaf9TjRNVwNouxEId8LpuupL50UPOi660XbOgfaLjrRddKJDqAZOW9F5WkbHCQvaDhvTfMSc1pP2NB93oP2MJx0nnfi6x4Tft5vw+bgbbTfiaH+QTsfDdFpupdB4JZqOKxFwPUKsnpouBdJyWWgRJfD5bAIXZnkwJUGFCdEqzEnTZl4PPWanmDKzhxlj47SYGK/FxDh1JiVoMSVZl9ExmoyJlzIlzYCxcRrMTtdi7QATdpfJOVLnTH2VNdenBvJscSxPF0Vzc4Y/58d5cHmiL+fHeHF2jCfnJ/pzflIQt+bGcHd+JPfmhPFkdjCflvnSucOb/2Zq87ZEjR0+3VjnosJqZw2WKtSY7q/GpDh9JvW0ozzahgx/ORUZiQwtzGBAWiQJAS7EetuR5mdDRZITdUlWDEuyYWZhDBsmlrJ4eA7z6rIo7hNDjJ8L0T6uxHk4ku4pIyfAhLwAYwb4m5DtpclATwn7ywxo2uTAf0t1+He6Cn9PNOR4rpSpkcqMiDGmOl5OXoSM2hR3KhPdiXYxIszZggBHGQFONqL8M9jFmkB7S0Ic5QTYCoNgOcFCO8jNDomPlaCp1SLUTpsYZ13i7dTp6aROfxdVBgitH1d1cl21KPLWpcBTlRwXZYo9NSn3VKLWS8LIACGNR4XZYd04Va5J02EfWm7G0/asN51v8uFNCS0P+9N2O46mq/58PuvOt4t+tF30+f6GO6+g7ZInjZc9aLrgRfPVUJrvJtH8pC9tb4pEeFXX+1ra39XR/LyQ5lsJdF6No+NYBKcHarArRYl1iRosj1VhVZwSm1LU2NBdjfWpymzpoSEOhLemCgA5VVYkqDIrQYsJMTpMjDNkSIgu/ZyVSXP5Hvbga6WCv52USEctBoWaMCXVivHRhoyPMmRcpC6jIvSYkGTOxERTJieYMSfNlqlJMpHrPaq7NSMTTJmWYMqCeDNGukrY3E+Tb/tC+d86U/5ZqsV/S/X5a4EhP87Q5bd5ZjwdrsWNMmXeTtWjdas1LZss+HepJS8nGnFjqBGXBuvwcb4FrfssaDqoS9sRc1r2CHJFQz5O1+fn6UZ8nKLHyymGNB3vKQ6Dhdt8++1BNF3K4+OmZJ4ujub29CAuj/bk6nhvToxy4N6qMLqeDKfz9Xg6f5gmqmbafphE6/vxtL0ZQ/uL4XQ8HULno1ra71XT+bCOtnt1tN4byZcbQ/nrfAWfjubzYX8mH/f358Ouvjxek8CD5VE8WhHJo2WRPF+dwIPF0TxfnsjLxdE8mBXAvVl+3Jvjz+PFwTxc6M+jBd48WeDJk7muPJ3jwou5Cl7MVPBshisPJttyZ7wFTyZb8WKmnPcrffizoRdNT4aCECTzy3zafp5L16cFdP20WDSjdXwcT9sPI+j8WYCiTeDbwyK+Psyh+UUhLS8LaH+S+30zflVG+4chtL4SLhRV/LY/jMuDu3F7sJQ7NfrcrtHiTq0aP881pWuPM12HnOg45kbLcR9azgbReimQ1ku+dF0PpetaGC0XAmi+GEHnw150PetL+/3uNF2Lo/WW4LrtRfPdHqJMtP1+X9oeZNP0uIjW17V0vhtH20dB6inMLGaJoL6uX6fQ+etoWn+sE9VA/Laczt/X0PGHwEdaTsefC+kQmD+CDPb9SJHsKWj+W5+X0PG8gOYHPWl/mErnw1RabiXRfjedrkd9aH+QQuutWNpvRNN2M4L2W0Iby5c2gS11M5iOC150nlPQec6F9jO2dFxyoOOyEx1n5XQcN6f1iAltx2U0HTCgqd6Y5kPmtNSb0XbUhrbjDjQfsuPzQUe+HHcXXdPtd1K/3/TvpNF4KYqWS2F0XIui7XoMrVej6bgeS9vVaDqvJ8HtdH6pj6J+uIzZaerMTNJmZrIBkxKkTErWY0KCPuOFeVu8GqfG+XF5shdnR8l5Ot+Xn9ZE8semKP5Y5ctvK315vzKIU2NdGBWhytIsG85NDOb54iB+WBHIi3k+PJjuyeO53tyf4cfdmWFcnxrMzRkBPJgVxPNpLvy3Uk77CnP+HKnDReFS6Sxhs6cGa9ylzPUQWGhqTOllRm2SDT19LCjvHs7Q3B4UZsSRHOZBYqAzqb4ySqLkYh5CdYwZUweEs2FSKSvHlTCrtj/F6SEkBTkT4+NCvK8TSd7WJDgLyh59sryNyPLUpdJHhXPDLGnaZMOfs6T8MlGJ36cZcGqANtMDJYzx7sboEBPGp/kwMN6J4ngXUt2MCbQzEMmfoW7fYW9BLtZi9m+wo4wwZ+FRmAHYEewiZAQ7IOntaUKam7HIu460lxLvpI1gDuvjqk6WQo0cNzXyPbXIVagxwE2FXDc1BnioMsi3G4N9JNQFCpwgVRbEqHCxSoNvu+34ctqFllvhtFwNoUOQ0T0S3gyJ8CwVBAnZkx50PUqBlz3oep4MT2LFz3XdSxI/x7M+8K6Arg+lomRNuEW13hZUDPG0XQ+kS6gIDvpxsURLVCFtT5CwNl6FxbFqTA9RYkaYErMjujE3SsLqZBU2dNdgZZIaC5O0mJWkx7hoHUbEGFHkp0O6owo93QTvgx5hci1C5FKibTWoirJkYooVI6IMqYvQZ2S0EUPCjRgTZ83YWBkjo02ZmGTJ2BgTpiZbMStNxuIUQzal6LG7uxFLgqVM95HwYaE3bTuc+HehJo0rTGhcZc0PMwx5P8Ocx6NNOFukwdXB2vyzxp6mzXL+XGrJ29nm3BppyvlyA+4M16Fxuw0dRyzoOm5NxyEb/lxrwoeZBnyYbMyPs0x5O0mfPzb6w7NaOp4Moe1+Oa3XCvl1Zw9eLo/h3sxgbk4K4PIYb06PdOHyLB8ab9WISWCdH6bR+kHQyk+j88epdHyYTMfb0bQ+rqbj8WB4UUfXs6G0Ph5C+/NRIOjrX46n4+loWh+OoOX+ML5cq+Lb9cH8d24gvx/N4uPudDGt6/6ScB4uieTp4kgezAvixnRvbs325eHSUG7P8+P+wgDuL/DlwRwvni305cVCP54v8OHFAh+eznbj9Vw3Xs9x4vkMax5NteDpbDkvl3nwy55k2m4JF4PJIBjOfhVCYhaJrZCOd2PEXnuncBB8HEXz8ypahXCUd4PpeJpP+5McWoWD4E2FiEbufF4MLwp5t9yJ69WaXK+QcrmkGz/NNaFFAL3tltF+2JH2IwoaD7rReMSTjnMBdF0KoPVCII1nQ2m9EknnvR50Pc7g28UIWi6F0n49mtbr0bTciqf9YRqt93rQ8iCDpgfZdL6rpv3DKDoExPOvM+A3gQg68XtK2mvBO1FL2w+jxBmIkLks4DXEWM9fptP8w1jafhhJy+tasd8vfA+tT0tENpTA9u94mkH7wx7wKIOuB+m03Umi43E6nY8E+XVP2m/G0HY9nHZBznk7lLbrAbRe9Kbtohdt51xpO+NI+1kH2s7Z0XpeTtNxC1pPWNPSYEPbSXtaTjnTekYBl/3gWghcCYQbEXRdjoCr0XA9ks47SbRfFzAjkXTcShZX46VwWq7E0HwxlrYr8XRdT6Tjcgyt56NpvxhD19Vo2i4k8mSlF1sKdZgaLRErgskJOoyLE2CUWoyNUOVgjSs/rkvip7VB3J1uy/mRNrxaEs7nHRG07QuicVcof24M5exIW2YkKjEsRMLsHobsr7bjyYJgPqwK5fUyXx7O8uTJ7CDuTfPl9jQvHsz04M0sG9o2WvPfTHVeDdRih3s31jhKWCKXsNxDi8l+6oxP1KG2uwk9/PRJC3BgRF4atQPSSIv0ItrHljgvC7JDLBiaIGNUoiUT+/qwdFgWC4bns2BYAcU9w0kKcCIlUEFKkDvRnlbEuenRy0OHXH8D+iuUGRutxOMZTnRsdOWvqer8MU7K29GG7OqjzuQACeMDlBkXoMrIQB2qQs0oS1KQ7iMjysGEEAcLIhT2RHo4iTf/YGcLotytifOwJ0IcANsSLPgBPJ2+G8HSHfVIczQg0kZQw0iJctAmylaVVGc1Mt3VyRG4+t7fYyIL3DXIFlpCHipifKKQDTzMX41RwWqM8+3G8WJNmvbZ0nxSTtdNX9rOO9J6XJCPOdF03JkvR51oOeNN0xkvPh934vM5Tz5f9uKr0Hu8FED7GX9aTgpORB8arwn/eVJpuhJN27VwWi4G0HkjiM5rXrQ1WPPfJiuOD1AXQ+cbekvZmWbA7HAp44I0GROgxLQoTabHarA8Vcr8ODUmhKswLESDkVGCIsCEYYk2DAgyI81VSrKTlHgHXeLtdYmx0yPFQZuKUBNGxZlRF6nPEOEAiDFheLQZwyKFZcqwKGNGJZgxJdmSeUlmbO5lzeFse45m2bIt1Zy5AXqMspVwcqAx7PGgeaUejcsNaVojKE1MeDLBkAdjZJwpNeZooS7Pp1nz3wZnflliwfv5Mq4PN+JMqR4XyjT4fZUNbQfldByV0XVMTvMeOR/mGPFktD6vpprxcoIub+ZY03ZTIDcOpfl+GU1X8vjnUG/erY3j4fxwbkwK4NakYG5PC+LiJA8+Hcii7ck4up5NgDdT4eOM73hhgTnz81R4PwZe1cGbYfBqKJ1Pa+HFMHFu0P5yFO2vRtP5VoikHCEuYZbA61HfXyMcFrcr+HyxiN8a+vNxTw9+2JnKq01x3F0cyM05PlyZ6s716V7cmxfIvXnBPFgYzu05gaJq6f4cP17MD+LxDHdezvHg1Xx3Xsxx4u08Vx5PsubxBCseT3Pg7YYo/ndpEHycCn/Mh18EE9QM+DiONqHv/mqIeBB0faijQyCgPi4UlTptDzPpeDKAzlcDaX9ZCK+LaL2ZyZMZllwokfBqvFCROdK005Kvu8zpbHCl86iCzqMetB/zoeNUEJ0Xgvh2WuihR8OjHjRfi6f5XCjt54JpuxBMy6VwOm/F03ItgrabiaIqruO14MYtofVlOV0/joCfR9P58yhRrdT4soamN8NpeyuYtKaDIP0U2EkC6O3PFTT/MI2mV8PFMCBhtbwdzVcB6yGY6ITIzZcVdLwooPVBX1oFnv/jLFrv96TtQTLtDxLhcTpdt5PovBVD6/VIWq+F03U3luYb4Xy7FEDLjXDab4XTdMmXztthtN0QKgMvuOENN/3hmh9cD4A7EbRdC6X1cihtN2L5cj6Ebxcj6byRTOP5aJouhNN4MZq2G0l8vhBO6/VE2m4k03YtltarsbReiafjaiztV6NovxxOx4Uo2s9E0nY2kK6LoXA5muaT8VyeaMuc7sqMCOvG+AQdhkfqMDJck3ndtTlYbsWVsfY8m+/Pzane7CuTs6VQg5PDrHixyI+vu1No3pPAL+uDOTXKjikJylT4SMSNdVWWLttLjTkxwoLnwqVjri8PZ3jwbomrmPfweaE+v4zQ4Xi8CqucJGxQqLLUSYVpbqqMCpEyLNmcHn7axHmZU9g9guqcVLKTgkkOcCXOW0afIDMq4mVURBgxKs2FJYPTWTYin5nVmVT1i6ZnuBeJAe4k+jqS4GNNpIsgwdejt6cG/ZwlzIhX5Yd59rRtsOGXCar8NUGfl4MN2RinwgQfCSN9ujHKX43h3hKGByhRGSQlVaFLpIMx8ULOr7O1eNMPd7UjTGEjBsDEulsRK1BBXeWEuNoS7GZPuJeTOBCWCBt/hFwAI+kSZqtLuFxKjJ0mqY4aZIibvToDvVTId1GmQKFBgYcaA91VGOytxRBPdYb7qTAqUI3hHhIayqV0Hveg+ZicrguuNB+zpPWEHY1H7Gjca8G37Ya07jahZZ8prUcsaD5lR9NZe9rO2tF2RE7zTjOatxvTVi+n7WIILdcTaTwfRafwRjnrQ8cFbzovutN51IK/VxpxIl+dQ7012J2owbpYHSb5azDMT4MxoeqMjdJkbLQ2EyM1GBmixuAwA4qCjUSFQGWUCflBxmT4GJPmqku6Qp9kJ20S7LXEyMgkRykFAQYMDjelMtyUwWEmVAbqUR1iyJAoY2qjDBkaacToBCsmJloyN8aEFeH6LArWYYiLOvlyCYWWEobaSVgTp8KXtQ60rDfl38W6fF5pxQ8LzLk9Wp9Hk524MsyeI8VmnKs25Zflbvy81Jofl9hzd5wlF6qMOFuizfVhUpr3u9F2WEbTXhNadtvy82ILnowz4eVkGU8n6PNggj5/HUyFVyPoeFJNy5U8vp3M5P3GOB4uCOX+7HAezYri+nhvLo9VcHd2gLjhXprpx+W5wVxZGMLN5ZHcXBnB7TURPNoUw6utMbzfEcefx/ry5WweTZeK6bxbS9fTkXQ8HSHOEDof19H5dKgoQxU2Xt6PhLcjQJA1CoeH8Pz5UNofVNJys4R/T2bze30fftzWnVdr4kWj2b0lMVyZHcaVWeFcnxHBpcmBPJgfyZ3pfjye7sPLWT68XxDIi1nePJnuxtPpbjwYZ8/1YZZcG2XJoxV+/HwhX4SjiRJSwV0rxF7+UEezgEB4W0HHD8PF2YAwgG1/nE3b3XTaHveFt0UgyItfDOTz0TjujZXyea0dzdvtad4tp3GfnI4jznQcdaPziBvthz34Wu/K58MedFyOout2Ik2Xg2m5GET76QBaBVDfmWA6LgntliSxCmi/mwLCDEtAMjwqEiuAjnfVokGr8XUFze9qaf84hq5fZoIw0Baw0AIxVMhAFobBgidCGHi/GkPXu9Hi3EAcAv8tsJHW0PLjFFpeVtD6VEj1KqH9RSGtQuvpQSrtT3rSdCeRpptRtN+Oo1OAwT3oKfo+eNZfbFm1CRW5INd+0kN0+3Y97E7n/QSarwXz7aI/n0978fWUJ/+d8OTb+SBar0TQciWa1hsJfL0SS+O1JDrv9qbjTi+67guVRl+6Hgi+EuF5H9quJYpKoK4b8bRdi6PlUgTtl0PpuBJMx8UwWk8H03baDy6E0X4mGC6GwYVo3m8JZnOZOUNDJAwNV2VsvA7TUrTZnG/J1hwjUVF3slLO5TEuXJ7kxY4SVybF6rA4w4bDNVb8uNaP9sPx/Lw+lAsTfdhd48m2wT7sH+ojMovuzg/g9jRvzgyx5u1sC9hpw+cZBjwvNGeNazcWOyux1EGZuW5ShnuqMyLeTMwRj3Q1ple4D/ndwxiQFkaCnxNxHjakeplQFGVJVbwlQ7s7MbeiJ0uG5jBvcD+qM8JIC3Kgd5QfvSJ9SfQyJ8FTTzSn9fXRoY+nMnO7S/lzmQdtyy34bZIKv0zU4UGlDmsilJjircR4XyVG+3ZjuLcqY4M0mBCtR3GgLkF2WkR52hCpsCLM2ZpwF1sxG0DAQEcoBDqoKQledsR5CuEwdoR7ORAqREIKLSB/RwPRWh1sp0uYXJtouTbxcilpDlr0c9ES2z8DFErkKbqRo1AS07VKPZRFVHSNhyojApQZG6rKaH8ljpRL6TrmQVu9Ne1C33q7Po3bDWjfZUH7JkNa1unSuMmApn0yWg9b03zEmvZjdtDgQNtuM9p2mNC0WZ+W7Wa0HPWES4l0nY6n80QoHaf8aBfyXE950LzZmP8tMeNwphrrY5XYlCjgqdXFm3+Nnwp1odqU+qoxOFhKXYgmZb4qFPhpk+klpZ9ChVxPZfq7qdDHXUpvdz36ehnR28OQVFdtogUruasOBUFGDAowFGmgBZ46DPLVo1xA1/pLKRUOkWATKkMtGB5txbhgQ8a5qDLOU5O+5hIGekqZEqrNSIUSoxQSHkyygz1u/LlQh18XmPLXalfuT7Lg7gQ7ro1xor7YlH35+jyc7MBPy5z4eZkr9ybIOFEi5VSpPqfLpXxaY0/LQTkteyxo323Pr0tlPBlvzJMxZjyaYMzN0Xq8W+FL18MqOh6U03q9gM8nM/lxaxJPFofyaEEEj+eGc3+qP/enevNgpg9XxruxLU+PtZlarOqnxcZsPfYOMmd7gR7bC3TZUajDnmIDjlVZcWa4A2dGOnF6jAvnJrhxfoKCCxMV3Jjty8sNsfy4tye/nsjmj9N5/HNlEJ+vDuLbjZLvh8ObUfB+LPwwThxU83IEPBlG251aGq9W8c/pUt7vy+Xpxl48XJLE9ekRXJ4UzJXJQVybGsDNqT7cne7Dgxm+3J3iw+3J/lwd68GlOmvO1ZhwosKQ07Uybi8I4M8rQtDMNBAOg09j6PihmqYXg2h/VUX7uxpanwyk40E2rXd60nInjdZHmfB2ELwcSOfdTBoPBtK2z53GHXa07Xei9YCDKP9s2e9K1zFvOhrcaWlQ0HYiAK7E0nQ2gG+n3Gg77U3HKX86zwTRdjKQzstxtF9PouNBCp13EmgRnj/Jo+l+jpjU1fa8QhxGt30YCb9OERPA+P3/8n6FdtZvC0QXcZsQ3vNhNI3vx4uGNuE1ohP441ja3tV9z1t4Uky7MFR+OpC2Z8W0vRCY/nm0PM+hRQh2eVNE88s82l8X0fVO4AZV0fq6gvb3g2kTMoIfpdN6O5bGyyF8PePNt7MBNF4M5cvFcFpuJtJ6M5mW2z1pE2Z5DzJBqJpeFMCTXHgsrBy6hASxB1m038uk5XZfuh7l0HW/P9zLoEuo5C9G0n4lho6rcbRfjaHlUghNF/zpuBIlHgItp71pPulP2+lgvh3zoumEJ1yO49uxOJ6sDmR1viFDwyQMDlJiWIQ6C/uasjxDnyWpqqzqocHRSntuT/Hn8fwYDg5xYlysDkODVFmeacTrVdH8tr0HT5bGcXVmLA3DAlmVZc3sHsbMSNRjfR91/l3rTucaGT/X6tMQrslqZxXm2nVjgbMm4xS6FLpJyQ7QJ9RRhzhPO3LjQ8lNCSIhwJkoT1tiXI3p62/IwHBTqhLlzK5IZfGIfKaU9Ka0e6AY3JLgbUWKnwO9gxzo4a5Purc2md6aDPKWsL3QgH/XO9O0yoJfJ6ry13RTzubqMM9PwhR/YdaqSqVbN4b5KDFWyGgPM2CAjz5httr42JsS7GFDkKsFoU5WoslLMH2FK2REe1gQ72VNso8DsW72xHoJMDhHIr0cCVfYIxEiDQPs9QixlRLnoEOCnTax1hqk2Evp4SSlr6uUHKH1o1AmS6FEkbsSFV6qlHspUe2tRp2/OnWBKuIwuL5Yi656T5o2m4ngsuaVujQv16V9tRHNS6W0rxWMT1Z01TvQsduS1t3mNG41pnWrGW2bjOjYbETLWl1a1xvSdsCZjuOhtO8LoOtIAO1HvWg75Eznbjta1prz+xxT9qWrsiKsGyti1RkX1E0MqS/1VSffS0XspeW4qVDopkSRQkKJh3BwKTHUT4nx4SpMjNUVGUc9HTXo5WZAhqcJPT0MxApAcCMOEqqJYC0xCa3MQ0Kxmwr57qr0d1cTwU8FfkaiVKsk1JShgXoMc1VluLsGGWYS5vR25cpof6aHaVEkk7C9jx6tm734b5kJ76bq8naGNffHWXGpzowbE5w4Xm3Lrlxjzg+R82quE2/nO3FvghWnKvQ5MciQhkG6PJhqRONuRxq3mNOy3Y6/VtvyaKwBLybIeDzZiutjTLg+3oIvJzPgfgmtNwpoPDeAP/an82p1FHdnB3J/diCPZ/vxeJagwvHm5mQPjlTJ2ZRlxJYcc3YVytg7UMbeYkv2Fluwp8iMA8UyMZ/4YJElB4rM2TfQhN2FRtQXm7M9S5uN/dTYkq3J+n7KbM7WYGuelPpyMw5XWXB0sAUXxrtyZ2EIT9bF8n5fOv+eyaP1Rhmd9wfDq1HwVqgaJouIio4nY/jrTBE/7+/Hm+3pPFqVxLW5YZyZ4MXpMe6cH+vOhbEeXBzrzZlRbhyvkXO6Ws75alvOlFtxaKAJ9VXm3FkZxuc7ld8rko9j6XwzhNYnxXx7VEDby1J4UUz7vX603enFt5tptDzJputFPp0Psui8nEjTATda9rnStt+VDuEQ2GdPy35nOo/70n7cj64zwbSf9Kf5mDfNxzxpOerG1/3OtB7zoeWUD60XAmi7FErzuWC+nfWn5XIkbTdT6LyfQeejbNqfF9DxppLO98Np+zhO5BUJWn7xEBAjHifS+HIoTW9GiIwfgQPE71Po+GmMODxuelZK+5tSGl8OoPN9KV1vyml+Vkzz63Kx0un8YQz8Nhn+mgS/1NH1oVIExrU8L+Hr8wq+Pa2h6Uk1bS9qaX5aSsu93jTf607b3RS67iR9x7U8EpRiA75XRy8L6BCrizJxjtL6fJB44HQ+yKXjfi4dj/NpvtuPljt9ab+XQ9ONPrTf7UfHnX603uhBy7VE2q4liYawNmEOcD6ctovCCqX1fAgdl4JpEdREF8JAqPjPBdN+xovO0760NfjCxXi6LvThxsJgJvYwINdTQp6XErXhUub2lrGyvyXLe+mwSjCklppxc6ofD+bHcmSoB4vS9dlYYMjmQmNW9NNlcW9j5qeZMKunGVN7WDI2Sofzw/VgpzP/TdHnbh9tNjlJWO2synx7JWa4Simx1RAx+YF26kQI9M1gV7JifEjydyDEWVDZmJHkrU9eiAGDoiyZnB/FwiF9mVzag+LuQaQGuZDo50SMqwXJ7qakexmQ6SsVL6HCHPVUuQ7t6+xoWqzPPzO0+DBWlz3paqK0foq/EhOCVKjzVWa4nxKTo7SpDdIlzUFdxPaEOZoT5CCEvcsIU1gR6mwtKoD8HS0Jd7ci3M2cWE8rEj0diPdwItrdiWhPJ6K9nUn090QSYKX6PfPSxUCMRou1lRJhpUGUjWDRlpLsoEUvF00xKKbIRyq2gso8lKn0VaHKW5Wh/hrU+grBMRL25Uvp2OZD62pL2lZY0DRXj6ZZerTOM6RloT5ty4RDwYjOTTI61pnQts6Qtg2mtKw2pG21IV8WatC0RIe2FQa0brWhfa8b7Tvc6drvRVu9G227HWhfbUbbCit+nmYhOn0XRkiYHKxCtU83Ctwk5DkrMdBNQqlnN6p8VBjqq8KUcE0WJ+myJFaDlQkqLItXYW68NmVeGqQ7adPLw5i+vqakuhmQ4GJImpMmFX4qzE2QsraHNqvTtFjc3YAJUdoMC9dhkI8G/Rwl9HFRIdNdjTxXFSqdVRnupk6uuYSRYUbcmuDHyp5GFNtIGOch4e/l3rSsseH1WE0ejDTgwTg7Lg2RcXOcMydrbdk30IpduYbcHm/Lm3muPJxix6kKQxoGGnK8xIgLNVL+XutA4yZrvm225r/19ryeZsbjMabcH2fJ9bGWnBlixLMlPnCvjKbr+bRczuffw315vz6eB/MDuT/Hn4fC5j/Xk2fzfbgzzYsLo93YVSRj2wArdg+0ZmehBbuLZOwbZMPegVbUD5Kzp8CCA0VW1A+04mCpFfuLhcB6K3ZmG7Erx5C9+cbsLzBlX4EpewYYsX+AKftyjdjaW4sd/XTYma3L3nwDduVqc7jUmJNDLTkzyoZL0914tSWRX4705+9LZbQ/GAFP6+DhYHg6jM67Q/hyvoSP+zJ5uCaZizODODbSmWN1jpwaruBItfCzc+NkjQvHq505NEjOwYEWHK4w5cRoa55vTaD90Qh4Px5eV9P+VNDHF/LtgcC5L4SH2TTe6MGXm+liQLq4yd3vT2NDIN/2uvJ1qx2tOx1p2+dC8z5nmurdaTrkR/uJEJEJ9G2/k1gZtBxwpemwJ43HvGg85UHrRV+aT3rQ2iDcZL3FA6D9bnearyfT+SCDdoFvJbRq3lSLBrHOD6PFg0oIfWl6OYyWV0Pp+DiKToFz9PMkun4cK7Z42p4V0fZkAG1CiPvrMtp/GiIqhro+jaPz17F0/T4Wfp9M+w8TRVWXkBHw30OB/llEy6Oy7/6H98LfMwl+mCZKgLvejaHrjZAhMEiMgxTaY813MukUfh6C4fJJAS33+tPxbCAdwqD5SR6tjwrofFZC671sOu7n0SngOB4MoO1RLi13s2i7049OoRK40Ztvl5JouZpC65VkuJ4K15LhShJdFxLhcjKdZ6NoPObHl3ovvh0M55+dYfy83oNfNrvyYZUDzxc7cXOGK9fn+XF5cQx7JkQyKEyX3gp1uturku6oTnm4ATN6W7GorxmL0vVY1l2LTX20uTjClcM1dszvY8CU7gZMTDFmQrIZoxJMqUs0pcRPlZmxqvy91pL2FXp8qtHngJ8KS60lLLVXYr6LGoPlyuQ46RBtp4OnXIdYHzv6RnmSEmBHsIMxkS4yQh31iHfXpCDCjMmFMSwYksWcqr4MTPYmztuGOD83Uvzd6eFtRT8fQeapywD3bgwPVOLmcEtal5vxZZYK/0zT4/VwQ7anKDPRV8Ikf2WmBKuLgMuxIWqMj5RS4adOurOUYLm+GPMYJ6R9KayJcpERZGcqsn78HWQEuQgYCCEBzIJIVwviPexJ8nIlwcuZWA974nwcSQ7yQBJvryIOEQQVTIydPlF2BoTb6BNirU+oXI9wGw3SXKRkuUsp8tSiSKFCubcKlT5CJaDEsAANhgWoU+oqYWO6Jn8vdqN5qT3Nc834OlWfxin6tEwzpGOOKS1zjGiaa8S3+Ya0LDOleZkxHWst6VhjQdtyExqXGvFNOCgWG/N1pTnt251p2uhA204POvd5i2yO1qWWfJ5txi/T7ET5Z523hFofIQRGwhA/FcYHajInXJCFqrImUZ11KVriWhWvxso4IcugG7PCVajzUyXDTonujjpkeJvSz8+IJFddYl30SXDUoNhXg7mJOmzq/t1PsCVNlU299dieacz2/kbMi5MyPkyLYnclMuQSSpxVGOuhRbFVN3KdlLg4xpN9A+VUK7ox2FHC1QpjWKsQdf83RuhydbiMK0PtuD7SicujndhXZsO6LEOOVhnzfLYrr2YpuFxrzukKM06WmtBQpMGbGVZ8WSfn60Yrvmyy5+1ME+6P0OfJBDm3xthwtsaUS2PkNJ4dQNudQbReLeC/o/35sCGJp4vDuD/Hl0dz/Hg+z4+HM4U2kJ/ICDo33JUdA4zZW2TF9lxTduVbsCXLiO1ZJuwaYM6efBkHBtpwcJCc3fnm7CuyZFeeGbvyzMXHPYUW7BVWgQX7Cy3ZO8CM/fnm4qOwDhRafl8Fwq+bsj/PmEMDzdmTq8+uXF029FFhb4ERl8coeLggkAfLgviwO5X266XiQcDL0fBiLF+vVPFhdz+uzQmjvsaBQ5XO1Fe6sK/CmX1ljhwodeJYuRNnql04UmbJ7oH6XJis4J/zA0UDGK9q6Xxexudbffl6ry+dQpviUS6N14VNWWidlNMu3KSvpPJlryfNOxxp3mFP5yFf2g/40FLvTeNBL5qO+NB5Moi2w1407namcb8LXw+70XbGj6bjHnw+4ET7cV++7nel9Zi3KB39ej6MpqtJtN/pTdfjXNqfFND+XIC0VdAltGSeC2a1oXQIX6cAyhMMYm9q+fYgj46XxbS/KKLxUZ6Y5dv+QcBbjIO/ZsM/AiBvDp2fptAoGPieVdLyvJKmF4NpejVETBD7TladT+dPwpBcmDEsgB/ngpBH/IOQ1zyB9p/GitLYlkd5Ykxo66MsWh9n8e1uH1ruZ9J6PxueFtP1dCA8EZRTZXQ9GghPS+FJCTwvF3+Np4PgSRFdd3JoOteDf47G88/hGH7fFcxP6z15vcyRd8tdeb/MneezHXgw1ZpbE8w5N1SPY8Xa7M5UY3s/NXbmqLG/SIf5yaqUuCuT7a5Olp82heHGDAw3piDUlJ4KbeIcNAiRqZDq8J3NNb2nBYv62rCguwmzEnWYkKBHeaguJaEmDAo1Iy/UjB6eukTLNUkzlXCp2gq2OvL3OE0upaiz0kGZdR4aLHRQZoKjGhlWasQIsEiZlDhvW1KD3UjwdybY2ZxAgRrgaECywoA+QZYM6RfK1NLeTC3tS0WPcJJ95ST6CQHwziQqLOnrZUiOtxbFnsrMjlbn6WRbWtfY8/skVf6dpcu9GkOWRSgx2VeJGREa34O4PCWMD1RmdJQu+X46RFirEmlvQpSLDVFucjHqMdJdRpSLpWj+CnCwIsRFoH1aEOFqRpynlTgEjna1JtbdjmQfR1J8HIhxtyItxB1JsosOSQpDEQERaWdIpJ0RYXJDguWGhNqbECrXJcFBhz4uOvRzVCHfQ40Sb1VKPJUo91FnsJ8GtUFaDHSViLfl3+Z58mW+A81zrfg82YgvEwz4OkE4BExon23B1xmGfJtjRPMic5qWmPNtkQnNy8xoXW5B2woZX+Ya8N8MXZpX2dCx1YXGdY60bPWgeZsHresdaZ1rTOMsc36f5sS6BHXG+EmYGqrC/Gh1ViZrszpBg41JGmxJkbIqVo35YcrMidRgnH83hnkrUeejRF2gBsVe6qTZqZBor0kfTwOyfIzo621CirMu3Z00GeijxfQ4AxYIB0mSCstjJSxLUGFTujZHco05lCGlIVuXbf0tGBqoRbGTEmM8tRnqpk2GjYRjQxScGe4mDskr7CWsi1Ona30An2YacHesHheGmnCuVsblOnuujHZhf7kt67NN2FVkyO2Jdjyd7sL1Ydacq7LgRJkxRwdqc71Wj18Xy/h7tYzmHe78uEDGs4kmPBhnwdURplwZbs7ZISa83xIP92touVjE/xqy+LSnFy9WRXFrlg/3ZvryZF4gj2f582S2P49mBnB7kjfHKq3ZO9CCvcXW7CuxYVeRJTsHmImVycFSW3GTry+14UCJNbsLzcVKYVehJdvyTMWK4cAgGw4MtGZ/kRUHCmXsy7dg7wBz9hdYsj9fxv4CKw4OtObIIDn1RZYcHmTNgUIzjgyyEiuHvYWmbM/VZ8cAI/bkG7OvwIiGShmXJih4tSqG/53Mp+POUHg2ns67Q/n1WD73lidxdJQXB2oV7CiSc7DSjUOVbhyucOHgIBsaKuQcq5Bxcqicjzu70/mgEl7V0PGkmJY7/Wm62Ue80bY/HEDrowF0vC6j48UgOu/0pfFIIJ+32tO2y4nOA950Hvan6YA3zYd96BSGvCeDaDnqJ3787ZAXHacDaTqkoLneheZ6Z77tc6btmDdfG3xEXHK70P64mUbX3T7wMJP2u31Epn6zcKN+WU7H26F0CrnIrwfT8riA1vtZtAkHxfM8Wl/k0/G+gtb3dWKLSEgF6/prLh2/TRZnBM3vxtD4ejStb4Vg+AnfncGCmkuYJ/wyT8wg6PppnpjR0PZp3vf8hZ+FQ+P/loBjF8JrfplAp2CQE3EgxfCyCMQIyAJ4mg8PC+BuPi038/h6LZ+/z2bzR0MmP+xI4fW6SK7PdOf8BAdOjbbi1DAzTgw25MBAKYeKtThZYsChHE32ZSuzq7+E/bnK1OdqsDtThX391TmQI2VPPw329BMwKYbsH6DHqQozTg2xZWWOKdURUspiTChLtKAy2YrqFHuKIs3oF6hDurcmPT01SXLoJnqYcn10GN/dljHJFpRFmtLT04BUN0PCrVUJkKmJ8a6+WhJGBGnSuMGVzgUmfCzVYZuHEmtcldjoqc5Cdy1KbVRJE2ajNjqEO5sQ7+tAgp+z2GoJcTEn3N6IaBspff1ljOgfyaSidCYUpFORHkmCr5wYTxtS/G3p7mtOb28Dcr2lFLlLWJamwafZclqXWPLPFC1+naDL+SJdlkRJmBbQjYn+qowOUGa4TzfGBUsZFSGE20gJt1IlyFqXCGcL4t2tiXAyJ9LNinCFYPIyI9pdUP8Iyh9LYj2siHO3JNHLmlg3K2JEFZANse62JHjaEudpS5SHHEkfPzkJruaihjTCwYhIe+EAEGYCBoQ6mBDrakm0rQHdHfXp7aQpguFy3dQpFr4ZLyklvjoUemmKsDih9Ppxlhd/z3Lgf9Os+XOcCX+PMeKf0QZ8Hm/El0nGfJ1hStNcGZ9nm/JtvgUti2V8Fg6ExRY0L7bk6xwTvs0yoWm5nNYNrnxeZkfbJg/ad/jSstrpe0UxQ8avEx3YmqLG3AgV1qTqszJenRWCdCtBgwXhSswNV2NSoBJ1XhLK3IQevhIFbsoUeKmR465GjsABd9cRWeIJDpr08TEjN9hWnAeku0gpCzJleLgRo4LUmRSszIwwNWZFqLE4To1taVocTNdkf4aUFenGFHtrkWErxGfqMsJbl3QLCRsKbLg+xZ/5KbpUOnZjsrcyP8xS8HWVNbfr1Lk4xJCGSkMuDrPj4nBnGmpd2JxnyfosA86PsOHuBHtujbDldLkpxyuEQacJp8r1eD3Tiv+td+LrZld+nG/J88nGPJki49ooY64ON+F0pQ7353vQfr2Y1ssFNJ/L5b+GviKe4fZsbx7ODeTxvCCezhM00N7cm+EjKiGuTnDnaI01J4Y5cqzWloYh9jTUOIjraJUdhytsOVAup77Clj3FMvYUWoqHw448M7FyEDb/3XlCq8ia/QUy9uSZsyfPgvoia/YVWonrcImd2KY5VubAwSJrjpc7UF9oydFSW7F6OFAk43CxnGOD7DiQY8bBHGP2ZemxLUODAwONODPcnocLw/irPgtuDIGHY/l2ZQgf92RzaXoIh2udOTzYhfoye45VOXG80pHTg505XmbNqSpz7s315etFQfEzhM7HwpC6Ly23M+h6kQevC+FVsciZ4lEObRcT+HuHE1+FKmCPK63Czf+gN81HfGk/ESAeAE0NgbSdiaT9ZBjf9ipor3fn63YbWg+50nhQwZcjnrReioQ7qXTe6U7n7e503kyj/WoKTZeTRGhb59tieFNK+5NiMau5/XUFTff6i3JOAejW8aoEfqih6+fh4lC7/cNoWt+PoeWH8bQI3oEfBS/EbLoE2aiwyf+ylK7fVtL267LvEtLfl9Hxk/A5IVZSoKkKSW3fMdutwub/5wL4R8BSC5XELBByDO5X0Ho5l7+PpPFhWyTPV/pza5Y7VyYqOFEnZ3+pEVsHSNmQpc6KnhJWpCqxIknC8njBlS9hRy8N9vfXYXsvZXb2UuJAhjqH++lRn6FDfZ4m1ydY01Cjy/5idfbmqlOfrUNDvimHcgypzzXgSJEZhwtMOF5kwKUhlrxbFcuZqf5M6m3AkBQThvWwpS7VgdoEB2ribSmPEbT3xvT21SfdQ59YOxWS7CWk2EuIlisTYKWGr6UKgTYa+FtLRcR7mpWESyNsYaMdn0dqcjVBgyU2ElY4KbFGocZ4JzV622oSJdcj2N6IGG858f7ORHvaEuJsTpCdERF2BvT1t6WmZzBjcxMYl9ed6j7RpAc7i/OBBD97Uv0s6eVnSLafBqXeErZlS/lzsT1dq835b7oqv4w35HBvDWYHd2N6hAYTw6SM8OzGaD8J4yOk1Iaa0MtNWyQUBwj7sqM5MQprkjxsSHCTEauQEeshfE0yIoRWkADzVFiS4GFNoqc1Sd5yEr1tiREODIU1AXYmhLsKz20IE2Bw3RUWxDubE+tkJjIkYhwNiHbQI97FhHABC+1oSpyDCcmOhvRw1aOnsyZ9FdrkeujR10WbLHc9ejmpkuHcjYXdtXkx0Y2P4+X8M9WRfyfb88cYC34dZsh/4y34PNmC5jlyvs2y5uscGY3zrfkyy4Jvc835OtecL3MtxI9b5tnQtMyexlXO/LfIjpY1bnTtDqV5hQvN0y35NsWKT2Md2Z6sztRgJWaEqDEzTI3JocpMj5Ay2k+Job7CDECZIrduDPTRoNBXm1xPTQb46ojzDIFz1MdDlzRXHWLttEhSGJOi+B5E0ctFSmGAMaVBRgwO0mN4sC6TwnWYGSVlYawmG9L02NjThLEh2qTJlQgyUSLSXJlKhRYjfaT0tenGxHhD7swOZ3OOOdXuylQ4SDg2yIT2za48HqHNxRp9jlXoc7LKjCujPTg/2psdxXas6mvMkWob7k125cYwKy7VyDg8SJ9DJYbi4+0xlvy1yoW/llvx+xIb3s4059EUc+6MN+fuGBk3RplzdbIV/zvdh86bhTRdyKTpTF/+PZTOyzURvN8Qz4cNiXzYnMT7zSm82Zgoohuer43lyepIcT1aFs5DYS2J4P7iCG4vCOHOwjCuzwni0gx/Lk715ewYD86P9eLEcBeO1NhztNaefWWWHKySs7vYjF1FpmzLM2RHgRHbC4zYVWTG/pLvVcbhUqEKsOJoiS2HCq05UiznYIEVR4vlnCi341ChOceKLDk+UEZDoQWH80w4nG/Czr5SdvTV4kiBKaeqbLg1L4B/TxbA7Tq4N5r/jhfzYFE0x4Y5cajKjiOV9jRUOHKywp5zVXIaik04M9SGT3t7wJNKuh4X0vUkh8Z76WLubdczoZ9dCM+L6LjTm7/2efD3Vnsad7nQWu9FyyFvOo4F0HbEl+aj/rScDqf9YjwdpyNpqffh2/bvw+Iv+wVAmh/tgkHsWhwd15LouplM2+VoPh8NoPFkJF33+9L5LIe2F9k03Uun6UoSTdfTaX9WQvOj78x+hAHv2++GtbaXlTQ+HUTLq3LaPwyn6+fvJjj+WCamrHX+IvCRFtP16zLafxXMY0IusvC4hA4hS0HAav8i0FUXwz8r4J+V8Mtiml9N5Z97o/jtXAWPNqdwYpIz+8rN2Fekx4F8TXb2U2ZTmoTVCRJWx0vYkKTMtjR1tvZUZ3tvgbarwc4+mmxP12BrdzX29NLmYKYBxwaYcLC/LvWZUg5maHE0S5eD2dqcHSuj824+nw6Hc3GuGbtLVdiVo8bBXCNOFNtwKN+EQ4VmnCq14UyZBecqzHg5159vh/vwcEUMC3PNGRJnzLBkJ6rjFdQluzMk2YGKZBdK4u0pjpWRFWpKkkKTaDs1Im21xICnYLkmkc76hNrpEybTYnqKKu1bFHyZbsi7ARoc8OrGBoUmC+2VWOCkSYmdBv7mSnjLdAkVNlYfexIDXYn0EDJ3zQmw0SXNW05NegSjs+IZ3j+Wwb0j6BPqJMouhRt6nIcFqd4m9HBVpcRXwv6BOvy31Iqv86R8nW/A2/E6bEtRZoqPMhODBEWlBjVeagwP0GRsuDYlfprEWqt955TZG4tqHyHQPcLViniFFYluMhI9ZUS6WhLiZE2Mhz3xnlYkuMtIcBMOALk4I4h0MSfUxZRQV3MCHcwItJeJPKAwhRxJqrMBSc5GJLqYiqu7mxmpCmMShJxMVxOiHQxJcDQmydGQBCddEu216O6kQ3c7KYlyDVIctUhy1CDVTsL8HoY8neDF2zG2/DrZmU/j7Pg02prfRsv4e5w1f0+05vMMW/6abMHXufY0znfg82xrvsy14uscwYEn49tsaxpnyPk8346mlQr+t8Cez0uc6dwUQOcaHz5Pk9M8W8HHMS6sjtVgYqgqw/xUqfHVoNRTmSofVWoDNCj3VqbQvRv5nirkuKmKPcR+rsr0c1Ul20OT/u5aZLhK6eOmI6aEJTvrkeKkRZoAwVNoMjDIiEJ/XYr9pFQHaTEyVJ1psZrMT9JldoIB1QE6hJgo4yOkiFlLibZUYpCTMmP8tOlnLWFokB7XJoWyu9CKIf4a5NpJmB2rwj8rPPg41YzTJZocLtXncKkBl0YqOD/Kg/0VTqzPtWHHQAuujnLgaq05F6tMaSg35lCFKQdLjDg+SI/3s+X8s8KW3xfK+DjXkqdTzHg0yYp7o624N07OZeFnfVRoNdTQeauYrpsD4VYZ3K2G+0Pg3tDv69EIuu7V0Xm/jva7dSBkBTwd+309GgUPR8DjUfBoGDyqBQHDIIDjHtXQdqea5uuVfLtSxn9ni/jndD5/HM3m10MCIjqVVxsSebo6hnuLQrgxy5+r0325MzeYG9P9uDzeg9PDnakvseBAiSX1JTKOlNlwpMyaw2VWHCm1pKFURsNAM04OsuB4kSmnSiw5VmTGoQHG1GcbsT/XiJ252uzMlXK2zpa3G1JouVIltog+Xyzj4cpYsZo5PEjGyXJbzlbbc6bCmmMDjTlUbMCbdeFwv0BsbzQ/6EeT0Jt/JnxcDI8L6HqQSdPpCL7u9aBxpwtNexXiLb/1gBcdh/xoOuxP8/EQ2k5HwhlhRdC0T8G/uwS3rB/cjBUJmO2Xoum6nMi3o/78b5+r6A9ouRxP41UhgzmJxhtJtD/OoOlmD1rvZ8KrQXS9GkjHyzyaHmbw7VYPGu9m0vqshC4hCezncXT9PhN+mQ8/LaXz01JafxOyloVDYK6I0BZW209z4A+BGfQ9N4C/VsHvS/nyeDSvjg3g0a6+3F0YzeEyS9b2UGNjDw3W91BmXaqEdWkSNvWQUJ+jxcFcKYdztdjduxv7+6lxOEuLIzlSjuRqczBLiwOZmuzJ0GJ7Lw229lAWN/zDOXocHmDAgRx9DuUacjhLnwNZmuzKVeP1rlh4X8FPl2L5eDaM+xtcqR+iy7YcTXZnG7JvgDHHBllytMSEM1UyTldacqzEiGez3fl2IJmPW+JZV+YsBrIXRFtRkWpHaYIV5SlODE52pDrJhspkWwpibUn1MiJOwNs4G5DgakScwpB4Fz36OHTjYp0xHUv1+FSlyskQZTYJtE9nVRY5qTPKQZ9EMzXcLDTwdbAg3MORCFE2aU2oizkBtvokeFoxOCOWusw4qntHMDwngcxod+LchYGrBYnC5q/QJ03IGfaUcLjUlKZ1jjQt0uHbHH0eDdFnXZIy00O6MT5IyDJXpsZTiaFCFnKoCf3c9Yiy0STQRg9vGxMCXKzwdbbE38mSKDc74hTWxLtakOBuSZSrcPu3F9s/MR4yEr3sRONXuPC1O1kS5mxOqKsZkV7C4WUlHhbBjjYEOloh6eGiTQ93Y5JchE1fwEKY0dPDjO7upsQ5GxLvbEyKqykpLkYkuRkTL4THCPkB9rokOgixbTpE26qR6qzCnB7GPJ0UwI9TPPg42Y3ndTLej7Llp3F2/DxWcLbZ8GmCjN8m2/C/2U78b7YjX+c507TIhdbFrjQtcObrLAe+zXTg71l2/LfYlb9n29K41J32db40LXXjn6m2/D3NmecjXViWIKXcXYkqPw2qArQo81OnzFudck8VKj2VqAvQoNZfg2IPNfLc1Mh0UaGPszJ9XNXo5aJGT6HMc5eS4WVAD4UuKYIkVCElw02TvkKcpLcWBX5alAZoUhemwdhoLapCpCTbdiPYRIK/tRqBNmrEypTpbqVMgVzCMC9Ncm2VqPHS5ES1O3sKZExMMKCfQzfKXCU8Ge/G73MsOVeizrFSE/YV6XJisA1XxnlzqNqZDQNs2JAj9E9tuDNSzvWhlhwT3MKV5jRUWnJggC73x1jy70pX/lhoxce5ZryaacGb2fa8muLInRHWXKyz5vo0Hy7NCubcNG/OTnLj4jRvLkzz4fxUHy5N9+PMRA/OTvLizCQfjo/x4ugoT46PFJYHR0coOFbnJN6kj9QJwRMOnB7nxPkpwp/jxoVprlyc4c61ub5cm+PDjXl+3FkUxMPlETxYEsazVbE8WxXDi7XxvNuUwo/be/LL3j78dzyPzycL+O90EX83DOCvY7n8drg/P+7rxdsdqdxeGsSVWd6cHevE6eFyztbacLTYiAN5ujSUmHKoyJj6ImEDN6e+0JyD+ZYcyDVnb44xW3pr0FBpxcNFUXw7WwqPx/DtdDFPl0RwboTQwjLlSLklJyutOFygx94BajxZ4k3nbaH9U0Ln43wab/en/UEunQ/z6BTiMW+k0XgwgM9bHflznYzPO5xo2eNOZ70fLfW+onKl9XggnaeC+XrQk88HBUxECB0XwmkRHi9F0HIqmMZ6T5oPCQ7iMJpOBvPtRCAt58NoPC+YHQVscm94ngvP8uh4lMW366l8uZFG84Ns2p4PgndD6Ho3VDwAhKSxjh+FTGCh7bNITE9r/XmW6BFo+2kmrR+ni58TXNGdP8yi8ekkfmso5u7KRM5P9uLIYHO2ZauyoYeE9akSNqdK2NtXm/r+huzPNGB3hja7MqQc6K/DwSwdjg7Q5VCOlH0Zqhzsp87BvpoczdWnPlObQ1l67O+rzfae6uzsrcGRAfoczpFyOFubQ7n67Bc2/wGmHB1gzIFcKceGmvHt4SD+e1nIq4tRvDkfzE8XI3m9L5iT42Rs6KvCvjxDjgwy5ViFCYfLTDhaYcHxclPOVJvyeqE7/+6J5uedCeyqU1ATq09pnIzCOBmlqfaUxsnFtlBVoj0DEx3JiXagl7+MdF8LegVY0jPAijRXbWbEa/LPbBmfR6nzIEODtXYSFll1E2//MwUQpqU2PiZaBAgbp4ejyNUREApBjmb4yQ2IcZdRmRHL8LxUavrHUpYeJm7+MR6WRLuZk+xjQaKbLsn2yhQ7SzhapM/npXI+z9Pl1ym63CrXYU1cN+aEKjEuQIlhfipUe0gYFazCkBApGc5C2L0uYQ6mYj8/zMWCSA9bor2dRJZ/iPN3ZU+Mi/n3SsDTnhh3eyJEGaiZWCGEOVgRIDfHz8ZY9AMEu5gS6CQ8txIx0SGONgQ7WSGpiLWnl6chKW6mJLoKt39z4u31SXQxFjf/OGcj4p0NSXIVTk8D4hx0SXYxJMnZgERnQxJd9El01SHFWZUpiXo8mBjA+2k+fJzly8Nh1jyps+bFcDlvRtuLlcG7MTb8NNmRP2cr+GeOG//N9+Cf2c78PduR/8115ZdxVvw12ZZ/5rrwzwJXPk2R8XmhCx3rA/i6WMFfU+V8mmTHk1EuzI3SINdBQqZ9N/I9VCn00aDSX4cyTzUqvARUhSZDArQp9dYg30ODAR6a9HVRo7ezCulOSuJB0M9Di0wvbXq6qtNLofF/m78GmW7q9HdTpcBHnWJfNcp9VSh260ayuYQESwn9nCSUBagxOlLK9BhdxoTpU2QjYYinlIFOKpS4KrGr0I79A62YlmpIhoMy/WQSdmWa8m21C9cGa7AnS4v1fdTYW2DMueEKjtY6s22gLWv6W7CvyJwrdTZcGGzCyXJzjlWYc7zSgvoCY46X6fFhniN/LLLlzXR9Xsww4v18O97NcOD5BFsuVhuzI0udtX01WNFbneW91FjVW531/bVZ11+T9dkarO6nxPr+aqzNVGddphbb843ZVWxKfaWMhiF2nB7uJN7Ur4z34Ppkb+7MChbzhR+LGcMR3J8Xwr25oVyf5sutGQHcnRPEg3nh3J0dyi0BPjfBi/Nj3Lg22Yfr0zy5OlXBufGOnBrnwKUZHpyf5s7l2T7cXxHJk3XxvNvdi58OZvHHkQK+HB/E12OF/Hcon5+39+TlikjuzBJCxu2pLxd8CLocGGjCkYEyjhRZUz/Agr1ZxmztLWVbP212FhpyfaY//x7OgZs1/O9wJrfmeHFwsAkHy0w5UmzKcfFA0eHOTFdabwrGpnJR1vjtRh+abmZ8Nzjdy6SxIZQ/N8j5Zbkp/6y34dsWJ1p3e9O634eWQ16i/LP1uB/fjnjTfiECbiTQdCKQ5uMBNB7xofmwF50nA2k97k9zQwDfBJ/MIS9aTwXRKiCSH6bBk94it+fzhXj+dyGJlttCylgOXa/K4M1QOt4Oo+lFNR3v6+h6P4o2Ie7y03QxArL1l9l0Ca0dIVVNuO2/m8mfFwfzams6N+cGc6DclL352uzur86h/lLqe6tyLFuLQ9kaHMqVUp8tZX+2DrsztajP1mVPhib7+2qyP1PKgX5aHOyvI97gj+YYcTTLgEOZeuzvo83ePlL29BYqA00O9JdyKFeb4wP1OZKrxRGhasjX51ChIYfz9DlRZEh9oRYPlvvDz3X8fKc3T0+E8+CwNz9dDedlgzc/HArm4lRLGmoMuDTGivOCrHmkOTcnO/JwpiuPZjvzfKELv23x5fP+UD4fSOH0pGCGJVswMMGWQcn2lCbYU5XgSHmCPeUpLpSnelKe4k1OlD3pQWZk+Jsw0FONe2MsaZtuxM+FWhwIUGORjYSFDqrMV0iplasRZKCKq4Uh/oKpys3+Oz3TwQpfawOxx16YHEx1ZjwVGZEU9wojJ8GHOE8ZMZ4yEn1kJLrrk2SrRKVXNw4P0OHLPBv+na7D+7F6HMhQZWG4hGnBqkwI0mCoRzdqPJSoC1KjIliTni5qxDoYEudiTpzCSuznJ3lakuorKHiciFTYEOpiIco7hSFwjIuViIAQnMgxXnKCnS0JsDPHz9ocf1tzAu2F1woIaHOCnc2I8rAh3NmKUAfhYJEhGZJgT5qzFt0VxiQ6G4tBwwmORqS6mRPvKmQECDd/E+KdBXmkHimuQlawHkkuhiQrTEhxNaC7uz4JNt1EyNqDKSE8m+zFyxl+3Kyz5VK5Kbeqbbg/xI67tTY8qJPzfqo7P0535+MUF36Z4canqS78PlPBL9Nd+XG8LT+MsuTHqXb8NseZT1Pl/LdIQeMKL74uceeXSda8H2PJ01GOLElQp8hNQi+5hO423ejlrE62QoNyfz2KPITSS0NEWQjKpSIhBs5dVdy4B3hqiqC7bDd1BnhJxZZQpgC589Ei202FYh9NSr1VKfOUUOOjzKgAVSYEK4uwt/X9ZBwqlnF2kAFXS3W4WKDN0Sx9FsdLKbGXMNhDmxKFJr1lEpZnWHKixon5vcwZ4KFBb8tujPdV5a+lrjwbbcTeTDXW9dZgYz9dzo8Q2iLubC2UsbKfOZuzTTg/VDA5WXCqzPx7SVxrzYkKOXuKpDyebssvC2z5ZZElb+eY8GKqCW+nW/F6mhW3hulxrFCFvfnqbM/SFJ3Gwu34+iRvHs8L4emiMJ4uCeXF8kher4rl/doUftiQxtv1ibzfnMTrdXE8WhbB3XkB3Jrtz/UZvlya4ilSGC9N8uDCRHfOTfDm1CgvjtQ6c2yoK4drnaivtOfwYCf2l9mxv8RWbH8drnTg3AhXbkzy4cYkf04NU3CsxpE9g2Rs6K/Pqt5arOunx5ZcY/YMsmZrgSm7Bpmzv0rO2YnePFiRwJ+H8vl8ahD/nCrmv+MFfNyQxPmxjhwuN2Fvvg47+2uzK0uf7Zl67MjUZ1eWAZv6qLF/kJH4PTSeKoSbg8WMhLOj7EUz27FyK06UWHK0yJAbE51pvZwDzwfRdi+L5hu9ab/TD+5n0X4xid822PHHakv+XmPNnyut+G+TM992uNEsOIbrFaIhrPVEAK0nAuk4E05rQyD/2+XCt71udBzx4esBBV8PKWg94UvjfgXN+91pPxMKd5NovxHDf6cD+HIqiOZL8bTe7StiKdoeCfTSgXQK+v9XVTS9FGSdtTS/HiGiIPhNaPEsgo9zaH45nT/PV3NuVjBHa+w4WGjEjj6qHM7V5UieDg2FQktGm+O5Bhzrr8vxXB1OFOhxOFeTo/naHMz5/ljfX4X6LGWO5KpxIFuVvf1V2dVHib39VDmUo8P+TA0OZgubvZSjhXqcLDXmVKkB56qNuVhnyvXRNtwcYcWD8Y7cn6Lg8Wxv3sz358N8P57NdefT8Z50/VjJp+spvDgayoN9Xjxv8OLdWS9+POvNjwe9+HGHH5+PpPDPgST+2RPPtwMpfDmQyuf6JP7ZF82v20L5cUMob9bEcGluNNNzHMkNN6Mo1o7CKCtK420pS7ClMsmJmlQ3hvbwpCzFg7woG3I8VFnfx5Av8635KtA+I1SZZyphtlydqTZKjHbQIs1MBTdjDXycbAgSqJlu9nhZmeBtroe/tR658QFU9Iqmqk80RT2C6BvrSaTClHgPQXEjI8FVn57OqpS7S9idocmb0br8OlGbD6ON2dNLk7kRSkwLV6POS3D2qjDCT5uRwfqUBuiQ4KRJqIM+0QK7x92aGBcZKR5y0rxl9PSxobswiPaQi5t5qKuliH6IcrEgzuX70DfG/ftgV7jZhwiRj/aWhDpbEekuF7EQQiUR6mxOiIMZ4Y7mRLtZIxmTYEd/hZReCkOSnAxI9zQnTWFMqrjBG5PkakR3NxPx43R3M3oKh4GDDlF2UmKd9Eh0kortk3QXTcZESLk21p8HE715MSeUayNduVRjz9VaZ86UWHOp0p4rg+24P8KVZ+M8eDvZi/dTPHg70YV3k1z4MEXBuzH2vB4m4804W36b48Ev05z4vMiTxhU+/DbTgbejLXg3xoonw+xZGqcubtID3NTEoW6KvSoJVt3o66RBf4U6We5q5HpoUOgjJVehLOKshZXtrES+uzr57hrkOKtQoFAnz+W7u3lEgBqzY/RY31Of+mxDTuXpcq/KlOe1JrytM+L9SEN+mmDKz6MNeFerxbU8VXYmKzM7TJkSJ8GPoEWlpzppFt2YkmDKoQp7lmRYMDzWhHSZhEFyCZcqTHk3wZJj+epsy9FhdS8tjlY5cXqkF3srHMQ20KoMI45UyLlQZ8vJcguxFdJQbsbxSmvqy4y4PtqcD1Mt+GGaAa+m6PFqminPJhpzd5SU+2P0eTjRUpST3prozJNZfnxYHsv7lUm8XZHMi6WJ3JoVTv1gZ3aWOLAx14qVGSas6mfE0l66bMgxZ122KWszjViYosri7hosTFZheU8tlvXUYFlPLeanaDI/VZfZiVJmJmgyNU6dKTFqYnk9LU6TydFqzEjUZkqchpjLPDdZl4VpxixIM2JJb1NW95OxIduabflyDpQ5c7jclUOl9uwqNGBzlpR1GTqs6aPPolRtFnTXZlW2KQfqXHmwLI4P23rwY70w2M7kzfo4rk9x50S1FXuyddmVqcPuLD229JOyPc+AbUJbokrG85XRfDtTQvvZUh7OC+ZgiRnHymScqbKhYZAhNyc48O1UBggy0Pv9aL3Zm6572XRdT+fP7W78tNiYT4uM+WmRKf9ucOTLNmeadrrSctCTtgY/mo/6inJQwSfwZa+Cxr1uNO334MtuZz7vFkJTHGmqd6X9iBecCoEL4TSf8ObLcQ++HPOm/VIMXbd60nI3nc7nQprXIBDMV4/zaBUgdkKou4DU+DQVfp1F0/06Pp4cyIMlMewbaMxewU+RKmFTd4m42R8r0Odwni5HC/VFieWhPH0a8gw4mq3L0WwtDmercjxfnaO5KhzLU+FcqQ6Xa4y5NdKShxPtuD/ZnvvTnXgyW8GzOQpeznfj+VwXXsx35c1id94v9+XVEm9eL/Hm1WJv8fm7lYH8uCyQH5eH8n5lKO/WRPDT6nB+WhbI+9WB/Hu1P80vs/jpcgSPD3hzb7cHd/coeNHgycvjCj6e8OGn+hCuz3LixhRXro525Pwwew6WCwICfY5WGIjv/fnp2hT7SsgJUGNAhAmFUXKKo+0ojLSiJMGGyiR7yuNtGdrdkbo0J6qS3SgJtWKkfzeeDDWhdboRPwwyYLOzEgtkykwyV2WirQZ5lip4GKigkBkSKKCTFXb4OFrgY2NMsNyYvhFeFKeFU94zgqrekeTEexPjaUG0wowEV1MS7LXp46ohEpJ39NLk0zQbfp1uxI0KTVYnqDLZtxuTgzUY5vt9bim0foYGaDHQU5teDlJSXY2JVZgQ6WFFmMKeWE9HEj1tRbVPd28buvvYiv39cIHx42ZD9yAX4t0sSHK3JMVbLuIeIl2sxb6/IPsUluAUDnW0INrDjjDBHyDMEFxkJHnZkeBhhWR8lAU1wWYU+VvQ38uMbF8zervp0stNl54KPVKddOnlakyWlyW9nI1JddQj2VmfWCcdcSU7aYm5wQN8DZmWZMi1cQHcHu/No1lhXByu4GyNK+eqXDhRbM/pUidOlzpwudqFazWO3B3mwpPRCl5O8uDJaCceDrfl7ThX3o5y5NEwKz7N8eLHyY78PsOZppX+/DLNntcjZTwbJuNalS1zIzWoCVSnyk9KiY8mmS5K9HJUobeTEGqjSZxcmVQnDfp46NHDWYM+zir0d+nGACcJlZ4qjPJTZUqIEktilVmXpMbBLG2ulBpxXzBjDTXlxRAjXtfq8X6oDh+HaPJDjTK/jtDg11FSfhgm5dVQPS4WarMiWokpgd0oE1zSLsrUeHSjt003RoUbcrhSwapMITPAiAFuquTIJKxP1OPnqQ5cKNNka7aUpd3V2Z5nIR4A+ysd2ZgvZ1WmOZsHmHNmqCOnq4RWhyFHS804PcSOo4MtOVOuz8fxFrwfo8Wbibq8m27B4/HG3B5txM2RptweY8f5YY7srbBmY6EZizN0mZOmw7REKWOj1Bgfo8WwUCWGBAnERQ3GRWkzNcGAqXH6TI/XZ4YQp5diyKxEXeYk6TEnUVuUtC5K02dukoDr1WRGvC6TojSYGqvLjEQDpiXoMzlOh8lCYEasLlPi9b+vWD0mi68xEqP+JsZImRipxZQooX2mxcwYDWbHCpJCQ9ZmmLAuw4wtmdZs6WfF1v7WbM2WsSXXkvX9jViVIWV1Xy02ZetyrEbOrTkhvFmXyo/bevF6daJY5dQXC2Y9Hbb102dHfxN251qI/oIjNTY8XyHQJ4v4dWsa54fbc6xEAPFZ01BuxNlhpvx9SEAh9KPzfibtt/vRfj2dr8dC+XmpKZ8WmvDTInP+WO/A5y2ONO9S0Lbfm/ZDfrQc9KZNOAQOuPG/XY583ePKl53ONO5W8FkYIh9wo+OED+1HPGmpV9B0wJlvh1zpPBsgEkSbTofSdDGOrnu9aH+YQ8fLUrpel9IlaPFFTX4lbXdL+am+F9fn+FFfZszmDCU2p0vY0bMbB/pqcCBDjYZcXY7maXMkT2jDSDmYp8mBHDWOFko5WabH1ZGWPJjqwKuFHvy4KoAfVwbw67oI/twcx59bEvljSxKfNsTyZmkIz+f583CmF/cmu3FttAMXhwnoDcHUp8f+Qn2252ixqa8G69JVWNdHTezhb++nwt5cLfYU6LB1gCb1hbrsyZJwsFKN386m8O/9Hjxu8OZevRfXtrlxYb0jt3cpuLPXmQ/ngvnrfBIHavTYma3JvgEG7MrR52i5jAez/PhrZzz/1cfxcXs4p6Z5MCJJnxw/HfLD5RRFChWANaXC7T/RgYokF0rjbEUuj3AI1EQILUJt/h1rxH/DdDkapcwi+24stFNmvlyd8Q6GxBuqYGeqiZutqYhK9pGb4WShTYC9KX3DvChIDqUgKYji5EDyYj1J8BA2VwNiFWZEy3Xoba/CsABVlsVKeFhrzO8zHDlToMusAAmjvZQY7KpEjbsydd5KjAxSoyZIU8TV5HrpUBxoQUW4nMIgGT08TUhwsyTKWUakkyURThZinz9OMH4Jt3kPm+/tHFdLkt2txBWvMCXZy4YYZwtinM1I8rQWPQBxHtaiYUxgBIU7y4kW5J8OZiR729Ld2xrJrDhLpiZYMybehupIK6oircn30acsxIzKcHPyfPQZ4GtOhqsJGa5mZLibkuKsR5ygBHLRo7eLFnneeqLSZlKsNg9nx3F/WhCPZ0Vwbpi76B5tKHPhUJEDBwscOFRoz+lKF85WOnG5xoWbdS48HOvGwzFuPB3nztMxCp6NcuXRSAdeT1bwdqIjHyc78N9ib36d5syLOhmP62y4WuPE1BB1hviqUuurwvBgTcp91chz16C/h5R0TyPiHfQJN5WQYimhwE2FGj9VJkWosSxFyr7+RlwoseBOtQWPqg14PUSXjyMM+XWsMT8Pl/LrKG3eVqvxqlKVx4OUeFauxusaDX4cIeXTKCk/jtbjYZWUAxkqrE7SZH60lEqFGgPthTmACn3l3ajw1WB/uTubc62ZmKJDebiu2Boa56nGs+FyblZrsT1bgxU91FmdocexIW4cqnJha5Eda3JsWNpbn8Nl1lweKufkIGNOlsm4Od6Dk4PNOFGkwYuR5ryZYMH9kYZcqtbjyEANDg7SY2e+PivSpEyL1mBkmCojozQZEaUjZhoMizRgeIyAuNZlRJwxYxPNGB1nwNhYA8ZE6zMu1pBx0bqMj9YRN+op8dpMjlVneoIa0+NVmRIjYWaCEjPjhNWNecmqzIjrxvzu6ixO12ZBmjqLe0lZ3FubhT21WNpbh/mpyizorsrCNHXmp6oxM1GJ6cLvj1dlcpQykyOVmJmgzuQIFSaEqjE5TJPJoWqiwW9evFTMcVjWXYd1fU3ZlmPNjlw527KFw8GUjZl6rM7UZkeZBRen+fFqdSo/rO/Bi4VxnKx2ZGu2UFEYiO7mnXlGbMzR5PhwOb/vSKflSC6P5/jRUGXKicFmHCnR59wwY/49LEQ85tB2M4PWGz3hWhJ/b3bgx/mGfFpkzi9Lrfhngy3ftjrxbbsrjTsFdZAnrQc9+LbXmc+7HPhnqy3fdjnz92Y5TfWe0ODPt71O/L1FxpddchEq13HCm/ZTvnA5jBaBf3Mlms7byXQ+7kfXqyJ4Xyk6a/86kcaTZR4crdBiZ18J29OETV9CvdDTz9RkXz9V9vdXZU8/JfZmq3BooBYnqwy5NsaGx7Pc+WF5ML+tjeSPjdH8uS2WXzZF8X5NCC+XCThlJy6Ns+dknRXb87VFntO2PCkbMlTZ2EuFdWndWJMiYW2qMuu7q7M2VYON6bps6iW024zZ3s+Ezb302dxHj735Jhwvk3GizJqGMlsOl8k5VWnLqUoLLoyz5J/zKXy6Gs3dQ57cOeDHzb3+nFxtx809Xlzb5cT5LTLeHAvm+nxH6ouNOFRsya5cI/bmG3FiiBX35yn4cYsv/zsYzU/bk8RA9MpgXbJ9jckNklEQYc2gWDkl8Q6UJXkwKN6ZsmQ7yuONmRqryv1yE76MMOFlgTGrXCTMtVFmlqWEWXYaFFpp46GvhqONIf6uNvjKzVCY6eJtayCyfHITgyhIDiY/wY8BMZ5ifnqwvT5hToaEWKjSz1lDNJatiFfm6iAdXo4wF2clQlJinbsKtR7KDPZQZpi/CiNDpZT7S0mxVSJNoUNWgCUV0Y5UR9tTEW7NoHAb8kOs6e9nRU9PC7p7WRDnbEaMs4woVxsi3IUDwJQohYU4J4hzlRHvaUO8ly1x7rbiwSDIQYUDIMHDRnQBhwu3f2crohTWxLjKSPGyoaefLZIlabZitOHs7lZMSrJmWIQFJZ5ShocYiLmXo+PNqY2R09fDhHSh5y9w8wUJqIMufVx1yHMXNhcz6kKkzE8z5M60SB7NCOGJcADUedBQ4cK+Qgd25so5UOTM/gJHDhTacbBIzpnBCi7XuXN3rBf3xnpzb4wX1+ucuTnchftj3Hg0TsHDkbZ8nO7G3wt8eD/OnifVljyoteb6UFfmRWkyJlCNcRFS0d1b5qXCIB9tsr2k9PDQIdlVlwwHNaZEG7Any4hDfdU4l6vG9QINbgzQ4MEgbd7VGfKmRsqrClXeVGuKt/2fRujyx1h9/hqnx6/DNXhbpc6LCuH1quJ6OViNt7VqPK5Q51DfbiyLV2JeuCY1Hprk20mo9dSkv50y/ey7sSbPiX3FDszqbUJlrBGZQrymlYQj/fV5Nc6cPdnqbM81ZFOeGQcqXTha6cb2QjvWDLBlaT8L9hYJyAg5V6stOV8p4+pwO26MtOZMhQ4Ng3TYN0DKunQlVvZUZlUfLRb11GZWii6jBRNJsA6joowYE23IhAQzRkQYUBcu/HupMzJak+ERuoxPMGZyigHTuxsxrbsBc/tYsDRbzuo8e9bm27GxyI5dFc4cHurOydE+nBkvzAP8xXi969MCuTUrmBszArgz5zvT/8myKB4sCufh4oj//yjw/u8JxjOB+z8/jNuzQ7g+I5hLUwJpGOHO/hondlTYsiLLmIXphsxJ1mVmvJRpMepMCFNiUrgSUyJUmRAiPKozO06H5T1N2ZQlY3OOjN0DHdieb836TCPW9NFlW4EJ58d58WRxDK/XJXNpqhd7Si3YnmfC9gEmrO+rLTquHy8KovXUAH7eFs/ZEdYcHGQoDobPVunxv/pEEJg39/vSfiuVzwd9+FGoAGYa8Ms8U/5eZcOXLU40bXfhfxsFSqsrX3c68EXASO914fM2e/5YbUbrPhfa9znz91pT/lpnTtM+FzpP+NJ5zp8vh51oPelJ+2lvUTraeNKPpvPB8Lgvnbcyeb0xiDPDrdmXq8L+vsoc7q/G0Wx16vspsa+vEnuE3vwATY4UaIh9+AfTXXm7PIjfdiby155UflgXzstlgdyb5cbtyU5cGmHN0VJ99uVpsb2/BtsyNdncR+DmSFnfS5O16ZpszNBhR64JmzP12JMnUGoFZIcRWzK02Z5pwM4sY3Ft72/A7hwjdmYbsKO/LvvyDDhULAyc9UXcx+5sM/YMsBRztbfk6LOnXJe3O/34dCGU58eDuLrVk0vb3Dm1yZ5z25y5uN2JM5utuXfAg8uLnVjXX4tV6Tqs7SNUhQZiS3BjpiZbc7XYWWjCjBhNKhUC80uNsiB9ioNNxGzc4hgbiuIdKIx0IjfCloJ4S6pipBzN1eHPWn1+LjVgR7CUGTIJc60kLLBTpc5Ok1BDZezNtPFyluFjb4GnzAhfG2N6hSrIjvcnOzGAAYn+5Md5keolDFGNCHQwJsRGjUyFOmNDNZkdJuHiIFMeDzFnX08NJvtIGKxQZrCnFmUuEkYGqTAkUAjZUifGVoMIO20iHfSJcRLkqsYkuhiR4WPBgABLigIEFL055aGmlESYUxBmI5rOElytxKpA2OQj3YSwFyvCXWUi2z/c7TvuOdTVmiBHUxEPkeppR6q3PfHedmJrSXAnpwqRlV5ykj0skcxLtGJmggUzEq2ZkSzk2VowPcqYufFmTI8zZnqyNWNirRkcakMvVyOSnIxIcNAjzVlHJIWWBugzJtqESdE6LEzT5+akYF7MDee2MPCrVXCk3IUDA13YU+DEtlxbduXZs1eoBEqcaKh05XS1gvM1Llwa6sbt0X5cHKLg3GAnrg934+EEb24Pt+PDDE/+mOfPy9H23Ku24t5wO46XWjEjXJ2xwVLGRuoyNFCDSm9BBWRIrmD08tEhzV2LXB9hMzRgSx9zzubpcTVXjZt53biVp8bTUm2eFKnyrFiVxwOVeVKizLNSJd5UqfC6Sp2fh+vxaZiUP0bq8PdYQ34cosPrSm0eDlTlSZkqNwtUONZfQzwABAv3cD8tCh27UeWuQqGHJt1lEmb0ECBrjkxPM2RkioxBgcZk2UiYF6LKoxFyDuaqsSVTl5V9jdg60J6God7srXRhwyBXFmZasTrThIYyc67UWnKpxpzLdZbcHG3HucGW7Ms3ZEWqMsvSNFmQrMacZDWmxqsxKlyZIWFqjIozYnScPtPSjJku9N4zrVmRbcm6Qgt2VDiwq9Kdg3W+nJ4QyPlpoVyaGcqlWWFcmBHGmSkhnJ4cRsO4EI6OCqJ+mD/7an3YVOLMxhIX1ha7sSDThpm9zZmdYcms3ubM7G3B9J7mTOtpweRUMyZ3t2BWHzmzMqyY01fGvL5WLMm2Y2mWLcuy5SzpL2NNgQ07Bys4NjaAhjH+nJ4czvmpEZydEMyhWld2l8jZJjCKimxZ2deMeSKUT4OxoSpMjdZmRqwui9PMWJluzsZMK7ZkW7GurzGreumxob8RByscuT0zjE/benB7ZhANg13Ylm3C1iwjNvbX4cgQK37fl86XQ324NMqOI8UGHCxS49xQY/47lgYPcmgR3LsXkvh1hZyf5xjz2yJz/l4l5/NGJ1p2Kmje4cx/m+R82WJHk/jcli+bhUwBZ75tteWvVSb8s86cxl2ONO5z5cseRzqOe9FyxJ3GI+60nfCl/WQALQ1B/L1biC50pWGQHnsyVNnVS536vpqcGKDLsSxNjmRrcLpEn7PVxtybZs/7Vf78ujWaT5uieLsilEdzfLk4yoETgy05OVjGjmwNsVUkbPgHBCBff232ZOtzIM+E/QPM2Ztrzs4sUzb11WdtLylre2mzPE2dNT21WN1Dm7W99VnZW4/F3TVZnqYlVpYrumuxOl0qVq6LU7qxsqcGq3pqs6KHDouSVVnWXZ2VaVosTRYCmYTDWp8l6SpcmWvP+4ZQbu9y5cY2N65sc+XCNgWHl1tzfI2cq7ucubHTiaPTrVjeS5cVabpsyrRgQz9L1vYxZnO2IduzDdjWz5gNvY0Z7d2NgXIJ1d4aDA+XUh4spTzGhsJwOcVCSyjGlsIQfebFqPO63Jg/y3W421eP6bYSptmqM0uuyjQnLfrL1PA0UsfDVoa7nRVONiZ42BiR5u9CVrQvvcO8yIoNJDvWj+6+NgQ7GBIoLEt1+gmu4VgdpoVJ2NVPjwvVdiyNVxXDW0b7qjDYXYUKN2WGB2tR7q1GH0cNIq208LXQItTBmHAnM8IcjAi1NSDYRpdgS3VSHKWUh1owJNKSqlATSsLNGRxnT0W0LQWBMgYEyklzNyNeIbSBLAhzsRRjICPdbEWVkDD0FYbBEc4yYl1kxIsVgjUxAhdIqAzcZKS4W9LdR4ZkSYoNcxJkTIu2YFqMOfPiLZgdbcisGBMmRZkxJMiQmkAjKgLMSBViE620RAlof29jshTfAXHDgnWYHC1laboBdycH81KQAk4M5PRQTw6XK9hV6MyWHHu25jqyM9+ZLVnW7C924VCZG4dLncUq4UyNJ+dqvTkz2J0jxbacrnDk3ng/bgxz5v4IB95O8eDJSAcul1tyfYic87UuTI9Up8qzG9X+agwLkVIpsLU9tBnoo0e+ry4DvLUo9JKS46As3swnhWqwo58BtwZb8bDckAeFqjwZKOFluQavqqQ8LVPnWZk672q0eTVYk7e1Gt+rgiFS3tdK+ThEjw9DDHhTrc+zSm1uDdTicKYWyxPUmBaoLAbkFDooU+qiTJGHFt2tuzEm3oLNec7MSjVifIqMIbFysp3UKZV34/QgYTBuwM5sQ9b2s2B9rpyD1R7srVawqVTBoiw7FvQ04miFDVeGWHK52oiLtcZcrDXlSp21OBzekillVU81VvbSYG1/PXYUW7KvypH9NW4cHhHA/qG+HB0dzNGxoRwdG8XRcZHUjwplb10IG0v9WV3oxsoCB5ZkyViSY82MXsaMT9RlTJyUunANhoZqUhOsTk2IBiNiDBgarkt1qA5VIQZUBOkzOMyYihB9aiJNqQozpjxYn8owYyrDTSgNMaZC4KNHmFAWakBVuCHVEYYMjTaiOkSb6mBNqgJUxKpESGobHqbJCCHAJ0pDhHhNSjZiXqacZcJ7psqPzaUebC/3YEe5OxvyrVnX34jlQtspRYtZcRpMiVBjerQm85IMWNnLgjUZMtb1tmBNb0P2llhxeVIAb1alcX92BIcqbNiZZ8L6DC125uvxbmUM3+ozuTfdnYMl2hwcKOX8SAu+nuwltoO6bvfnW30EnxZZ8sdyGX8stRaf/2+drZgk9ddqGf+steLfdd+lot82OfLvGhv+WGFG01Z7vm6V82WHHZ932NG8R6CLuoqzgPZjXnAxmr+2eXF3vDkHspTY1UMiXiwO9VXhdIGU44WanCrX5eZYW17ME3Jwo/m0Ppp3ywO5Ms6eo1Vm7B9kwPZcTXbn6bC3wJA9BUaiua6+WOAzydmeZcHOHEs29zVgU4Y+63vpsranNquEjT1VjcVJSixOUhbXoqRurEhVYXmSMmt7a7KmtwYr01VZla7Cml6qrO2txoYMTTb11xHXlixD1vbSZXW6Dit6arGipyYre2iyNkOXVb11WZaux4I0VXZVG/F0TwiPD/pzaaMTF7coOLVWwd65FlzY7MrtvW7c3qGgYaoVewZZiAZBoY10tMKBg+VyGobYcGa0HZcmO/F8TQB3lnixfIAe4+O6MS62G6MilRgeJRX7/SUhhuSHCm5+LY5mm/JLlT5vCvRY4qjMOAslZtlpMtFanUKZBr56Sria6OBiboqrlTnOdqbEBDrTO8yTniEe9I30o3+kPz0CXAmw1cPPRkq4rTo5XtqMidRhUqiEJUnq7Mo2Zk6UGsO8uzHUX51ShTIlLhKqBX9SgGCeVSfYUoqfzIBgezOCHEzxlRvjbWWEj5U+YXId0t2NKY10oDrWgaGxduI+G2qlRQ9vM4rCbaiMsqE21pGKCDsGhdmSEyCjl485iW6mJLgJ/X9TYtysCHWyJNTRkjiFnGRPW2JdzUWTWpKPnFTh9u9mSU9fKyTz402YG2fG9EhjZsSYMT/VltGhxhS6qFLkqUe+tyFFfibkeBmKU27hAIi10xaRpEW+BlQE6DIkWJtx4Rqs7G3IkxlhPJriz6UxPpwc6k19mRsbs+3YmO3Ipmwnthe4sSHbli0D7NlTpGB/iRtHBntzbLAPRys8OVbhxbFydw4VO3B5mBfnqhy4NtSRp+M8uVVrz5lic67Xyrk63IMp4RoM9lahOlCD2mBNBvtqUe6jx0AfbcoCtKkN0acqQJ9MRyUynJTp4yghy17ChEANdvfW51a5KS+GGvNssCbPypXENs+TUnWeVajzplaT98O0eTNEm+fVOjyp0ODRIDXuFirzsESD+2VSbpXqsa+3BgsiujE9SIUxgTrk2ypR4qJGgZsWiTIJpUEGrBugYHV/B2b2kFMVYUZPO1UyzCVsSDfiwUg7dvU3YH2GOct7Clp8Zw7WerBpkDPLsh1Zkfkdx3y5RsaVamPOVBpwpsqIq8PlXBruxOk6BYeqXDkwWMG+we7sHezGvlovNgy0Z3GmOTPSDBifoMdYwb0cqk11uL5IRywPM6TYz5DSQCPKgvXFjXtonA0VYRZURlhSHWVNVag5tREWDImyoDLIgEphcw/RozxQh+pAPcq8NSn1UqcyQEpVkA51UcaMiDNnaLQJo5KsGJNiw4gEGSNTbRmRYsuYNDuGJ1gyOlkmvm5iqh2j46yoDTGiLtxM5J4MDtKnItiA0iBDcj216e+mQT9XFQZ4qlIWqElloHBA6DEtRY+1eZbsrnKivsadvZUKthTYsrinEZPClRnlJ2FskDKz4w1Y2VvO0t6WLOquzcZsQ86MUHB/Thh3ZwRxsEzG5kwpm/ppcmmsI//t78PTBUEcLNHj0CAdLo2xpvVcJjwsouN8Gj8stubDLEM+zjLh3UwDcTD8daMD/66x5o/l5vy13Jx/VtvweZ09f6+U8XWDHS07nPiy2Yb/bbTg61Zbmne78nWXK637vWnaE8CTqZbUZytzIFOJA/2UOZgl4XS5OjdHGfF2kTu/rA3mp3XhPFvoz7WJLhyqMGLHAE12ZmuztZ8+u/Ot2FtozY4B3zMdBEntmgwpy3uosjRFnSWJ6ixN1GRldylre0vZmm0kUl33D5RxosaZw5W2NNQ4cbJOwalhbuLjuRFenBnmweWxflwY5cWZ4e40DHHhxDAFDXUunBzmxqlaN07XeHBmiBdn6rw5VefJkcFONNS40lDrRsMQBUdrHEXQ4faBlmwvN+PSKm8eHQzk3gEvLm3z4OQaNw4vtOH6djeubHHk1hY/rizw4dYMf+7NDBBT4W7O8ObFunD+aEin5WYmbY960/q4O21P0/j7RiLP9odyY5Un52Y5sWeILXVBGlQESamMNKEmVIe1yVpcztJkZ6Qqw827MVqmwiSZCkOsNQg3VEVuqIW9hTEuFqYorEwI87KjZ5QXaaHuJAe5kRqsIMXfiSB7I0IcDIiSq5LtpsbIMB3GBwtkTzXmxmoyzl+ZalcJQ3zUGOiqRKlwIfXRJM9Ti3i5Cv6WGnhaaONjbUCgnRkelga4ywzxsjYlSG5I/wA5g2OcqI62ozLGiYoEd+KcTXE0kOItGsO06a7QJ89fRkWonNpIOZVhZgyOtqYoRCYeBoKJN15hTrizJcGCGsjdliRPOYkKc+JcjEnxtCJFgNS5W9PD2wbJvAQzFqdaMDvOkClxZlQHmdDLUZMkWw26O+uS5qZHho/AAhIiE7WJt9chxlqNBGsVyoKMKXJTocxXk5oAVZb01OHp7EjuTQnk0rgATtT5sGeQKxty7Fnb35ENOS7iWpvlyMZcZ3YP8mJfuQ/7K32pr/TlYIUfxwYHcrDcmz1FThwf7M7+QiEYxZ4X00M5U2LFuRJr7g515PZIL+bEajE0SEu8lQ4OUKPSW5VSb3UqgrQZEqbDYH91ijw06WmnRLqDkhjAkOOmQX8HCQOdlRnjr8nmDAvu1Fjy8ygzfhimy8tKFd4MVuNdjRYvq6Q8GyzlXpkGj8rVeV6uwcNidW7ma3ClQIMzuRrs7aPJ8gR15kdrMjFMR7z9CyawAS6qRJtJ6OumyZJ+Tqzt78DsHjJx4xV4SvEmEjHa7WyZjN2Z+mzsbcyiJG02DZCzr1LB1oGOrM5xYEmGDSt76XKs2IzTZRacHmzDkQprduSbs6qfGbO7mzAyUo9yfwHIp06uu7rIPBK8DdmeUrI8pSIdcVCIMXk+upQKWNwgQwYFGlISZExZsAllwYYMjjanIsxMXELvsTLcjMERptRGmzI01pwRiTLGptowoactE3rYMjnFislJFkxIMGV8vCnjEkyZ2t2KCcnmTEiyYEycKaNjTBgSZkRVuAmVESZUh5tRFWxKqZ8BZX761IQYUR2kT7mflMpAbSqDdKgI0aM0UJdB/joU++tS4q9PgacmeYJs11NTzGHIcVUl31Mq+jhy3ZWpFThNadasz3VgT8n3tS7bmqV9ZIyP0qXWT5kxYRpMjdFhcaoRy7sbsiRNg5PDncTZhJA4tqtAnxU9JOwr1ufPben8tD6JUzUW7M9T5/p4O9ouZ8OtTH7Z6M6baaZ8mGbMhxkGfJxtwD8rrPiyxpq/lpny+2Ij/lxqyv9Wyfi2wY7/1ljzzxoLvmy04b91Mv63wY6vO9z4d6snL2c70lCoy440Cfv6SGgoUOFMhZSnsx34sMaLnzcH8XxVIFcnOVFfasq6XhqsTFVhQx9tdmSbsqGPIcvSdFnWU5DrajMjSpn5idosTNJmZbo+m7JM2DfQhgOCEKPKkeM1jiLY70StMydqnThW48CBClvW9jdnRV9LlvW2ZH6aObNTzJiVbMbUWCNmJpowLU6fiVE6DPFTpdpHieFBSowLU2ViqApTQlQZ6asktuQmxyozNUGZOalaLBYqjCwTtgkwwAonDlYpOFznyeGpntzeEcaTo0Fc3+PJuU3OHFtqwYX1tpxaYceuifYszLZkVaY1SzMsqB/uwO+n+oj5zZ3vi2h5mc7/7ofz181gfr7oz8tj7rxq8OLDSW/eHg1kVZk1hY5KlPpoMyTChKHBAtBRh6nBGswM1mO8lybDnVUZaiuhv4UK9trKWJjoYW1uioOZIf7O1iT6O5MW5EqPMA+R/xPjY4eXXBs3UyUiharBW5sRwZqMD1FlnGDoChEMXUpUuykx2ENJ9A5V+qhS4qct/l+PlEsJsNYh0N4IHxs9fG30cTPVwslQCzczHWJdzBkQ5kh5jDMVUQ5URNoxKMqFVC9rPMz1cTM3wtNKD387PSIcjYi2NSLBRvf/8fSX0ZFf17o3Wi2sUjEzqgQlZmZmZqnVrWZmZmZmZu6224xxHDux4zgxxoxtu81OnGTvfc7e59z7/t6x/p17P6xRakFrSKpac85nPkBPko5pRRZml9qZWexkXmU8U8riGSwOSRkBxUkiGtJNdYqHVtH5J1tpEErlZAEDuahJdCDbWGFhR53wzjawusLI+FQN9SIgJk5Pc6qZ/iI3Tcmi+1dSHxCUSgPtSTragnIJ5x6fFClx7McnythRr+LPm4v4/Zosnl+ayWNz07gxOYlT/bGcG0nm1FASR7pjOd4fz/EB4XsT4uKkNE4Nx3Njeha3ZmTz6LxCLk9M4sbkZB6elcb5fiu3Rp38eW0BT08L8Nh4G28tTuT9dXnShSmgn0UiuD1XzqI8BYvylSwuVLJELIaLlMwUUZD+cXT5x0mX//g0EWwfxlBiBB0eGU1WGTNCkVxss/Desni+WmHlmyU6Pp+j5LM5ej6YoeWv01S8M03JXyZF88ZkOS/0juOpvgie6I/mclsUx5uUHG7Qsio/ilkpEUwOhTGaGEmNW0ZHkpLdHUFOdHnZ0WxjVpmRnhQNVY5waRdwvsvC01M8nOtScahNw/FeJzenJ3FhYoAj/S62NxvZ06Lh+kQvN8e8HO0xsb1Fy+KSKKblhDGcOo6BFDlDaVrJmK83ScNIppHxmYYHJ8vMSJaRSXkmpuTpmFNqYlahloUlepZVmVhTZ2NtvY3NbW52dnnZ1x9kb38CO3vi2dkTYnNnAmtagswrtzOrzMbMMivTis1MLxb/p56xHCMTMoyMZRqYWWBiVp6euYVaZuUqmZOjYHZONPNzxd9FjMtGVpZZWVFmYXGhgSWlZpZX2VheY2eRMPiqMrOwzMD8EgMLy63ML7dKENO0XC2LK+2sqnWxutrG2iozy4v1zM7RMSVDTV9cBHVWGU0uGQOhCOYUG9jU4uXIUCIXxkKcG4llc7WaBdmRzM2KYnmBih3VWo40P7gkn1uaLC2n786xc6JTxuVhOZ8cK+fe8RqemGziRn8Yb+xO4P/50zD/82QDX+7y8uUmG/c2m7i/w8zPYidw0MLfD5n5+YCR7/Zo+fmwiV+PO/n+kJlfTjj4m1QQEvivC+l8siOOxybFcLUnkssdMp6fqubPy518tD2Fe4fzeW9XOk/Ps3Brgpor/WpOtwvMXc3RdhNbKxRsKI5iR7mGHeUK9tZFc7hNyflBC5eHrdwYdXFjYoBrYwlcGE3kxFCQrS0WVtfpWFKqYW5ODLMzRcpdNFOTIpgiHHKDEfS7xzHsD2fYH8H4QCTTUqKYlhzNtCQ5M0Jy5qYqmJ8mZ35KFMszo1kiJu8kGQtzxrEwX85qQfNt07GrT8+6ZiWr6uRSlu+MNGHKqJC8s2bnaJmRG8PiOiU3N2Xw+q1y/ngznUcP6Xj+hJMn9ieyti+G2UXjmJ4uY0ufhnvPNPN/Pxrib2/U8/e3arj/WhFvPOrn3ccCfPl0Cl88Es+3T6Xw4e18tk80058kYzAwTrqkJ2aqWF7uZGmxkUVFKrY0WNjd5GB1iZ7FBTGMpkaRa4vEowvHaZCT7LdRkpFMZVYy1VkhytOClKf6SfVqiTXKyHOIKFm5FIi1tkzL8nzxexnH7NRwpofCmJ4oY2qKjBl50YzlyGkJRlHgiCbNoSHk0JHqMpDiNJBk05JolpNjV0i6q0mlQcYKvUwvCzClNMj40kQqE+2k21SELFpiLQYy/CbyfBoqYg1U+AyUOZWUOcIZzrcys9LHzJIAc8oTmVaWQE+2oIx6KIz3kuW3UZ7opDHVSXu6i7Z0N7UhO00i2yDVj2xrlZ3tdSZ2NJjYVGthbq6JVnc0jYEYGoRTZjCaUnckjfFq+pNVDKYb6UnSMj5VJdkgi85sYqaGkVAYW2o1/GlzKa9tKOC5pZk8OieV65OTODucwOmhRI72iYs/QXo8NZzEyaEkTg4ncX5yGucmpnBtejY3ZuRweXI6Z4fjuD0znUujfi4Ou3lmTgqPTwtyd6KDV+f6eG9dttT9LCxUMidfzaI8JevLjKwp0UvL6/WVetZUmlhRbGRhlob5OVqmpIvLQkZv3DipexS2EJI3UGwYXW6h4o3gbJuB1+a4+GCukfemxvDagIzXR6L4i4hlnK7ljWlyXp8axdNDUdzokHGxLYKDNVHsrYpmc6mKhVlKJgbDmZKkojkQTZVwBq1xSBDYrjYHi+rsjGTpqXJH0eIZx5rCaB6f5OZSv4pjPToJwrg8FseZEQ8He23s7DCzrUXPvk4bu1ttrK3Vsrhczcx8OWNZkUzIimFAdMahaIZTlYykyCW8cXahhnlFWlbUuljV5GNNs0+CXla3BFjXkcDqliDL6x/ANIsqHUzP0TM9U8GsbKGCjmB6RhjT0iOYlR3D/EI9i0pNLKmwsKzKyso6J8vqvcyvdrGk3suqliArmgJs7A6xqjnA6qZYVjfEsqTSzbJqFyuqrCytMElnQYmG+UUqZuTImZgaxpRM0VFFMTFTqLYjGEkKYygpgoGkSJo9Mlpjw2jyh9EZLyYbpWQ9PrtAz5JyG2saE1ndFGJ5YwJzKtxMLbLQG4qk1SejxSUsQmTMzIphQ4OLQ0MpHBxKYkuLjYV50cxIGseyHCXbq40cbjVwedTCU4vjpang/KCCY11hvLIuja8PV/P0VD3Xx4/jw+NZ8OoIv14t5NNNNj5fq+ebLUZ+3G3hxz16/n7QwC8HdHy/R8UPBwz8eMjC9wetfHvQyj9PJ/HDwTR+O0PLtS4ZFztl0p7htTVxfHW0jHe3Z/HikiBXhlWc7VdyTFqy6tlTpWVzkUrad22tjGKrsC1uN3JyMMDpoSDHBwLs6bCzrcHEhgojy0SxzRrHgiwxESsYkyYnYYQ4TlKjT0zTMinTwMR0DWOZaqbm6pmWb5SmrWl5Ag4UOx0rc8tszCm1ML/czvxCG4sLLCzL17M0N4YtDRpuLw3w4sFs3nu4ge9+28f/+ssY//utifznG8N8+VwNb98s4tFtIfaOtzKzQGSKyxhJDGM0PpwJCeGMJMlY2anjzs4QL5xJ5toGL9PKI2kPyRjMimJVu5pPn6jmvz/o4qfX6vjshSLefTKVt59M5qPns/j2D3l8/Vw63z6byvdPpvPMOg/jE2TSpT4zW8mElEjGJ0cxLVPNwiI9y2pNLC1Xsr/Nyf5ON9ubTWxttbKgwspAlonqOCXVSWaq0v1U5iRQkplIesBJmlNDqi2aHFsEnSFhfy/Ep2HMzo5hcnIYk0MyJieNe/B2cgQTMwUBRTiRhpPjkJPh1JLs1BHr1BHnMhBvUZPt0FMdb2Yw38fkEj+zKmKZXORlpMgvpYbleLSkObRkuvSkuozE2Y1kC7//BDPlPg2VHg21fi39OU6mVvuZVe1nYXWIKfl+elJttKS6qEsNUJjgJSvWIXkD1ae4aM9w050bkERlwjFUQEGyPXVOdtRa2N1oYWeDjTXFZpYVOpidZ6M3VUNdbCS1fjkDqSYmpcUwnKpifIaeqZkqyWRtfJpKghamZUezr9POn7dW8PtVmbywIofH52dwa1oyZ4fiONbr50hfHHva3Ozv8rG/K8DRgRAnhpM4NSGZMxNSOD2SJE0G5yemcnFSKtdnZnJyyC+N89fH4rkxFuDhyW7+siye9zZksadOyez8GKlbXF5uZXWpiW11LnbUOtjT6GZ3q5+djT52NwXY3RLL5iY/C0qsDCWr6E/S0J34IN+gPzWK9sQIGr3jaHfLmJUUzZVOE3+aZeVPU5Q81yPjibZxvDQczZ8nRfPWLA1/nG3liVEN51qi2FMexu6KCLaVK1mYIWdiXASTE2PoCMZQZpexuMzGycF4tjSZWNXsZkaJnRpvJJXOcVIXdn3QwvXxBo73GNjXoufssI9TQz4O9DrZ2Wljc6uVZZVaVtdYWVljYlm1mYXlJlbUu5lbbmZSnpo5ZWbmlxpY1+hiRbWBJWVRLK+IYnFxOAsLI1lSrmRBuUbC+gUTaWKOkZEstQQTDWXoGc40MbfKz5L6WFY0Blnd4mddq48VtVbWNdpZWa1nTY2BFZU6STMgJoiFpSbmFGiYW6BhfrFe6u7mlRhYXuNiRa2XReVOFlU4WFpjYU2LjZUNJta32FjbZGVDi4NdfUF29MSyqdXLukY3a+rdrG30saxWfI2L2ULin61jcp6ZibkCwtIxmKykOy6SjkA43YEIemLD6YuLlujIc0uNLK6ysazBz9wyO9MKzXTHy2n1htHmiWBqloINTVZ2dntY3+yUXF5np0VIHuzbq5Rsr5FLamhhb3Fh2MKZPhUvr0jg490F3B6O4eaEKH55uBF+P8Dnu318skbPV5sM/LjLzM97DPy8V8s/jxj5eb+Onw+KXYCPX08l8OPxBN5cY5MEWacbZDwxRS3ZJry6NpaX1yby6Fwfx3vUHOlQc6BZsJq0bK8RQjs1m6qMbKt3sbPZwQHBpOoQjC4ti0pUTEiKYSghhoFEOYMJcoZDaobiFYwXzUB8uDSFjiaGMT4hgsGgjKFgOIOxEdLH+mMFlBYmQWp98TI6AzI6YmX0JT3YlQl79654Ge2xMrrF8cuYlhXG0RlBPn68l//6ZAx+ngrfj/Jf77XxH281cu/FfL54MY/3nk7m3cdCfPxUPm/dyOWZfSH2TNCwoEzOwmIzKyvczMkXEKSKmeXhnF0az/bxDnpCkfSlG+lMjeT65iT+8edGPnoinT9eC/Ha7VTefiKbr16p4N2nkvnk+WS+ezmfb18o4bXjCby2NYFbk93MzwxnXlYUC3OimZIcwWhyNFOzophVpJKeu7ubTOxsNHC43crBFiM7G03s7vCxtTXAwgobo8Vm2gusZHrlJJgjSTGFUeqKpE9M1sIuJiR8x8Kl35twFBhODGc4YRzjxffK1NKRqiHPE0mqI4Z0t5F0l4kkj4EEv55Er4Y8n57ebB+Tin1Mq4hnUlkck8vi6cv1UikM27wGUu0asjwG0pw60gQjyW0kW+QPBPRUB7Q0xxmYWOBD+LhNr3Qzo9zLjJJYukImyba/LeNB8ldpSiwl6XFS/GNjRixd2bF0ZgtaqJv6dDeNYgewucLC1hobW+usbKuzsa3GwaZKF0sLLcwrtjGYEsNAioaxdB3zctTSk2ssU8PcfC2TkiMZFDYMidFMzojgULeN1zcU8MbGPF5Ynskzi7N5fF4254bjODOcwJHeIId7ghzsDnCkL4H9nQH2d/o5MhDkcF+Qk0MhTg6GODEUkgrCjdl5nB6fyInBAOdHRWCKlztjLt5YGsenW/Il3HNSZjSzSu0Svryk1M6qSjebar3s74hjb3uA3V2J7OhMZlNLAuub4llW6WN6rpPRLDetcXoa4zW0JqvoFBNBovhDR9PmD6M/NorlhTFcG7LyymwLr05W85v+cH7TJeOF/iieGtZzvVvJybpIjtcrOdyoYmtZNIuzIpmaEskMoQVIUFDpDGNqnpmTI0ns7/GytNIkYevCdbTYGkZfMJLDDSquj9g43e9kf4ueA11WiSq5td3JyhoDa5ptLG90Sa6kiyo1jKSFS75FO8fyWNzkY1VXgGUtNmaWRLGmxcSB8Qk8tqGUu2tzubksjVvL0nlpTx2/21PLngEPG5o9bGqPY31bgGX1LubXOJlZbmF8ro6J+SZGsh7Ez00tNDFNsHyKDMwpt7C42sniahebOpPY2h7Hnu54jgyncHx8CldnF3Btdi435+dxfU4WDy3M4+7iAh5bUsizqwr5zZpCnl9VyHMrinlmRSlPLinmoXm53Jmby0Pz87g5O4sr09M5PTGFkxNTODMpnaNDIQ71J3BkMIm9XbEc6E1kf28CO9sDbG/xSFj16lIdS0rMzMw1M5KuojMhinp3mLRon5ZvY7ZYkomlcqaJvkS5ZOTXl6xkcY1VorBuqNeyRLCc0qJZVaCVJrLN1TGcG3ZzeaKwq1DxwuIg72zI4cagksfnmfmf3/Xz641iPtxg4t5GI7/stvO3vSZ+2q3ib2IC2K3lh/0O/nUqlS93x/ObWRoud8u4NRzNszON/H65n+cXBbg83sKpPj3He43salSxruSBOnpnnZ4jnRZODbnZ3+NkVY2DKVkaeuLCaY+NoiNO2Jo/mGR7g5EMJcXQG4yg0yujP24c45PCmZQSweJCnWRSuDRbxboiHWtLtKwq0rKl1syORhtb6sxsrTezvcHIpmoDm2v17GgysbXBwM5mE9sadGxp0LGuXs7pWR4+e6YTfpgH98f4rw/a+Y/Xq/nx+Wy+eDSN9+4k89eHk3n9egKv30zk1WtB/nInWaJ1vnwhlt+dSWXHqIMGl4wWdwQtvnE0B8Ooc8nYMRLP+YUpjGWomZ5vZ2O3na+equX9J7P53ZUAr99J5LMX8njvqUzeejyNN58K8eFvMvjk2UKe2BXPgSEjTyyI56PdOby8OJ61OXKWZkWytFjNWJoo/FFMEELQfBVra9RsrdVxqjvA8XYnexu1ki3JqR4PR7rdbO+ys7bTw7RyMz0Zeird4+gMRjAUN46RhDD6QxF0xI6jNzGC7kAkw6kxDCRHMj5LS2uygQK/lgyv6NwNZLjNpHsshNx6MoJ6qlNMDBX6GMlzMrnEw4RCLwNFcTRmBcgPmMn26CkMWsjzm8mNtUlK5ASrWtoX5HvUlHkVdCUbmFrgYlaxi5llLmZWx9KX46IxyU5TioemNB9tWfE05oSkHUBpehxFKV5q0gO0ZgZpTnHTmOGiMdtLQ6YP2dxCI4tKzMzIUDI7U83SEjNzc7TMzVYzP0/N4mIdC4sEFVTNmlIjMzOUTE6PYYYwTEuNYDRVTk9CJIPxMvY1aXhjXRbv7yjm92vzeH5ZDk8tEAUgyKmBOA51eTnY5Wd/p4+97V4OdsdzcjhFuvAPdPk5OZTM6eEUDnbHcqQ/kRPDIQ50+zjU4+PkUBznh/08MtkjQTQfr89ib4OGiZkKupNVD4pUlpEpeRam55lYXGKRRr81TSFWNmeysC6dudXJjOV5GMyw05vhotKvJ9upotCtpjlOQ1eiioGkGIYzNAxmaGnyR0m7gxUlGm6O+Hh1boDXJml4vDWck+UyzjdFcbQ6nCM1Cg7UKthTo2Z9qZ6pyZFMEWZzcdE0+qMYStexrc0t7QBWVJiYV26lJ0VLgSWcemFDW6vl+vgA+zscbGvUsqIqkk09bmaWaRmfEcbUYg1TyoQgRM3WATc7+j3sGx/H/olBDglO/twk7qwv4oW99Ty3q5Ln91Twxd0xeGc9vL+O/+etFfD+Jn793RL2TQgyNUdAKTGMZSiYkqNiNF3O3HILi6ocLCgTmLyLdc0+aZo4PJLK0fHJnJ2cwa35JdxZWMqdBcU8triYJxYX8OzyUp5ZWcoL66p4bk0VdxcVcH12FhempnBmLInTk1I4OJjAnt5YdvcE2djiZlOrn3WNXpZV2lhW7WBZtZO5RUbmFBmZnKNhcq6OSTkaJuVoGcvWSuZ9I2KRnW+SJoEJuWamFdlYWOViXUssRyZmc3JSNsfGp7C708O2Fhcryk2SNXh/IIyRRAWTs/UMp2noSzHQFqukySP8oKJYVmFkS6ONjVVG5qdFMCMxghVFarbV6zjaZ+b0sJHT3TE8PdMrPbfPdst4Y3civNzD+9usfLpKzf1NOu5vUfHLXi1/O2Dgv054+flQgLdXWnhoYBxXOmU8OcXAq8vjeXq2i8vDeo51a9nfqmNXg5ptNUp21GnYWKVhV6uFnR0ulpfrJCHf+OQwuuMj6YiLpMUvYzAligkpIu9C6D1iWFehYkeDlkNdNo70ODg14OLCeC+XRn3cmhLP3RlJPDQ5llsThTmfl7szE3lsjmD6ZPDsomzp3J2ZzONz07g9NYGbU8TCNpnbkxO4MyWOh2YH+NP+fP6/fxkPX0+AT5r59c/53Hs2kU8fSeTDmyHevBripbN+Xr4U5A/XknnpaoiXr4b43cVEHj/q5DdnPfz2vJ/XrpZwYJqXiZlhjM+IpCcUQZU5jM298RybkUq1UUaVWcasKg0fP1nC76/7eOfpDL58qYgvfpvLJ8+n8d7TKbz9RBav36zk1KI4ltRFs6I6hh2NSp6c5+X+8VJeW5/N8vwoVpaoWVWsZkqSggmpGuk5v6hIz85GJ9trzRzpcnKiy8DBNi17Wy0c7gmwr9PF3oEg27tiWV/vlXZQ0/NUTEwOYyg+TMoSaPLIaPOJvaKM4eRo+lJUUp5IcaxY2MpJcanJ9JtIsutIcxkoDpjpzPIwnOdkQr6d4WwzA7ku2jKcVCc5yPIZyQnayQnYyPKZyfZZyPLbyfDZpQIiNAMNIRPDOTamFgpyhoP5NXGMFHhoyxALXRt1KS4aMwMSVbVSqIUT3OQEHWQnOMmOF5RQO/XJXupEiEyKjZq0B+phWVuiip5kDW2xDzBX0bVOSFMzO1fPqnIL68oNbKk2s6XaKuHrC3KUTAqJiiqXCsGE1GjGJwk700hOd2j449IQn+ws58/ri3hqbhKPzUrm0oifU/1+jnT72N/pZVeLi10tbvZ3xnK0P4HjgwmcGBY7ggQOdAalbk9MCAe6vOxqt7Ov08OeDg9Hutw8OsHPW0uDvLcqxLkuLbMzwxkOhdOXGE1vSC0tWMUfZDhdJWHiMwqdLKjPoiPNR3NagOZUr+R0WhHQUuTTk+MykGvXUu3XUh+rpj9dLE2tDGda6cuw05ZoosEVSad7nDRWnmo18+wkD9e79VKgw9HKcI5WKdhXLmdPhYqNRRpmJ0czFh/JYJycBm+ERJldUetgY72VJeU6ZhVrmJitodwmo9ohk36u/S0GdrXpOTvVz84eAwcmeri0JIeLCzO5saaQZ/Y2cnVFNq8cauPTy4N8dLaDd0+287sdZby4p4zfH6zkD0eq+eBaN+9eaudFkeB1uJyPb/Xyf95cyf/n3bX89xtrODc/hznFJpbXBljXHMu29gR296ZwfFIBl2aWcnYsh4tTRRdfxLWZedxdVMYji0u5PSef6zOzuTYji7MCspuYzPHxiRwciGNLi4MVNQYWlKiYlRvNzOwH9tmjgrHjlzEqsNkEGZOSw5iYEsbE5AimZsQwI0vF7Fy1tDSemaORrLzn5KolVtC0LBWz8vVMz9UyI09Qe5VMES6v6Wr6EwWsI6MrME5idAlvJ5FJLYgASwp1rKmysFEw2zpj2dEdYkNLkCXlJmbniY4wRhrle+KjJdPAnthIJgpKX4mWjXU2VpYYmZMWybJCOZvr1GxtULKvVSOJ7Z6Zn8gLS+K5NBTOt5fL+fliHn9dpuLeej3fbdXxww41P+3V8+vROF6Zp5Eu/ltDcp6ZIQJOXNKUd7RNzdYqOTsb1GyvU7JLXN4ddna2OllUrGRSRqTUXXbGySRn2okZcqZmyVlaqmZjvY69bVYujcby0NQEnpqTyFNz4nhidhxPzk3kyXkhHhPvW5jOI4KAMS2JCxOCnBuN4+iAh0O9Hs6OJbG/282uDgd7uz0cHAyyrd3J9jYn+3pj2dMdYG93gIM9sRzqDXB4wM0jq7N5aE2Ix7ck8OaFfH75fTX//HMZ3/8uh/duJ/PmjTRevZrE7y7F85sLcTx52s/dIx4ePRLL3UMBnj+fwJ8fzeSVm+n8/nQWp2Y6ODgay/7xKWzq8HN1cTIPb0hmYaWWpQ1G7mzJ5c2bJbzzcA5/fSSDT57M4dMnc3j3oWReuxji2hofyxrk9MfLGJ8sY3p2mLQ0XpQt49YUK99fLOelDaksz5axKkvOijwzY8kqJqSqmZlpYEWxhfWVFva32bgwYOVkj5FDHVZ2NVok/6stzWbWVRtZXWKUmG7rGm2srTOzpFTN9MxIJqdHMjEtkrGMaPqT5JTYw8iwKchw6cn0Gsj06Ul1q8j0aqhItNCe7mQox8VgloPOVCOtaWYqQjZyvXpyfQZyfEJVbCMr4CDd9+DiF8vfFKuOQo+ewRw3U0u9TC9xSGjHlGIH3ZmCzWOjTmT8hkTn76U500dlyEVxrIistJLtt5HiM5HmM1MQJ2ylA9SliJQwYSnhkOwhZCJ1ptyrkKidVe5wmvyR9EvYYhQLC02sq7SysULP9hozq4u1LMqOYmZKFP3+MEaTFUzPiGB9uZxjTUqudCr4w8IQf16Zz++XZHNrgpvbE3xcHw1wus/F4Q4HBzs97G3zsq/dx/52HycGEjnSH8eBHj8HOv0c6Aiws90rwUOHewPs6XSwtdHK9nYfO5vsXOl18dI8L39Z6ufpUSOXOg3srYlhYbbA5x74APWkqOgIxTCaZ2VOhZehbBv59hiynCYybBpKAzpJhl3i01EdtNOREaA9zUFvjp++HD89GW76MtyM5PokE7wGn5I6v4Iqj4Jq2zgmhhTS0vxst42T9Ur2l0SwPW8cm3PDWJcXwdRYGT2CAuqVUe+UUeuSsbjSwuY2O4srFKxu0rCqycK5hZVcXFrJc5sqeXlbGe+caOTzq528c7SWl7bl8c2dPr57uI9Pr7fw0ZV63j9Tz283FfDRqQbuX+3gvaMN3JgT4M2jDXz32CjP7czipf2F3H9khPt3BnhtfzFPb8rit/sq+OH5afzP64t5bF0Z2zuD7BtMkbr7E6NpnJmUy+mpRZyfVsj5KXmcm5LLsdFUDg8ls7s7li2tHon2uULQQcvMzCsQl7KaoSS5pLoWLKRJBSbmVHmYW+lkSa2b9c0B1td52N4k9j0+drU42dvhYXujjQ1VerY1CLqhnT2tbvY0O9nZaGNTuZatFWo2lqjYWK5hY6WWbbVGttUY2Nds40Crnb1Ndva2uNlQZWJtmeiaDezpjGV7RzybO0MsqfYxOUu82COlF/3UVA0L81QSa2NzrYWN9eLF7GBlrZvpgsWUqZY6uTa3TKIMrxJL7lIdi3KjWZQXyfpqLVvqdWyvUXKkXcedaX5ujJm5NUXDr1dq+GCDjQ9X6vhmk4Ff9lj5YquIM4zhTKuMS30Kbk80cqFPy9564ZIawxphaVGqYGeLiYO9TrY2W5iVI2coIYxWj4zOuDCG0gTMGsHaRjPHhgNcn5rI43NTeGp+Mo/PSeShqQFuTfJzY4KHMz12DrdZ2VIZw/JcOXNSFMxIUTE9RclYYgyjCdEMBaPp90cxGJQzKN6OC6M3Pkxalv//TqNLRqt3HJ3+cXR4x9EdEFYm4XT5xtFkl1FnklFvlkkkiuVNep4RjqBPFfLho+m8+3Amr1xJ5OUrcbxyI4mXribxwoVUHjoYx8WtDh45msCrdwp55kwcvzubxOkFHmYXKlhZo2FlVQwX53p4YrOXI2Mafn+wnKe25bFjUM+xWVbOLLRxeaWLC0vsXFzk4OQMO9u6rWxutbOp2cm6Rger66wsrdSzslzHzkYl7+7L5j8fruG1dUmsygxneZaSBdkqJiVFMSlFxdQMLQsL9Gyrs7CvSc/ZXjtXhtyc77FJ9iKHu21srNaxpkzHlnoL2xst7O9ys7PFIkFk66tUrKnWS6/p/jQ1RfZwsmzRpDs0pDuEUExHrl9DZaKeehEzm2ygKdFAS6aTyiQRKqMjwytEYGZyvEZyvUZyfBYyfFbS/Q7S3WayHRpqgmbG57qYWSTseFzMKBFFxEJLskGyjqhIFCZxfqkA1IWc1CbaKU+wUZEksn9FAXCQ4bWRE+uSGE1VabFUpvipSPJSkuAhP+hGVuaMoCYgpz5WQUMgiu6Qkv6QgqHEaKZnqFlYoGNVmZH1lUY2VOtZWhAlcYHnpEewKDucHdUKTjbJeaRfy51OOdc6dTw5M51n5ufwyPRkro/3cm3Ey9k+O6e6HRxus3Gw1c5+8YJutnO408eeNj+7W/wc7AhwuNPPbnEhdATY3xfH3jYX2xod7G2P5VC7h/P9Dslr5OmJVp4e0PDyJD3PjCi51qNhU5lS2sgPhZT0hTT0JSpYKHJCC5xUeJRkmKLJc6moiNNSnaimNqSjN9/PxLJERgr8DBfG0ZsToD3DI1GpGhJMtCZZaE+10JVmpTZWSa5ZRrpORq72wQtCcIz3VgvVpHCz1HFy0MPOFjtb663sFku7QQ+7Bn1cmJXMS7uqePdsCx9cbufSogReO9nGh9c7+fxaM6/tKeSrK938fLeHry7V88KmFF7alc8nlxr4+HID756t4+MLXby0o5jX9xfywakq/rAtl99tyuHTix38+NgwH19p5MVdmTy2Op5717v4+xMTuH+7U0rb+s22FP56tprH1xawqdXBGnGJtrrY2OxgZY2VeeVmphfoJF+Vabkm5pSYWVRhZVauWurO5+QZmZVjYEGhnlVVZjYJrniLgy3NLolKuqLazerGOJZVB1hY7mRFjZOFJRqWVhhZXeuSCseiEiH2Eu6zNmZmW5iVZWNGuo252Vbm51hZkGdmQa6R2VkiclMvifgWFBiYk61jQa6WedlaZqTrmJqqY2q6gemZOhYV6tnW6mFfr5+TYiLpDrCr2c6BdjvHe3wcbLGzPDuaWclqZqbpmZOnZl6BhfmFFlZUGdnc6mRphU6aMkSuRKtzHNMzxQvczNoKNSsLIiUn1J01CnYKqKZGwdFuNacHlfxpU4ivDybz9hI19zba+Wp7gFsjCg40RXJB+On06yVvoi3VctZUqFhZrmBNZTTbmvWSAd9U8T2DYbT4IugORjIjR8GGBiOnR3xcHe/hsZkJPD0vlfMDPva3eNhU65JElzOyIxifFMFYqpbpaSYW5FqYl2NgYZ6RBbl6lhTq2VgtFpwWdjUa2dNkYle9nuPdTo50Wjne6+C40El0i6Js50i/ny2NZjbVPXiNLy9+sO+bmaVlVo6eyalqRhNVDCeo6QvE0OaMojcYxcEpbt66ns9f7qTy8tVY/ng7kRevBHnmnJ/fXU3nqdPJ3NoX4OJmFzd2+nnyaDLPn0rl9vYQW4fMrGk2sLhUzbGxAE9tTeSJjSGe2pDN8nIjk1LkDIhmLllLd6KK7jgFo6nRkphxdb2FjS12dnR62dHhZ12dk01NfrY0uNjRYJSszN/ckcVPV8p4dWOypPdZmhnN0rwYpqQJVlSUBIOKaXNTrVOihp7qcXKh18bNES8X+5yc63FyrMPG/mYze5rM7G21sbfNzqFuj1QExO9rbZ2FlfUe5td4GcgSoVlair0KKuN0D0K0ggbqg3ppMVsfb6U83kJ2wEiaV0+230KOzyxd/AVBx4MJwGck06WhPGigJ8vB9PIgs8pE5+9iWqmfnjQLjQkWqoJWqhKckq2zcPusShKKXxvVySIf2El+0E52rIPMgJNUr500jwiD8ZIncgJEGIzICEgKkCsKQF0girZEEYOopCukkGiRQrkmvPInpSkZS45kjhDpZClYUKJnenYM83KVrC9XsbsqmiO14VztUPDksIbHBnXsKw9jX4Oeh6en8fS8LB6fkcztUR+X+yzcHHJxpt3I4To1x5qNnOt2cbLdzuEWB7sb3Wxv9LCvI8Dedh+7O7wS/n+wy8vuFhcnu4Oc7/Zxpc/D6RYde4rG8VCfjpenaHl1ipLfjsh5fEDN6VY1awpjmJb0gG42KV3JlFwDw5lGejOsdKSK3GM97WlG+nOtjJX5GSuKZUppiMEcHwO5frozHQwXuulMUdMUKxY8KhZUG1nZ4mBDbxw7xjI4PqeISwuLeXRFAW8fLOOLc3V8drGZr272Sl38vevtfHNrgG9ujefT8528cbiOD8818ctjvXx1u5k7q0M8tjGNb24388n5cl7YlMbre0r46VYLP9ys5Hc70nhhZyEfXWjks6stvHWikTtLUnh5VyHvnq7gneMlvLa3gD/uzJXiGL+4XMdnl6t5/2wFf9yfx8u7snn/TAP/eHoC/3hulJ+eHOLHx/t5/XgjKxs1TMmTM7swhjm5ShYUxEhiqoVlWpZVmqSdkFg8rql1srHRx47ORDa1xrKqzsnyWhtzSwwsKhLNgYIlhXJWlylYWaJiRZGK5YUaVhRr2VhrYWuTix2tPvZ2CE1DIidHUjk9IY2zEzM5N5bB+YkZXJyUyaXJmVyeLBhfCZwYSuDUhBSOiaV5fzz7B+I52B/Hni4fB/ripIlkR5eALWLZ1upnV5uf/e1e9jSa2V6hZGuJil2VWvbWCV8aDXsFlt/p4miPT8J3tzVaWF1uYm62iiliMZinZkW1hS3tPlbXWpiRrWQwOI7Z2XLpEt1Wo2NTWYxkib2zQcfmqmi21ERzpNvI1VEjn+/L5qs9Id5Z7ZFSt060xXBUmJf12zkilsxlSlaUxrCyXMO6GgPzC9VMEG6xfhm9QRkz8xRsaraxo93J/r4AB3r97Gg2s7YshrVFetYXalidE8aq3GhWFGhZW2WXGCvrmwJs7U5mU0cia5tjJdbU8jo3c8uM0plfbmZemYkZhXrpCC3F1CwN07LUzBJq61wtcwr1zC4wMrvQzNwiM/PF3qzcysIyCyuqnWxoDrClPY4NLbFs70pia0cc2zoD7OgMsasrkY0NRm4tj+W9OwW8/Ugar90K8cr1RAkKevqkjyeO+XnkkI+njsdz96CPq9ttXNhq5/FjuawftjClUMnMfCPHpiTw0c1Gntuey9HxHo6O+Nnf52Zvr489PbHsaPeys93H9hYXm+rNbG40sqlex+oK8btVStqfhdnRLCsQuRQ6NpapOdis4p3dIoyngne2Z7JJiLZyhJuthqkp4VJQ1FiOloWlFjbV2qTnh/h7XexzcbXXxeUeO8c7HtiTH+2wSBCRCHg61utlf7tdYg9tqzexqc7KpmYP65rcksp9VoWDoWw9nUkPIOWmOCONcRaqg1YKxAXvNZAVsEh4f7rLQLpLR7bHQJFg+CTo6cy0ML7AwTRhbV1iZ1aln8mlsXRlOKiM1VMaMFGZIHB/t2T5LLKJq1MeeP3UpPsoTxHRlU7SPBaSPXbSYz2k+11kBBykui1k+Wxk+qxk+R3kxXmQtcbLaYuLoleM82kKiSssuNaT0lVMzVQzr8jIXNEZZqkYTlHR5g1nND6SvXU6zjQqOV0fwaW2aB4SJlOdSg7Xi2orY21BJMc7bdwcS+DulJBUBO6MeLjWa+XmgIMbA06u9ti41uvgcq+Lk51uCRLa0eRhV4vnAVOoP8ixgTgOdHg42WnnZKOOA5VytuTJpHO5S8PT45X8flIUf5kaw8sjch7rVXGuRcX63DBW5mskoYvoYucWii5PJ3HJe1NimFxkZlqxgSX1blY2xbKmNY4tA2kcnFrA0Rn5nF1YwN31ldxdW8jvdlXxwYUu7t0c5p+/mcO/XpjBP5+bwL+eHeTXp/v457PD/OO5Yf7x/CBf327k+4fb+OZWK/eutfLjQ718c7mJt0/U8MmlFv75VD/3bjbw/M4CHl2bwtdX63njQA5PrU3lN5ty+OVOK/evFfDqoVweXZ/Dtw/18u2dDl7ZXcyxERNvHy/jvTMlvHE4l7cPF/L2/lze3JPGp6fy+eJCGR+fL+Wnx3r5+nYnfzpSylsn6vj7M1P475dn8F8vjvH3305l56iduZUWVjcGWFfrYn2tjZW1JtYJNkijmXW1BtZUG1lVYWBhvhiXdSwu07O6wcH6dh8bO2PZKi7hLj+7u/0c7PVxpNfNsV4XJwa8HOp0cqDdyYEOP4e6Yznc5ZIWbke73Jzs83Oi1yudk+L0uDnZ7eR4l3jBWTjeaZHgQtGpHmyzsE+wmgRlr93G/lYre1ps7Gyysr3ewsE2h3S5H+twcKLdJtlpnGg3cKzdyGlhDDcS5ESflxN9Pg52CKqzRjo7GzTsbraypd7BCmFfUahhaYGc9eVqttZpWVUpSBDRzE6NkKAm8bzcWK1hc52KHU1aNlappItmb4tBsjp4Z3cR10aNHG3RcaTVLHnfbKqMYk1RFOsr9GxqtLO0TMdYQjj93jBmZClY32BntxDedbnYVifgVTUrC5UszTOwrFT8bRxsbguwqcnDhlo7y4tUku35tJA4UUyKj3xwxNuhaCYkyJmSqmA0KYqxtCgmZysYy5QzMUvBxOwYJmYLS4IHaupRkVsdkksQ3kBiNF2xkbT7wiV6rdCmCA+rTl8ErQ5B/wyjxy/eDqfTE0Z/MExyuh2Ji2JiYgQTQuNY267k2cPpvHo5l5cvhHjhrIcXzrl56WKAF87E8tLFEM+eDPDYYQ/nNhq5uSeefXNsTCmIYCwjir3j3Xx+t53NbSoWFoxjVUUUG2pi2FitYHOlgg3lcjZVKthap2JPm1Hyx9rdYpZ0MbtaHGyqMbK9UceOJjM7mz1sqxVLXj3nhgy8sS3Ev26W8e7OXLaXRrIhP4K1eSqmJ0dKNg2z8jWsqjCzp83DgXYbRzttHGu3cKTFyLF2M2f6nNI9dqTdzMkeF6fFc1dMUm1WjrTZ2FmvZ1ezmR0tVtbX69nUZmd1k4u5ZRamF1sZn22RmDv1QeH6aaJAsH18ZvJiHWS4DGQ6VRT5lHSmWZhY5GCqUOGXOZhb42es2EFflpnmkFEScdWnOCkXE4Dk+WOiVmQAJNulwJi6tAAVSX7y45zkxbtJ9lhJ8thJ9rlJ9TtJ8znIFjnBQReFoQB58V5ygx5kQtzQJ3jxyTH0xodLy7ZJQmyTp2dOrmAi6FlaZpN4/53BaNq80cxKV3K2Xc/t9hge6tFyq88gJeBcb1dzoDyS9YWRrCqSszArnOX5MWyrNXGo3cWZHh8X+7xcHfJzTTiDDngkf/cz/U7J8e9gm5MdLQJC8bCzM56NLQHpxbO9XsupTh2nhMFUm4oTrWpONql4uN/Cc8MxPDUg48UJEbwwrOB2m5Kr7Wr2lkWwqUjBmnIVm5oM7OuxSbz6A0NxnJ1TwKMb6nl+ewMv7Wnk93vreOtkM++fb+eLG/18eaOLN44V897pUt49UcBnFyr4/qFWfrjbxXd32vn+4XZ+fbKLvz/VxY+Pd/P94/388sx4fnpigO/udPD9rQ5+vN3Ldzc7+eZGM99ca+CtE5W8fbqaX58Z4v7Dbby0v4RLc+28eyibFzcGubzAz7ExO5+frebb66V8cKWJq0uTuHethe9uNvPVlTY+PNPAF5eq+OuJXD45V8Z7R3N5c3cynx3P4dNjGXx0PJ0f7zbyz+cG+empYX54cpTPrnXz/pkmPr/Wyn+/NJn//MM0TsyLZUqRntnFDhYVC2aSQxJ4La91sLjygc5gQ7ObbW0e9vcFOSAYPB0ednS42SL+RmKP0x/k4HACh4cTONDr43Cf0FqIMdnJ0T6xxI9jX4efwwMJHO4PcEZaHKdwcnyIc5Mf0D1PT0jm7Fgqp0ZDnJ6QxPmxFC5OTObMcDynh+M5Nxri7EiIEwNxHOsLsq/Dyx7R7YsJsdXD4d6gNDEcG4zj1Gg8ZyclcmzEy5FBF6fHB7g0KZ4Lo7FcGO/n6qR4TvU7ONxp4ViPGPv1HBIvdMGeEQWm2cyuaiNbyjRSIdhSZ2RtpZGlxTpWCSJEk4UNdXrW1xpZUKhicqqKqWKJXSSXpqfpmTEsKlCzSXhrNWpZVxrG5poYVhSrmJgYw6wcAQEZ2NGk50SfmEhcbKw2sbbKxJY6LxsrnGyrNLCuQMtKocPJMUtL8mmZ4dLULRbiS6tcrKlxsbXJKV12wn33YKuRI60WTnS5ONnl4niXk5O9Hg532KUCerTLwfEeF0e7HVIR3NdmYk+LOFb2NNvY1WRjZ7OL1eUGlpfqH1iGF2lZUmxkcaGeeQICzFQwOe0B6UOIPydlqBifHMNAMJJeXzQtNhkDiRFsG7bz9KF0/ngphbfvpPDHK7G8fDbAC8f93N1h5uEdVp7cF+Tu9lheOJjNnbVJrGmM4pG1KXxwpZp9PQ8uccGE2t5oYF2VUgoY2lhjYHOdhR3NDna0OtjcYGZLo4VN9eI42NIgoEg962v0rK20SYvbDbVCECrU0wZe35bOfzxcL4ntdpXEsD43mm2lSpZmRDAtOYrZuTpJY7Ov08HhHhd72u3sbhH7AQOH2u0caXdyRjQ5rRaOtlg43mbmZOeDZuVgu5GDnVYO9zrY025iR5tJslbf3GJjTb2VxUL8WGFnUqGVwRw7jUlmyoOC02+gwKWkNl4nZRlMLfEws9TFjGI700tdDOZaaU0z0pRqojnNRmuGSAUTrCELNclWakNW6pPstGX6aUj2UJvooTzeTV6snZygk8ygixS/i/Sgl4xYN5mxLopT4v7/RwTd5yf6kXUkqOlNFs6ZWvoToyRq3MTkKKZnKFmYb2BFmY2VZRYJLxOLo8GQnKWFCk63yHlhoonHB3TcHTRxs0fPlVYNe4vD2VQUxboyIb2PYqpgfgg2Q7KcyalypqVGMjsjkoU5IkJSz8JCDbOlMBch2FAwKVswi5SMpMXQ6gtjUZGBCz16LnXKudQew/nmaC53KLnVr+PRfg3PDUfz/EQ1jw+KYqTmWo+ZZxcl8dbecj483sx7Z9p542QdH55v5IMzDXx0oYtPrw3z+fUhvr7Rxzc3evn8cht/FRf0sVLeOFzAq/tEFm0W7xzP5LPzxXx1pYLPLpTx+aUqPjlXyjfXq/nxdiM/PtzCz09089OTvfz9uRG+e6SXr291c/9WH19e7+Grm13cu97ClwKb35bOqwcL+cfzE/jxiR5eP1LKH3Zn8PXlUr66WMorB0vZ2qnlr4dL+el2Ix9dbePSEoHlN/PdrSa+vdHKtzda+OximXQ+OVXI23uT+OueRN7eEeC9/Ql8djqLr29U8uOTHfzy2/H88uJkfnpuIl8/3MdbJ6t452Q5X93t4saadEZzo5lRYmNVncgqCLGtK4mNHSmsbkpgbWMsW9qCbG31sq3ZIV28h3sEfdfL0f44iaZ7qD+Oo4MJHB2K5+RoIhempHNxagZXZmRzZkKqBPkc6E7gQE+I3T2JHBjJZFt3Eqtb4ljdnsSihiBjRXaG88z0ZenpSFPTkqSkNaSmMS6GukAM9UE5jUGFZEEiHhtiFdR4o6l0yql0RlPukVPslkve6jWxchri5AxlG5lZ6mBJlZPt7UEOdMdyrN8taSwuDPs4P+jhbK+Ts70OTnYYON1l4sKAm3MDXql7P9buZE+dkY3l0Wyt10kpd+JiWVPz4ELuDYpkOSW9WXZq47SUeYWvu5pir5KGoHjualhUqGZTg15i7kxNVbCyTM++duHd5GRbvYGFOVGsEQtvAWeIxLQKE+srTKwtVrGuMFLyKxIXz+FOO4eEHmDQw6lBrxQSdGzAw4lBL4d77RzosrCrycj2egNbavRsqhb/p5EttcLXS8eqkhiWFUSxvCiadRUPQn5WV2hYX2WQdnrryoysLtazSkzCeUIPoWNpkU5y910u4KdKGysKjawqMbCyRMNK8bklNtaV29lYZWF1iYZ15WZWlphYnKNlTno4i4rkbOtUcGe1lyd3BHnhUDxP7/Pz6A4vtzY4ubJECACVHJ1k4U8nCri0wMXjG+N5+WAyKyuVrK82sb7awNoKA+uqDayp1LGl0cnmRhframysq7OxocHKRkEmkB7tEha/plor/VyiAG9rsrClzsSuRge7G0QIkJk3tifz90vlvL+rhM0VOlblRLGlRMO8jBgmpQk4VMfqSpu0E9jX6Wdfl5W9bRpJdX2w3cLpXreUBy6mgcPNJo60WjnYamV/q43dTRZODvg40WfncLeF3W1mtgnKtwhXqhVFwMziKjvzy22SGaQwb5tc7JXooJMKhD2Mh6mFwvI5VhKIdaZbpUJRm2imLlmke9moT7VRHtRLxaM+2U1TekBa/lbE2amMs1IdZ6UxzUdFip9Mv41UQR8NusiO95ET76M0LZ78BC8lyUEKE3xkxzopSPIja4lV0h6voj9Vy2CK4IeLrkPN9HQlC3K0kpXC2lIjy4t0TE6LkPj+83KiOdul4fFhDU8Oa7nVreRicySHSmXsKotiTWEkKwrlLM5TMD9Pw+Q0JVOztUxKjWZm+gMvluW50SzNCWduRgQzMmP+Pb5GMD49msHEaNbXWFlQoGZySiS7KuWcqI/icoeK8w0R3OyK5u6AnCeGFTw3ZpHgKMH5nZcZzsYGO4+uKeWtk+389VQrrx2p5bVjlXxxs4PPr7Zx72Yv927288H5Jt4/XcV7x8r567Fy3jiQz5/EOVTA64cL+fCiwNOLuXelknsXS/jiXDGfnSrgm4sl3L9cyhfni/j2Rh0/PtrBtw+38ren+/j2ThtfXGngmxsdfH2zg69vtPH19TY+u9jA20dK+eBMHT8/OczPT/bx6flavjhfzbdXy/nuWiWfXKzjt9ty+fx0Dd9crOX3e/I5M8fB59cauXetgW9utvDVjUa+vlnP11eq+fBoNu/sTeCdnbG8sc3DF6ezuX+tjG8fquPHZ7v5xx8m849Xp/PdM318+3gH39xp44MzFfzpUC63ViWzoN7IpqEcljbGsqrRx/r2eDZ0hNjZn8H2nhDbOmPZ0xdkV5ebg72iqxbK7TguTM7kwpRsToxls284nS3diazvSGR1eyLza4WLoYcJeVZ6U7W0BhXUuiMotsnIt8ikBXqm6cHJMIWRpJORbJCRZo4gzRIunXRbNNnOaHIckWSaZRS5Iim2h1HiCKPKE0m1O4xGn1BtR1DlCqfcEU61O5I6XyS1ngha/NF0BxX0x8kZDsqZFB/NnLRwludFsaVKL4ms9jcaONps4Nqgl9ujfs51mzndY+XMgIOzgy6OCjFeg5a9zRq2NepYVqFjQoaa3lQL5W4lyfpwYjXj8GtkuJQyHIpxuGPCSTLIqY030JtqYFqenvWNTg4N+DgqJo4GE8sLYlhZrGRNuYYtdcIi2cDRLvF9XZzqc3Kq38NhaVFr42i7iL+0cqjNzO4GHbvqNWyvjmFbdQzba8RUrZYUrSIfYW+zXoKjdjSo2d9qYl+riSNddg6Ixw4re8TP0qBla5WKLbVCCKZlQ7mKNSVKVhaqWFmkZnG2kgVZcuZnRzFX+NhnRjAzM4IZ6RHMEy6sGVHMTIthXraeOekqFmQpWJyrYEmOisXZapbkiMnFxPJCHYvFbqg4mmXlUaxrlLOpXcnGNgUrGyJY2yBnU6OJDfVG9g4YeHF/Nu/fKOGZPYmsaVSzvtnL2gYva+t9Era+udkpLfl3dQUlJuDWVidbBcmi1cJWYefQbGJTg5GNtQaJrbNTmozE5W9hZ6OdHfVmjnSYuTHZwkf7c/jlQiOvbaliXamW5dlKNpQaWZQrZ0K8jBkZalZXutnW4JT2MLvbLRxoE/CjlUPtNo50OjgmUbbt7Gt1SHCkKL4CmtzbYpbyro/0eDjU4+VAp2DA2dhUb2K9mCZrjayoMLKqysLKageLKuzMKTJJIsW5RSZmFdsYK3DQm+mgPtFEbbKT+hQfNcleqlJ9lMRbKY41UpPspiZZ/FtYPrspCDioCIkwehvVITuliW5p0StRSgULKOAkJ+iWIi7LUmIpCvkoDvnIjXOTHedCJozf2hK1NMfK6YgXfjJqpmbrmSYKQK6W5QUatlRZ2SZ0AKV6xhLDJbOzwx0Grg/oud2n5GZPDJfb5ZxokEvWqKuLo1gkfN5zH5hATc8URUAYUEWwJCeaHZUa9tao2V+tYHeVktVFWpYWGpido2ZKlpKpaRGsKlKyqSlAT6KC6enRHGmxcqlDy5W2SO70RPP0qIrnJ6h5cszN9AwVXSl6BjJ0zG/wc2B6Lk/vbOYPBxv57d5y3j7fxuc3+/jmoWG+ujXAF9c6+eJKMx+cqeKdw2V8eLyW945U85eDFbx9op4vbw3w7aMjfHy5kW9vt/D1lQq+uVjE12dzuXcinS9PpfHx6Ww+PFfEN3dauP9wO9/cbuXLa/X8+Eg7Pz3cxo8PNfP97UYJ/rl3uZ77V5v46moz39zp5KfHuvj1bjc/32jlh2s1/HSjgfvXxec28eXZKr65UM9fT9Xx0v4iPr/WxGdXG7l3q41v7rTz9e1mvrhQzhdnCvjoaBqfHE3li9NZfHutgh8fauT+3Ua+e7qTf74yhV//MI2ffjvMT8/38PVjLbx/toh3Txbw8r4i1vc6mVnjZqzQwpwKK+vaY9nUkcCuvhR29Caxsz/EjoEQW3rj2dQdx9r2WMnzZ16FcDS10p+hozFBSYVXTqEzkhzHg0s81RJNilVBskVOkiGSkD6cFHMkGTa5dLln2OXkOGLIFccpJ9cWTYFDQYlHSXWshso4LTVxWhoTNDTHq+jNMDGQbWWkwCUJYQSja2KOmeFUHT0JWnoS9fSI5Lf4GHqTBPsrhv7QA8uSkVQVg0kqJqbpmZxhYHKmTkqMExbms7OULCvSsr3RzsGOB9S/Ax0GDnfopPwAYby2q9HA7FwFwxkmauN05Lg0+LQR+HTRBA0K/LoIfIYoYg0KAjolXnU0Pk04+W6txNiYnqtkX4eFIx1G9jVb2CG+lyio7SaOdZk51mnkRI+4pHXsbVJKkM62Br3EZNnbYORgh4tD3WLy8kvWKfsE/NXqZH+Hm+OD8Zwfy+Di5DQuTErg4uREzk+K58bMNG7MSOXWzHRuz0zjkTmZPD4/m8fmZvH4whweX5zL44vzuTMnk1tzsrkxSyiwMzgrdB3DCezrEgtXDzvbPGxtdrC2Rs+6OhOrhK9WqZFlxYIlpGVliZZlBUqWF6hZmiuKgJIF6VEszJSzKFvOklwlS3OVLMpWMi89WioY87KFMWA0czKjmJUuZ3qGjLWt4Xxws47Ly3wMJcqYkDzuAWIgjBvjI5icHMWUZDlTU5TMyFQyPUvoRxTMyVOwoEDJgnwli4q1kong0iqrFHm6vOzBJbu4ws6SCgcbmlxsarGyu9PGmdEAp0aDzM1X0+ePYG5mDGuKY1iYFcGkxHCmpWkk1ENASdsEMaXexMF2J4c6XOxttrK31c6+Drc0Fe9qsUvMIDGp7W8R05iT3c0edjQ62Nn0gDW0v8vJnnYr2xuF6trKhiqLtHNYWmaQXIyFa+6yCjPzio1MLzAzPs9OR5qNupDg+HuoSvKRH3BSGOuQAt6Fy2dZyCOlfuXGuaRlcmWql+qQg+okp/Qx8T7xsaxYF9lB8XlucmMfhMaUpQQki4hCUQQSPMhaEvW0JxlojlPSlhBDb4qaoWQlUzO1LBALqXyNlLq1IjuKTUJ2n6tmQtw4lhYJJaOJkx1aTrWqOVQr52C9gp3VClYXhrM4K5w5mZGSX/y0TA1T0lXMzIhhXkYUy/OjWVuqZHWhQpLeL8oYx4ysGCamiUkgnDVlSmZkaegIaaTQ+e6QivXVFs50GLnSpeVOt4bH+tT8doKBFyZ5WFZqYDBbz1COjtF8I+sHUri1rorf7q3kT8eq+PJ2L1/e6uPenSG+vNHDZ5cb+OhMOe+fLOe949V8dLyJj4618cnpHu5dG8+Pj0/nu0cn8vWtHv7++AB/u9vC91dL+fxEKp8cDPL50RDvn8zkg4vlfHGrlb89OcQvTwzyw2M9/O2ZAX54rJ2fH23hH4+38u31Sj4/V8RXl8r55no996VdQgs/327h19vt3L9Sw/fXG/n+ZhP3r4m3G/j+ahtfXG7ny5vdfHalgY8u1fPZ1VZ+vNvPV+L/uF7Np6dzuHchny/OZPPDjUruX6/h3o06vrzTwM8vDPCfr03j199P4T/+OJNfX53Ct8/38dGVMj67UMLXt9o4PN3HxGI90yp9rGgLsak7mfXtKSyuCTKzxMVQppm2BB0tSQYpAKjQqSDPGUOGKYosq4J0q5w0axTpdjmZDgW5bhXZ7hgK/DqJapvnVlPi01Pi1VDmiaE2qKbKr6IuqJU40eK0JVtoTTLSnmyiLWSgM/XBY30ghlphRx6rpNavpMKvpdSvJd+lJMehIMMSQY5dTrIxglRLFBmCg20KJ88eTb4tiiKHnCyTjFx7BDm2KPJskeRZIymyR1JiC6PMIqPULKPcLqPBJ5NMAcXzfU2Fkb3NYvFsYHe7XWpa+lIt5NpjCOqjcOui8ZqU+I3RJJhiCJliSDBGEWtU4NVHETQp8GsjCKoiyDJHSZPA7BwRiGLldLeJ411GjnVbONph4ni3jaOSetfJ/m4ne7qcHOj3sr/Xye52m2THvKHWxqoqG0tKH2QlzM03MyvXxLQsI9PzrMwq9DA1z8n0AhsTMo1MyDIzOdfG5FwLM4T1drGVGYVWZhU5pLOgzMuCUuGz5GNBhYfFVT7mlniYX+Zinnh/lY2llRbWi8VznYPdrQ/0OOLs6wqwu80lXX5iEjwxmMhxQdLo93Kgw8GBdgd7mk2SqE3qmsVju0PqlHc1ONhUZWZjpTBpNLK+ysTGOgtrazSsrVPy3LZ8HloVZG6uTEINFmYrJUhJ6I2mJYczMV7GkF/G+DgZQ0IgFz+OfmHqGAijyxMuUXeFxUST8HyKjaTCJqPcIqPMJKPUJKPcIaPOI5NsJ4Tyvskro84toz1OTn9cBFNC4awqjGFJtpzJ8dFME3ThXKNEENjSIBbEVva1WaWfS/pZO13sFlNAh7Ac90jTndCo7GtxsafJyd5WD1tqLWyoESpzi0QZ3dPhYo/4/QkLk3qHZFMh3FnX1jtYVmlhXqGG5TUOFlW5mF7sYiTPRXuajeoEM3luA3luE0WxNonimR9np0DQQFP9UhpYechFRbyYBFyUJLjI9lvJ9NvJifOQI5a9cW6KQ36KEr2UCH+g5FiKkgMPJoDGOA2tiXpaErV0pxtpT1TQGRcp/WLmSBCQnjVFGlbmylmdq2Rehpyh+HDafTLG0qOlZPu5GdHMTZczLzOS1UVqNovAjhIFa4oULMiKZl62khlpcuZkxrBYePVnRzE7Wzj1RTE1PZxZ2VHMyo6UmBXHWgwcbVSxrdrA/GyxcFJQ5w+nPSGM+YVKtlYbONSg4vagkefHbDw54mFpmYWONCUDuTqa4+SsaEvl4JR0fre3ho/Pt/LN9T6+vjXMvZtD3LvWxYcny3jvcB5vH8jn45OiGLTx9qlWPrzUz5d3RvnqkQl89+h4fnl8kF8f6+aHGzV8faGAz0+k8/7BZD4/VciX58v57HwNvzw2wD+emcA/nxnPz4908O2ten54pIUfHmvj58fbpYv583OlfH6+/MEC+bFufnqik38+3s//enpIWiZ/d7eT7+608tPDLXx3u4UfbvfwxeU27l3v5IOz1XxxvVXaK/wgnXq+v1nNdzcruX+jhHtXCvj5kUa+udnIV3fauC+mi9+N5z9fmco/fzeZf700lf96dQa/vjie//V8P/96tJl/PNHFlVWJdOcoaM4UwhILLUETzSEDxZ4o8h2R0iWboo8g06Yg26EkwxxJti2SEq+SmngdFbFayv0aKvwietMsFYqWRA3NCeL5pKUjxUhbSCe93RbSSgrIthQTzclGWlMt1MbrKfOrKPLEUOhWUuBSkOeKIdUiJ2SMJF4tI9MaRY5LRbIpmkRTFPHGKAK6MNJsotAYyBFf51NR7FdT6ldRJsR6YncQL4pNNHWxYo+gpClBSXNcFF3BMCaEIlmQo2BlvoL1AnMv0TA3S0OjZRxlRhljOQbJlG40Q013mpVcpw6PKhKHUtgGR+HXhxNviiLBGE2yWRQBJX5DDC6dCBaJxKcdR1AXiU8ZRp5DQ09I8PN1EivpXI+eMz3i8reyt93O5iaXRLUUFtqjqUoGExT0+CMlk7sWTxj1LhnVzgfFqtIqo9Iio845TlKPFxhl5Bpk5OpllFjHkWeQSSdHKyNXJ6PUES5Bb8JvqsgyjnzTg68pFJeiLUz62nSNjEz9v49WJn1Osbg4HWFU2GUSpNbgk1PnFlBeDLXuKBp9cpr9CtoCMXTHKx9MWmnRTBVakUIDcwoMklPr6hona4T6vcnLhkYf6+r8rK/3s7nRz+Z6H9tavWxvd7Gl2cEjK7N4bluI7S1Kdjc52VXvYE+DnV0NYtdgZFujmmPDeg4NKNnbrWBXp1p6n4DUVhXoWCPw+zwVawo0rCnWs7JIw9J8ldS8LsnVsDBbweJ8OavK9Swr1Uvag/l5gqSiYGm2krX5araURLO3Ss2WYgPzUoXnWRQzCrUsKtWyuUEwzyySU+8DWM7Ivhbh3yQ0FlZJpHi0x8OxPjeHhLaiTex67BIjSSz5V5RrpMX1rlaxt3FzqMvN7hbhDGBjeZWVJVXi4rdLE8zSCjPLqx0sqXFLu6wJBU46MkSYi5HSODO5fovk8VMQ56Q4zkFVopv6FD+1SR6qk7wUxAprCZukJs4V3P+EB3BPXpyb/H8XAsECKggFpAlBVh5QUx3U0piokxLqJU1AolySOA8mCJpXJHNyRACChlV5AjPUMj1dQZ+ggyVE0xkbQbs/nP5EFYOJMQzFR0sqxFUlRsmedo1Eb4uRPDlWFKpZJka2bKGylEthLoIXPb9YzYLcSPbUiovdxoUOLYfqlBypVXGgToztcpoSomhPVktxj4sLlJK396pSnbSnaA7KqQxEMlripDVZx8LmNPZMyuS3e2r45FwH314b5Jvrw3x8vpP3T9by/rFiPhQsn6PlfHSykffPdvDW+U4+vzvKZw8P8dXd8Xx5o4/vbvfx0+1WfrpdxTeXCvnybBFfnivnq4s1fHm+hq+vt/Lz3UG+vdnF/Ye6+PXpXv7jyQ5+friGn59u4Zdn2/nx8Q6+uNXLx7dHeevqBF67OMZLZ0d48dgEfnNklN+cGub5M8O8dW0y9x6dxtePjXH/0Yl8dbufr6938dWVdr692cE31zv44U43v9xt5qc79Xx/u4Yvr5dw/6FqvnuklR8eH+DX30zm78+P8vcXRvj7b0b558tT+a9XZvKfL0/jP343yv99eYT/fraDXx+u4ektKdQEwih0yqlwaymx6yjyiMtURWlAQ6lPTW2iiboEAzVxahoTNRLk056kpifdQE+GlbbkB9kQnckiItTCSK6brnQ7jYlGqoM6yvwaCpxysm3RZNpExx5GsimCNJuCFJuSBFM0SZZokqzRpNiiJQfFRLuWOLOKTJeO6mQPuW49KWYFaTYV2UI6L1SWTjUlXi3V8Xrq4rU0J2jpTNLQHv/ACnowFMm0LCWzMqOk59mGcg1H2m1cHPRzfWIS1yYkcXc0jstdbo61+tlS62FxsZlqR7ik6hTTcF1QQ44tBr86HLc6Cr9JTcAcQ0AfIRWiBJOcRKOCJIuaOIsKvykGrz4anz4ClyoclyoKt3IcpW6RVetiXYWRswMONtWZmFugYkJIJuVB9LlldDlktFsfPPbYZHRaZbQ5Rbcqk1LlmsXnCLWuQ0ZXUE6LP0K6oKs8EdR4oql2hEkBTtWeSCqlo6DSp6LKr6Y2Vi39LOU+8b4YqnwqyqWPKyh2hlMsdizuGPLt0Q8mKLucXEsEBc5IClyR5FojyDJGkGeOJksfRrbuQaERj6Jg5BsfFI18rYwSk4w8jYxCnYwqq4wKUWyMMmniKreNo0IqYEIdP44au4xmp4wmm4xDUwMcmh4ndfKCYtobG063R8ZIvIztXTE8tMbFayf8/OVUkNcO+/nDXh+/2eLl4jQzG6uimREbxqKECJYmhLMyQ8GqnBiWZsSwIlvNiiwtK7O0rMjXsLrMxMpyE6sqjKwsNbCyyMiKfB0r8/WsyIlhdZ6CFflapqao6ImLZCAliolpCuYXm1hSomNjzQO31kMtWg63CyaVkZ0ia7vDyZ5mM3s7bezregDz7W9zs73Oxo5GJ1saHayp0kv0aolNVqtne7OdrZKI0iVZpi+vFdbpDpaUm1laaWV+qYV5IomvxMGMUheTy3x057ioClkoTbBTmuCgMvQg77c+xUNzeoD6VD+liV5y/A4K4r2S+EssfMXbBQkeSQiWL2CjeA95CV5pKSwrjTVQ4ImhPFZFTVAWNLVpAAD/9ElEQVQpdXGiCHQmyCUDKmFEJZTBwwlRzEmNZGWBmuX5apaKuMUsFWNpSikkoT1eTkucgvZEFS2+aEaSxCJZxewscdErWFigZKkIYijUsqxYy5JCFctKtCwUEYX/FpoJ0c25ThPHmrSc7rByuknDqfoY9jSYJIWqWPQ1+eSSF0xXkpp8axR5DgVFfg1lvij6cyxSAZjXnMzeqTk8u6uW98938tHZFj481cif9hTx5qES3j1SzF8PFfHxqVreO1HDlzcGuPfwGF/encC9R0b47OYA75/t5PMLPdy/1saPt2u5f62Ury/X8e3VFr66WM89Iby63so3t3r54eE+vntykO8e7+JvT3Twr+f7+PaZQd59qIcXTrVzbEUlKyfnMa0ng7HOXPrbchlpr6S/qZz+zlIGOwuZ2pPP6skl7FtaybWdTbx8tIF7V9r57noXX19u5qvrrXz7cBc/PNzCr4918NPdFr6+U8dXwo9dTBXPjPLj0xP422/G+OnZIf7+4gT+49Xp/POV6fzHK1P5P3+ayv/+/SBfX83nixOJvL4zmYk5Suq94sTQkGCgKcFAd5qNrlQzXSkG+jNNDGQZGS1wMFrooifTIgnomkJ62tLsNIbM1IiL3hNDiUdFgUf7IMTCrCTBrCLWGEPQpMKrU+A3qQgYY/Dro4gzRpNoVhJviCbdpiTNGk26NVKKzMsTRlqWKIqcMdSIQuSUU+RSUOpRUR2nlyCkGo/oQqPpjo1kMChwWwWLCrWsqzazq0VAEn5O9cVzaTCOa0Nx3BzwcbFFz4lqFXtqjCzOUbEqN4ZFWcI3XkO3P5KZqcJO2i5dfimmSDLsSgLqcXjUYcQKaMekxK2XE2tSEhTQj0VJyKKWEp0SbSrpc3wGOQF9DB61HJfYB+iiiFXKqIvVMiXbwMJCLQMJcuniW5yvZF+NnaNNdo602NnfYGVPjZ5DlVqOVes5UGdiXZmWtWVGtgjDuiI168WuTGhaMpXMyVIzI0PDnEwdU0NyhmOjGAqGMRwfRl9ANGVRdPgi6AmI4KNxUvFocMioF7CXXUa7WKSLAuMQflThlIi0K1sYle4ISq3jKBeThjdCmiQKLTKpsJTYwikxi8+PoMIaJnlZldnEBCKjzitjODuaubUa1gg650Qn6/rMTKtQ05gwjiIxjYjvI0gB7ggKbHJy9RHSRLJvbjIrhoKkyGVkqmQUWGVMqzVwcXUKr15I57276bx+xcsrZ938/oSD1887efd6Am9dTuB3B5M4MyOeGWmR9DtljMSGMxwXTV+snP5YJR2uSNocEXT5Y+iMjaEjTk5foopWbxRtgSjaY4VVeBidnih645R0xctpDipojJXTGhfFkFBBZ4rIVKGAF9TSB4rwvY0Gdjbp2NWqlZLLBBNoa6NZcgHY1WxlV5PwFRIiMyOb66xsbnKzutYq2VasELY6dVZWVQsYzM7aGierqsWuIsDyaqdkSz1XqOZLnczMtzCrQEB6DqaW+xjIc9GT56E120XDvyEiEfYiNALVSW7KQ15yAzbyYp1SIShOFDCRh+KQV9IIiJjI/HgPBaIIBB3IyoM6SgJqin1KSv1KKmOV1MTG0JSgoiU+Roo0a/ZF0hYIl2igE8Uit0DFrjo7W6sMLMqJlqyhJ2SqaI+PoDtFGKrpGUhS0ZPwwKmzNS6a9oRoOhIeCM5EeEmvcNETlslpGrpSdHQnxzA1O0Za/u6u0XGg3sy+WjVHmzUcaNBIPjGLik2SY2dHYjS1sVGUxyop9Coo8UZSGxfBQK6JjlQtk4pt7JqQxfWVpbx5uo3XDxXz+r4c/rgrm7cPlfD2gULeP1zKXw8V89mFOom6+eOTk/nq4RE+utbNB5c6+PB8O59d6ubT8818e1Ng8rV8d6ud+ze7pMngO/G+a23cu9XLT89O5KffTeSnZ4e5/+gIr5wd5OjKRqb35tLTkE1nQzHNdQU0NxXT0FRCTUMJzS21tHU00tnbTHNdCY3V+dTV5NDcmMVgWzynlmbw12MFfHo6j0/PlvLt3T7u3x3k5zsd/P2Jfn5+aki6+MXeQSh8f3p6PN8+OcwPQvX7wig/Pz/CP16cwL9emcx//XEK//vVCfyvP/Tx/UNFvLfPzmub3Wxos9IudiwpRtrTTPSkGhnMsDKSbWckx8lQrlO68OsSdFQG9RQH9OR4hdeJniSLgpC4yA1RxOkiJEw83qwmaFITb9URNGuIMylJsKgJiEvToiTREk2eX01VvI5yv4oKt4JSexS1fjVNCXpqvDE0BwS8ECXBkH3xkQwlq+mMFYEmcqkZGU2OYmamnDVleo41WTjVbOJKv4fLAz7O9QU53x/H4VYXGwSnPVvJ3HQFc9IULMxQsiAlWmKyCGvz3thoWgNqqtwqyk0RjI+NYmaBk1zR9esVuNRRuDRiySuXMH+PgHUM0RLen2hVk2BRkWzTSqZdIbuGBKuCWEM48booErQK/JpoAjq5tBMI6SOoFGaDvhjaXZHsaXJxq8fB9Vo9N1s0nK5TcbxWw/lGJZfqVFxvNHK50cClNhPXup3c6HRyo8XGtRYbl1qtnGm2cKHNyskaA0fKVByrMnKgzMjhSh2n6vQcKFWxtUDJprxo1meGsSEzms35OlZla1ierWdespzZSWIxq2Z2hoopyRr6A3JanTIpJU8IvwQELE5HIIJ6d7jE5qoUBcMTTr03TCoeoqD0J8vYP93HC8dS+O7ZMni3jf/zRi3fP5/Hp4+mcf/ZIp7bH8uqTjM1nnGUuCIocYZT4ZKTZw6j2C5jz7xEFvd7ydTJWNDg49amHN5/tIw3rqfw8ukAzx128ZujAV48Hs8zB1w8d9DJM/sd/PaYk1fPOHjzchzP7ktmbk0Mtf4wyjxyyr0xlLpV0j4o3xYm7YCKHXKKHVEU2aMo86oocEaQ5wgj3x5JgV1MRDESrTjfHk6pT0F1vJL2FC39GVom5ehYXmViU72RbXVG6cLf12pmR71Y3hvZJ+xt2oSnlUViBm1rMEooxfY2D5ukTt/OmjoHa+oe5F6sEWFM1TYpNnVFmZFlgpJb42BVrZNVtW6WV9hZVm5jYamNWcVOSSMwkm1kQqGTKeWxzKxNZKwsyFCBn+4cL22ZXurT3BQnCA8gYTVhlNhABYluylNiKQ35KE3wUprgoSDgpDQUIDvgQFYV1FIe1FAWq6E8Tk9RQEOhN4Zij4K6OA1N8cIqWahn1QylRjGaGsmklHAWipGpUMPmci1bKnWsEk552VFSQtW0EhsT80z0pgm4QCexcybkGCS//Y6ESJqCcmpFWpY3kuYElcSfbg1paAs+CLAQKU2nutyc6HRwsF7D5R4Tt/qtnOiys7LezqxiAwNJYcyvEYpWMzMLlEzKUTKQraVTWD5km9kwkMfpeaW8caqLN4+X8OahbF7fm807h4qki/+9Q0V8cLSUD0+VSmKrr28JAVgvH15q45MrnXx2tYtPL4tC0MrnV7v5+EILX93q5Ks7Xdx7qJ9vHhvhq7t9fHazi2+fGM+Pv5nIm5c6uLCqknl9hYy0FDLUXkNPWxOD/b10tNXT1FJF30g3PYNd9Ax1MTihh6HBRmYMVDG1N49JvTlM7cll+Ugmv9ldzZen8vjwYBxv7Y3nw3MVUsH5+eEufnpiiPuPDfP94yP8/OR4fnhskF+eHeWn58bz7dND/PDsCH97fjw/PzfIzy+M5z9encp/vjKR//v6KD8/XssnJ+J5d2+QY2N+hjP19Od4aEgyUxFvoTRWLJ00EvaeYRfQi5w0RwzJthhSbGpS7BpSHVrJozzNpibToSHDoSbbbSDDqZe6YunzrOLjMeQ41BS6VVTE6qjwK2hIVNGXYZSS5UTIRmdcDH0hNYOpGinwReg/JgqtSHo0i9Oj2FAoZ2+VjpOdTknodK4/liPNTvYJq4lyPeuLtawq1DIvU87M5EimhWTMTI1kipD6pwp7bzWd8VqagjqaYrUU26JJM0UT1IThjRlHSC2jwjyO6Rk6ekJmkgwKEqwafHq5NLX4TEo8umg8hgfdf0AfRbxJQYpdTZpNQ6pFS4JJQbw1hqBZTqw+kniNnASdkni9gpA5hkRDJAlaGekGkRWt4WCjk3XJYaxNlrGjMJI9xQr2lWjZV6JkU1Y461PD2JQ2ji2CJROSsSl1HFszw9iaOY7tWeFsSpGxJV3G9kwZuzJk7M2JYH1KOFuy5GzLVLArS8nefAUHCqM5WaVlS2YUazNUrMhQsSZXz7I0JSuylKzMVbKuSM+qXAOLM9TMSYpiTko0CzI0rMo3siBNyaxkJdNCMYwlxDAhXsEUYaaWKmdmhoxTU6x8cj0P3q6D9+r4r1cK+NfLGfzyYhL3nvTz9g0Lf73t4t2bsbx7I4Oz82x0JQg75TCafRHUuSKoc4/j4PQA+6a6WNfm4MhoiCNjfp7Zk8K7N7N542oif7oYz5+vpPCHM7G8ei7IyyfieOFggFfPBvnjeTtvXHXw3s0kXjiaytwGNYWWcWSZIklQh5GgDZP+3knacNIM4WSa5aSa5aSZo8m0RpJqjCRkiCLNqibFEE2WWUGBU0FZQENVgpaWVC0daTp607RMK9SzWugQai1sa7CzrVFAPP/2CRLkgWaTBAXtbDKxo9nKmgo9a2ssrK93srnJw6pKs3TW1TqlkChht7GyyibFnArrlRVVdlbXeVhZ45E+tvHfE8HcMgfzqnxMLrAxo9zHWIGL2VXxTCn1SxGSk0uDTCoL0p/vpSbJRFmiieJ4C4XxdkqSHnT/ZUl+yhJ9lIV8lCeJtDAPefEeZNVxGmoTDVQnGigJaMj3qqQikOdWUOwRFTGKhgSd5G0xIUN06SrGUqOZnBTB9KRwyYFwX6OVPfVG9rc7WVelZ3p6mBSIPLPwAc91RYmRdeV61pWLXFIDw2lKupNUtMcpGEzXSyPWaLqaabkGSXC2ukAYq5k41mbmguiUeozc7Tdytc/M1mqlFH8nqrCQ9O9r17G/zcD8/Bip4HRlWaXt+aqeQvZOzue1Yx28fqSYP+3L4s978/jznjzePVDAh0cLePtALn89VsbnF1u5d7WHL662896ZOj4418yHF9p4W9BDTzfy3qkWPjrfwefXO/j+0UG+fmSE75+bxv0nR/nmkYm8c26Ay8uSOTjJzJXVRWyfVc2coXpG+xro7Wqgr6+HoYFeunta6BnsZHC4j9HJg0yb2sbuFe28cHKU1y6N8qcLI7ywr5MXdzTyl53FvLM9gQ/2Bvn4SBL3zhfyydkSPjtfwv077dI08M3DA3z9cD/fPjrA908M8P2TA/woJoPH+7n/WDc/P9svFYMfnpvAry9N5n/+NI1fn+/jl7u1fHOhkCtzkqh0hJPnUJFuVRA0xBBr1hC0aPEblQTNSuLMMaQ4NQ8uPLtSci4sDJjJ9xop8BjId2ko8ugocmspcKkp8mop8WmpCBqkAOrGRDOtCQY6Qwa6Qhr6k5WMT1EyPjGSCQlhTJeaCTkrChRsEc6fzXb2dgi5vZ+z3V7OC+51vZF91SIaUc7qbDkLBMYfDKffF0ZPrJyeeBU9SQb608y0iyV0vIpqr5wCRxRppggS9BF4VGE4lOFYVJHoNXI0yigc2ijyndGMpqqZnqGVpoEEo+bBNGNUEC9+fosKn6B8msTvRklAvF9AQCYFyVYNKRYtiRaVdPnHC/qrTUmiLooknZxkg5w0i4J0SyS5jmiyDWG0uWJYV2hkTWY0k0SqVFwEPQIyjdPQG1DQ4ZfTG69kQqKCOYnhzI+TMTshimmpcqamCzKFjunxchZlxLBA0siYWZ4mZ1ZIwbREBVPiREi7mi2lRnaXqznX5mKT8O+Kj2R1lo6F8VFM841jamwEk2PHMScUzsKEMFanRrFH2GKExjErMI4ZgTCm+cKZEYhkijeMqf4IpgUimJ0oKNrh/HFPPLxVAX/N5b9f8vPL026+fSLAl494ef+GkdfPxfCHkyp+e0zLUwdU/P60g7+cS+TaklhJTzQQp2A4Xhi8hXFxQRwPrXCxuSqKBamRTE8ax/LKKK6tDPCnCzm8cTWFt66F+MtFL38+7+Otyyn89UYm79/J5u0bmfzxQhq/OZTEoztSOb8ilykVXipi9RQHTeR6tOS79RKTS9CPs0REo11DkkVOll1FpmhWLErS7A+amUK3nlLfg4a4Ml5DU1IMbcJiPsMk5VIsLdNI4r0dtWa2N7okfH9Pu5t9bTZ2i/xuYQ/RbGN7k53NguFTpGFVmUFidImI2vW1FslxdnGZnWVVLhaVmVhebWNlnYsV9X7mlbmZV+ZjTqmT+RVOltf7pMjW+RUu5lV6mSnZQvuZWuxjuigAhW6mlXgkevRInoPhIj8dOcInyEVh0ExpkpvSZMEA8lCa5KdEQESxNnKDDgoTvchqEwzUJZmoSTRQEaeTuv9cZzT5LjlF3hiKPArynVGUe6Ilp9ChJAVjqUpmpiulOMMZKaJbi2RtqZYDzQ6OCapUg4ENpWo2l+vYW2PgdKOZqx02LgsZfpuJjdUGZmbLpRzaWflmyaFxZbGGrTVmNpRq2FIew+ayaHbXaTnRYeFSt5FLXUbOiaSsBj1Hmoxc77dzc9DI8dZoDjUqWV2hp014vGda6Ex1MKcujW3js3h+bxOvH63hj3uKeG1XMa/tyuP9o0V8cqKY9w8X8/6xej443sbn54Vqt4O3T5Tz5tEq3j3ZyLvH6/jwTBMfnG7io/MC8unk+7tDfP/YBL59YoxvH5/ES3sbOTwW4vj0IM9tSuHP+9N56VA166ZUMbG/jvEjrQwMDtDd20v/YC8Dw71MGBti+szx7N84njevjvLZxXo+Ol3EmwcyeWdvDu/vzuejvfl8LIzGjufxzZkcvj6TyZenMvjybDZfnheFoJpvbnVw/5E+vn1igK8f6ea7xwf46fFhvn+kn/t327n/WCtfPdbFl48O8NMLY/zHH6bwf/88m//9u2H+/nADz2zIl5giIbOKNKeBBGMM8QK2MSul5Waq6O6dWnK8egq8esrjzJQFjJTHGqkMWin1iQWxlcqAgVKRUxpnpDlkpj1kpiMkJj4NfSKyMCGGyRl65haYmCfM14q0bCjVcbjVzdluP5f7/ZIf1MUuGwfrTeyrMbK1VM2yrHDmp0cyJSma4QQ5I8k6xqea6QmqaferaPCpKBEUUF2k1L2Ji9evCcevi8apjsShicaqkmPRyDGp5ahVcmKUctQaFaqYaFzqcIkCPT0thtHYSIqNMkL6KFItMSSJJa9JTvDfsI/PKCdgVuE3PigEcRaltOMI2bQkmEVRiCLVrpC0DmKHIQpPpjmCPHsUBc5oSu0RVFjCKdfLWJgkZ2uugtkZCjINMhyRMpxRMhzRMpzyBycQLayX1ayvDVJtCCNZKSNRYu1EUOGIosEVTos7nKEkLXWWCEpNkRKO3+CLoDMYKRk6Tk5VMDk+jEmBcEa8EUzwRTPqjZSWzV0+4egpZyRezoTYcBalKdlX72KdyFRIDmdaopJeTxRD/nCGvGFMjJUzFoxkVloET6xP5f5jxfz4TBb/+l0uvCayktP49fk4vnzUyns3NLxzWcfbF2384aSZZw5qublZzrWNap7b72Nrp4Y+5zjGxP4mfRyPrkvk/Awbs+JlzA8pmJceyYyUMIYDMrZ3aHh2q4PXj3j58zE7b5/w8NbJRF47HsflpXq2DWmZXqJlKEdOT0YkfVka+vLM1CRqKEvQkueJptCnptivId+tIU1Mpo5octzR5DoV0nQghIgpJhlZdjkFTjVlwv49pKU+UUlTXDjjs3RMSNcyJ1/D9maLJKrbU61mT6OVbU12drYJrr+D3R1utrc62VhnZX2Nha0NLjbV2llTbmR1uZGVQktRYZaCkBaV2llc7mBhqZnltU6W1nmZmm+V8tYHM210J+noTtEwtcTGomqntIOYW+5iepGTmSU+puQ5mJxnZ0axh+llfiYViYQxDyMicaw0gfacWOoyYin5dwEQU0BhvJuSkJv8WBtFCcIV1I2sOsFEdYKRMoGHxmkp8col/EsshSuCGsk3v0BgtX4NpW4FLXHCEiJaCpuekq5gVAr3UDI7V8WCzEg2l6i43OflxpCTi+06Cde802Xm4S4TD/cYud1j5EKHkU0lMcxOlTNbbOiLNRxq0HOqScfh2hiOCUFMlZKt9QZWlyokd9H9DXpWFSmYnyVnZ7WRy11mHhu18sgkF8dbtawo00o6hvYUPY2xamZUJ7BhKINb6yv5y4l2Xt1dzSs7K/nTnlI+OF7BB8dK+fxsCx+f6eX94328f7ydd47X8uaRct48UsXbx+p451gl75+q5uNzDRJ99Itr7Xxzp4efn5nCF49O5O6mfI5O8nF5dgK/2ZTMhyey+eBwKn85VsXhpU1MHV/HhAkd9A320T88RO9gD2OTRpg6bTxz50zg1MZBPr3UzZcny/lgfxpv707kk2PZfHu2hK9PFPL1iXy+PpnHvdM5fHEyg3snUvjiaCKfH0nioyOpfHy6kB8e7eKrh9v55GYTXz/SwzcP9fHN7W6+vtHIN7dr+fRaNfce7uBvz4/w64vD/OPF8Xx+rYLvrpfzzolKBnJVxOrlJFvVZDu1FHp1ZNpipBdLiV9PVbyFyqCRGuFqmGimMcFAc6KRpjgDTfFGGoI66TTF6WkOaulKEIvOGMYnCLsPFasLVeyqNXOwWRR/G8dazJzpcHCsyca+ahNbS/QSFLEsV82irBjmJUVIne3cFAWThVlZnIK2WBXVglHkUpMiOnFNOG5lBC5lBE51FFZFBCZ5BBa1ArNGiU2nxaoW0E0MiVYtHm00BpUcg06DXqPEEBOJRR5OUBNFR8jGhCRhGqhkLE0vkQyKrVEU2JVkWZUkGuXEi0tf4v/H4DcqiLPESJh/yBZDkk1BqjWaXJdKYjtlWSPIdUSRbRtHsSuM+liRChcp8dTF8nckqGCdiPMUeQM5KjIEaygmEmd0GC7FOPwKGV6FDJ9cRoVDwUiWTZocAioZWQ4FzckW+rMc9Kab6Es3U5+gI0k/jqCgzdqi6cqx059jpTvVIOloOpP0lLsUpBnDSdKHk2aKItsiJ8McQYYlknRrtPT16XoZRXoZU9Nj2Fhhot0VTrElgnLHOMos46hxRNIcEDuaSGlf1xofRadg3ghPrnWpvHsum1+ezub+oz4+e8jOJ3cDvHLWystnjfz+nJ5njqh5/ICJZ465uLjIwLoyJStzwtnREM7LO5M4O83NxNhxTA2GMTtJxtwUGbvLdTw308bzcxW8vlbPBzvNfH7QzzMLtFwcH87edi3rak1MyxDL3AcL6RpfOHXBKMq9YRIzsD4kzNaiKBasqHiTxHbsTI6iN11OT5qOhoCSuoCc2lg5Vd5o6gIaGoMxjOYYmJqrYU6Bmi2NXtZVWFlbYWZDnYXdTVYONJo50Gxme70Q7+nYKd4WXX+DjS1NwkXXISmYV1boJbKLYB+tqfeyuNLFgjIXi8s8LCyxMb/UxJIaJ8vqA0wrdtGdrKc5Tk1roobOFC2TS+zMq3Izo8jKrBIHc0tcLCj3MS3fzrQCJ5MK3IyVBhksDDBcEs9AYey/9wE+ajKDFCW6KUr0Sd2/wP8rQh5K4hxSJoAoArISEY4SEBe/kkp/DNUBBXXCfyVOSXWc4FfHSNRAsSyuFEcUCp/4RclpESlcKdEMp0UzMS1ayiGdHAqXXBQPtFgkw7fLXSautmq40a7h0T49T/RreLhHxaU2lbTkXV+sYE+dRioWt7sNXG3XcrVLx/keIztqhSeJnN0tVjZVqlkkPINyBLc3itMtap6ZZOWxMQu3Rh1srNPTHZLTlWGkNUnHYJ6DZV1JnF9azGvHu3lxZy2/3VrDK7tqeOtwHe8cquavR1t541AXbx7u4c1DrfxpfzXvnmjkjUNVvHW4nI9OV/O5WBJfa+fTC618eqWV758Y4+Nbo9xemcK52XYeWZnIU6sSeX17iA8Op/DOwRAfXqjjhbNTWDy9hYkjPYyOH2LKtEnMmDGZSRP7mTKhm0Uzu7i7f4BvrrfzyYkyPj5awqcnS/jyQilfnc/j27O5fH0ii3vHMvjmXIFUWL46kcE3R1L57EAsnx6O59Pj6Xx0Mo9PLlXyyfU6PrnezDcP9/D1zXY+O1/Ohyey+Oh0Hh8LS4urNfzH8wPcv1PPp+fz+MfdOn65287KTi+ppigJzqmJN1MT0NGcZKMlSVhn22lONNESr6cryUR7go52ob4V9M/YGPoSNZLlwoSQghnpKuZmqVlbbmOzyJWusrK7wcXeBgcHWlzSXmdblYF1hQoWpo1jbnKYhDdPSYxm7N9q3d54NS2xKipdcvItCrIEtq4Ox6+OwKEJx6mPwq6LxqyKxqyOwaiJwW7SYNOpsOqU2PRqrHoNFq0SpzoavzpM8k/JtCuwqCMwaZVYtTFYYyJwqqJxyceRYYqhJd4kwUjTMnVMy9AyNdtGZ6ySZp+Kao+SIqeCLKFwFsIzazQhcyTJ/6auZjijJHinxBlDgSWKXGs4ebZxlLllNPpkDATDmZIYzpKsKDYWKtlZbmZrbgwbsuSMheSk6MYRFPi0NoxCUyQp2nHEaWTSbiJDG06WfhxpBhklARUTyoNMqYxnNN8rYb+CIz6U76LQoyLTEUNbnpvBMh9DRR4G812MFHmYVBHHQGGQmlQn5SE7JUELFQk2KhNM1KRYKQtZSLVppMknwxBGd7KWGUVOieopMPNUnYxMwziy9ePIMYRJC9VCRxhFrjCKHDLKXDJKrTIpo3iNcGKdbeKZ/Un8+VKWtKR97ZyD187aeGG/k0tLTOzqExYU4byyJpWPDwq1spLf7xTeUiamB2VsyhrHk6M2Xp1v5rudCfzH0RCfr9fw62Ef/+dCIv95JpafDnu4v9/JP88n86+LOXy6O8RT84V4TslYSJBVImj0h9MQF0VTooLGODm9SUIBrmJvl52rYz6OddskLv7qcgvLS0UuRIAllS6mZhlZXCxYPGIH6eVAk4XTnV4O1T1AJzbUmNjRYOZws5kjgq3Ya+dEj5WLQx4uDXjZW69lu6B7irzlJqfkXbRJ+BjVOlhZ7ZRyM+aX2JmTb2F2vkFSAC+qsLGw0sniujimFDqlNMKpRW4mF9iZXeFmboXo/K3MLnMzq0RARAGmF3qZlO9hNN9PT46X9pwAnblBWtLdNKS4qUh0UpzgoTQ5QEGch8J4D+UCCopzUp7koyTRQ36cTRQAg5SQJfQAlaIaBoURVzQN8YIaqKYuQUtNvFZiB9UnaCgPCJWnUH8KkU4E5YIlEBdGV1IkXfERDCYr6QpG0p8YxoL8GCkF7Nqgm1sDFm51iSKg4bnxep4Zb+SpiXau9+i53qvnifFWHhnQ88SIlSdHrDw6bOByj5b9zSpWFEawuULFqgIxMURyrMvO3VEnjw3reHKCjpvDwgdEQ09iGG2pGjozTPRlW1jQGuLQrBxeOtzF8zsb+O3OVl7a3cKfDrbyxuE23jzcxV+O9PD64Q7eONzKG0daeONQI28crOL9E5V8cbGOzy/U8sXlZmlJfO+hEd67OsCNZUk8ujjIi2sCvLg+lpe2JPP+kRw+PpHPZ0IrcLWel070smxqPWOj/UwaG2Hm7KlMnjLKyEAXsyf1sHVhM3+6NMTXN5v4/GINfz0lQl+aef9sJfevlEuX/hfHs/j6RDafHM3mw0MZfHksk6+OpvPl0WS+PJ7Mp0dSeO9gMu8czuDLa7V8cb2ZezdbuX+7mfeO5vDnnXGSYdxfdiby8fF8fnmoiR9vVvPVhXzePRjPt1fL2Dc+nlJHNA0JVhrijTTGG2hLMNARr6U7XsNQsk7q6AUEMylVzbQMDbOyDSwuFnJ5N5tqPOxs8LGr3s22GifrysySWnyOEP6ly5mdLmdaioLR+H/HiGYbGc0ySUWkKaih0quk2KkgxyJgnHHSEtWujsCqisYQo8Ci02DSqbEa1TitWqw6BRaNAotWhVm8X6fGrlfjMmlxmvTYDVo8ViMekxqfPpIMZwxJ1kgc2nBsegVmrQKjgIXUcsyKCEnglaCPotyvpitJI9E0R5OUTEnTSovhKYIGGFLQ5pFRLy482zgK7JFk2aPJtEeSJ14DrigqrWFU2yOotMlo8o1jSp4IVIlhY7lOoncerFGzqzCMzXlyVuUqWJCtod0RRo5ORrZJxmCmmaNTSqj1RZOilpGtlZGjH0eG9PFxdKSbmV4RYFqpi6nFTubUJDKjKpbZ1Qk0BWNojFMzVu5jcrmLSaUeRot9TKoIMqU8yLSqREaK/XRlWunOctCX62WkRHSMPgaLffTlx1KXYKTCH0OJK4psIRIzyUi3hJFhiiDfHEGBKYw84zgqAgrK/dGUeMKo8IZLd0VLvFxS2pbqZdTaZFJYzc6OaI70R3B+opzTI9Hsao5kV72CQ9UR3OpR89JsFT+diOVv15P5y14PVyYqudar4PX5dv62O8C/9tn5cYuW/3Myln8csPHLXjP/OmHiHycN/OdpF/845ue/z4f4n/NB/nnczt+OuPh2bxyvLPZyeUg4rKqZkChjYZGao4MeHp0T4qOdhfxysoh/Hi/llyM1fLy9nEcnxXKuy8bFoVguTEyVXGYFhfj6UJDL3Q6u9nm4NeDn5oCfsz1ejrRZONNp5omxAI+PeXlubjKvrizgN7OTeGluEk9MDXKq0862GhMbqi1sbnCzTYjh6uxsbnSzrl4wfRzMLzazsMTC3AIDM0U2Q7GFOcV2Zpe6mFZoZ1aRi+kFVmaXCvzfzf/L019Gt3lt3fuwA44ZJIuZLZYs2TLJzMwxJg46zMzMnDTcpEmalNu0TVNmZmY+1PbwOQ+dB3/XO/ad8/4/3MOu07oesbTW3mvNec0FZUaWVDtZWJXLWLmLKQVm+sJ6+gostAR0NAeN9MRcdOXZ6Mhz0RC0S0tfkfolSUJtwj1slFDRBS4jJV6LdDtIqBJJNc4cqpwyquwZ1LkyafXJaMxNpylXWPdTpY8CydCYm0q1I5UyWzp5+iQiplQKzEKHn0K9O4MOXyZDERUDeUqaXSn0eZOYnTeRdSUpEmnxtvo0jpVP4K6ODJ6coubJERlPDmfySH861wcyuTGq4pGhHG6OKLk5lM1jU7N5ZEwwONI5WJfJ8bpMLvWquDHbyGMztNwQTWQ4g/sHMzjdq2IkMJFGZ7p0CxCmsRWdAQ7NivLE/k6e3NfGMwe7ePFwD68c7eaNoz28eaybt0528+bJDt4+0cq7t7Xy9pE6Pj7VwLcXm/juUgNfXqzh66uNfH13L1/fN4uHthRzY0uYt/YV8vGuAO/t9PG2mNufLuQ7UbzvbOTXV1v54M7pbF3UxrTRbmbO6mPuwpkMTBtiZPoIy+cO8fCxUb6/Pk06sf/h4X4+ubOPl8908tnVbokJ9OvL1fxwexnfn47xzakivj4R5ddnC/jthUJ+OFfAj2cL+OFMlG9PR/nsRB5fny/h20tV/HC1ViKXfngsyOs77Hx8JMjHhwJ8e6qQr88W8t3ZCO/uM/PuASufn/JxZoaZVrM4MQm1l5x2l4wBn4LRYA4z/ZlS0tT6MhXbqnTsrjOyo1rcxlRsKM5hXWEWK/MzWBAQnKdURoX015HM5Nx0+gRlNlc4ReVM9uXQ7VVSa0mn2JAuaf+FlNIkS0ObkYImMxmTIh11xgRUGYlSoVZlJ6OUpaGSZ6CRZ6HOSseYI8OYk4VBloFRkYlOlolOno0+JxujUo4mOwNlZrrUBDTyDFSyNDQ56Wiyk3FqMrEo01HKUpHLMqRFsGgmmqwUNOlJmDMn4MmZQKUljXZHBp1WEaWYyDx/ssS5WV2YxXKRlhbKoMuWSJV2nASnqxMmLdtECfk825fCapEjK5QfldnSrWdXRSZbSpLZLCiZNTKW56fRbkmkSj2OAVsay4o0TAuLZpvC4riadtM4GrUijlGg1yfQ6RxPkymBVsskpkWVLBGRlc0GFlebJTng/PpcljQ46fenSxgBoRpZUW1lUY2HmRV2ZsRNzC41ML/KxKI6KwsbHMysNLGoOZeVPQHm1jto9WQT106gWDueiDKBfPUECvQTKTQmUmHOpEyTQo0piSZHsqTYE878JvM4Oi3CuDWOqZ5JDNrGM9s9nkONci60ZHB3y0QuV6dwR10W+/ITuNSWzj29aXy41sHvj+Tx0wE/by6W88MpK+8cVPHowgw+32bkvy+F+fdzdv5xzsb/nLPxj5MufrNdzy/7TPzHRTv/c5ed3x0xcGMwhUcGc/j1QQv/foeJPx9X89/nnfznGRv/OOviT8f83JySxdsrnPzpZCH/uKOI/7g9wj8u5POfF+P8/rD4GaL8/mgZLyywca1fw8UBI2cHjBxoFowmM3dN8XHPVC+XOnXc2aPlYp+Oq8Nmnpjl4N2lXh6fouS+ATnPLfTxxAwHz85z8+ySMJeGnWwVtNVqDTvqxSFJy94Wk0Q63dNmZFe7mTU1WtYIB3CZmuXlOhaWaJhTqGJhhZm5ZUZmF+qkZ1G5hUVlJhZX2ljWGGBBbYAZ5R5mVPikk393xEx3zE5zyEhr2Ex7yEJz0EpTyEGl10Kp2yQVeskJ7LFQFHAQdBrIEyA5t4WE6lyVhBgVV+Uqp1xyVwqrf5U1mXqnuD6l0OW95RBucqfT7M2SfAJxcwrF5gyihjTp+ils/DWODLr8OfR6s+nOTafNniRJQAd8YnGcyLp4NtvLsthXlsqltkxujih4fDiT64PpPNAvk5DS9/VmcX9/Bo9OzeLG9Bzu6JOzpzZLYnA/MKThoeEcHhlVcLUnjetDMl6eqeDJqdmc68xmViSZOkcWnSGNZP9f3h7g4FgR929p5vG93Tx1aDIvHOvnpWOTee1YH2+enMxrt3Xw5ulO3jnVwTsnGnj7WBXvH6/io+PVfHW+iS/vqOGzO2v5/L4B7tpYxfH5xVxaW8fl5XHeP1rN58eLef9oMZ+eKObrU3F+d1cbX949yLVDwyybVc/aBT1sWj7EwnkjTJ0zysxFM9i9aT5vXJnHbx6Zwdf3DfPzI0N8fq2X1891ScY1wQL6+WoDP14s58fzxfz6jiq+OVXM786X8JvzRfxwLs73Z8r54fZSCQr33Xnha8jny9sK+PZMjE+Ph/joWIj3jwT56FiQz46H+eCQn1d2WHj/gJX3D5r57lI+X5738eh6PzPCIgY0gxGfjGl+EcWoZlVcnFxy2VZrZXWJiiX52SwpyJHUMrOCmQw5k6R82WGX+DiJAWGwEQoceyaNzhxqhQzNmE2+PougLougUS55AvQZE9FmJmJSZGJSytFmZ0rF2yAV9DQM8nQMoqAr/vlnOdlYxek+MwmjLA2zIhtjjhxdThZ6eSpmdRba7BQM8jQs8jT8+hxpp2HKTMSiSEcnbgeyLFw5GdI+wKrORi1PR5mZiDYrEV12Mjp5JrqsNAxZaVgyJuHLGk+pPo1qYwpNxkmMeNKZ6U9lSb7IFTazt9HKqvxMlkWEbyWTvdVqjjQYOVCjYUtZJmsLk1iTP4nVkUmsiKSyUATc5wn5ZIaUrZsvH0dMIVRMQuhgZHNcQZ/+liu4zzCeEcsEloeSWeqeyNl2PRvyk5jlmsBk23jmxdI40OtkeamaqXkqhmNappeZaBZOeCHvrNGzpdnB2kYHS2uNLP0neXJljYGtrTb29XrZ0u5lbYefeXUOOgJySjUTKFEnUvHPZXWtRSw/hQ8ohRb7JGnu3+VKkoyhzYYEOvQJzPePZ2/lJB4aVfD6Cj+nKibyrEhIW2fmo3ly3puewUezcvhgjoanB9N5Zpqe2xtkbC6YxIZIEvvjGWyOTOL2aeN597SBO6aLjJFU/njcy7+fMvN/l738csjGM1Mn8lhfKo9PzuLZqZl8slrH7/ZZeGdhJu8vzeQf5+z81wUT/7igh3vEjcDFf13w8p+nPPzliIsvNhh5aCCDe/szeHejjx+PFvPF7hDf7fbz014/P+8L8dmGIHd2ybjYp+GB+QG2VGdK1OLVpSq2Vqo522XhRLuW1fEU5kRT2NWo5a5hG4+PObg+3cJDI1buG3JwptvK0Q4r6ypyJLXjirIctjcb2dduYWudmjXlApOhYH29gU0NelbEFaytNrGyysKyKhuLq2zMq7IztcjASIGeGSU25pW7WVDuZEmdn6XNeSxryWdJcz6zq3yMlAjpp52+IhftMReNYQutEQu1QSPxXC3VIRsVAYsEjhN7AMEAirmshGxG8hwmYh4bCSUOBTFzpmTyqXTmUCNUQblyGoT935lKmzuVHm8q3T7Bak+n0y+jNVcs5ZKkJhAV81FTFjGbgpgpgwJVItXmlFscGF+2ZCRqcWfQ6UmnO1eEXwt7fha7K2WcbszkalcW9w5kc39fFvf1Zkod9f5BpfQLe3BKNndMVjM3N4E1+RO51q/lgX4FDw4pudaXyf1Dch4b1XCtN4OTrVksKUij3plOb8xIi0/GULGRrcMRrm1o4smDk3lsXw9P7O/m+cO9vHSoizdO9PL6yS7eON3F2yc7ef9UE28dreb9k3V8eKKGj07U8MWZKr64WM8zR1uY1+Zgcp2P1iovfbVuji2I8fLBSt4+UMDXp8v44WIDH18e5MT6JuZOq+Lo5j6eu3Mpl48vZsX8IZYtmcrGDTM5tX8lj55bykuXx3j14iBf3d3HB+dq+PyyII928KvzwgNQxrdni/nhvLhZlPD9HVV8faqEb0+X8s2JEj4+GONLkQ52W4TPT4b55kSIb44G+PSQhy9P5/HhMTEeCvDhITevbjPz1t5cXttt5eUtGr445uVXVwr49Gwu7x0vY1VczPInMMWXxjQRJu4XGO4MpntSGXWnMexKZ8iTxUhASZ9PSZdXpBRpqLQKSFwyZcYMKs0yKs2CJZRNVJ+BT51G0KgkbNXjtWgJWI149WrJHBY0ZOM3ZEtSU5MsG3NODiZlNjZNNlZlBqacTKkJWJQKLCo5FmWm9HWjLB2TPEv6umgMRuHOVaZgUQkYWyJRcw61fjMRXQYeVRo2RSoWRSZWeTpBrUxyKLu12ZiV6eiykzBkTcIsT8UoT8coz8SsVKDPykCfkogudbwkHQ0okqm0iiV3Bn2edAZdtwCHa0pUrIykS2qmTQKJ7EtkWShZujGI5fWKUp3UJIfErTggp1GVQLd+vIRKqTFMoM6czIAjiUXecSwQKGLHOOZYxzFfgBb949ldMJG7WrJ5ZbqBe5vTubtfJ6ntRKbtWCidLsN4qhQJdDgELDGNYsV4qvQTmV+mZXubmf0dek4O2TnYbWBvhwj3sbOhycr6ZidLK63MiGnoDWTTYE2kPTeFPne6dAAYEvLM3CSm5Y5nfnAcy/JvPStjCWwqG8++2vFc7U/ng7Umfrvbxa+22PnVBiuvTk3j0fZEnp6cxBO9WTzaoeCB1mwuNaZwrCqJLZFxrPFOZHU4WUrk2hiayJ7SJO5dmM47pxzctUDOobrxXOtO4f2Vaj7foOeh/omcqR3H8cpkTtckc7wogQfaJvLnA1b+5aiNvx838v8uOPm3Y3r+/TYD/+8OP7/sNfHZMhnfb9Tx1Vodn6118cxss4SXOSkCpboyuTqYw4cbfXy90cEPm5z88WAp76wI8Mg0Cy+sivDkkihHW/SSn2SGP0UC8Y1FhQ8qlXZvBs2OSQx6E1lbp2FFhYw5gUmSKnLQLbJUkpjjm8Ci0AS2VmVzbWaQe8ei3NbnkYKXxKhnRbWBTY1G1gn5pwDAlWlYVeNgkRjZxe1MLbUxrdzJjIpcRoudzK30saghzJwaP/PrgtLHmZUeppY6pRzz3nwbUyqCtIUttISNNIfNNEfs1Ip8AJ+JqqBDQkAXuSwUuGwErUbyc+0Ueh0kFDlVFNjlFNvllDtzqHOrJPSt0P4352bQ7k2n3Z1Mpy+FZmcy7Z4M6UVTb51EmSmRfMMkgoYU8h05FNqVFBgyJGpkqfmWiqjJm0NDbhZ1zgyJ21JrTaLdPpFZoVu8oL01MvZVJXN7Sxp3T87mSm8WV3sUPDSk5P6hLK72q9lUnMGuagW3d2u42pXDhZZ07u2X89BUNRd6lBxsSGdvbQar4wIVkEyrX0ZXRE1nVMea3iAXV9bwxIE+Ht7VzuN7e3lqTyevHunhzePdvHi4hddPtPHG0SbePFTPm4dree9EHe8er+bdEzV8frKGz081cWlZASv63Mzq9DPSGaOlroCpzQEe3tbAl6er+fZsOR9d7OXAsjoGe6uYMtTCkc393HVkiD0bh1i5cJDD6wd47o4FPHzbYq6dWs4jFxbw1sURPr29mR/E6OjOGn6+s5Zfn6/iN7fX8eVtxXx1tohPz1fx9ulGnjtQzbO7ivjoSJzPj5Tw7r4o7+z38+4BD18cCfLFfg8f7bXz8bFcPjsV4JOjfj48mMt7+xy8tdfBS9v1vLhezTvbLXx3Po8f7szn01NxNlel0WOfQK87XUIrdzozaHdm0yoUPnYZtTY5pYK/Y8qm2JhJSClQDgLxkIxdmSUV9pDJQIHNSKHDQIlLR741hwKrmpjDQJ5DT8Sup8CsJ6LOoiVspcqtJKBOIaBTYJfLcCjlEm8nV5uNXSUaQDpGZTYGpQxDTiZGRRZGeQZWpQyrIhuz/J9uXF0G+XYlQV06UV0mFS4dIa34PplYVenY1DKcWhlBY44k57SrMqSbgSErCZvQ92clEjbKCehlWLKTMWamoE1PQZE6Aacgfgrcc/p4fPKJFOaMk1g2LTaBUZjIzDwls/xpTLUkMmhPotMygSbNBJo1E+lzpFAlGy+B3ATPZ9CZyLU55Vxf1UCnOYEe6T1wC1ImSLtrvAnsjtx6DhUkcLwggXsaJ/HiVA03JqfzyKiBVbFkprsmMGhKoM8oSJgTmR/JYlF+BrWa8dLeoMY4gXlFqWyvy+JEn5ndzUrWVGRI6OHRcDpdbqF+SWcoT860Ih39wXRmF6QyyzuO+bkJ7CyewD2jap5dbOaNlVbeXmPi5WVK3lqr5es9Zn4+ooVLDrjk5fu1cm52J/Jw8wSeHpRze+1EadyzyZXA1twEVtkS6FckMGyfyMJwBiuCiewuTeVEtZz9BUkcr5jAtVmTePWYi+NT5KwrSmBr0XiO1qZwtiGV07UTON0sZ30smW1CDViRxPsrTPz3ORc/71Xym90K/nRIz6+3yvhqVSq/3qLnvfmZPDUwgQ+WW3hlvp0b02w8PNPO4/Oc3DPDwak+C+e6FTwzpuOL9U5+2Orj19tC/HpnIe+tDPDiEg/vrovy3voS7p8ZYmuDjQFvCm3ORAmRInYl1fZMKg0JtFoTmBlNZcSdKO3IpoczWF2SzbFmDfeOerl3uo/nVpby4FiYgy12VlaYGAlkMU3QXAuVrK41sKFex/oqNZtqLWxq9DK/1MpYXMg6LUwrsTGt1MVYVZAF9VHm1ISYUxtkrCbArCofMyt9TClxMVrmkT72FzoYjnvpjtrpiDhoClmpDVioDtikEPi4z0mB20ae00K+20bMbSOh1KGm0qujXLhAbWIEpKDaIaNWcFdc2dQ60mlwZdLgzqTankSNLZl6q5gHplFtEfJQoUBIosAqo9AmMi9zKDTLiNvVxK3yW646c5pEfhTjpRpXNg2udBos4+lxTWRugYwFkVt5qIeas7mtJZ27ehXcO1nGte507u9Xc6lbzdkOGRe65JyuT+NUvXiBJHKlW7gqBS8liQ1l6RK0qcGVRrtfxuSolpaAkqVtPk4uKOeRXd3c2NvDzT09PLW3mxcOiCbQxsuHW3j5QDUv7ynnpT01vHGgincOV/DG4XLePtPAh2faeWpbOXcszeOuNVFurAtz94oSBmtDtFeEuLiyji+PV0hN4MzqGnpaS+nqaWd4uJfRKZ2MDjWyfMEA61ZN58Hj0/jl0TG+u28hz12axytXZvLdnX38cHstv75Qxo8X4/xwsZrvb6/h+1M1fHOijE9Pl3JzZwV3rKnh1Io4VzYU8dL+Ur44VsIn+4O8tNHKzVUG3twZ5JP9IT47lMtnR+18ecbP7+6u49sLRby918wbO/W8sdPAa5s1vLvHyo+Xivj9fdWSGe5Aj5Y6cwq1dhWVFjlRdTpBdSZOcULPTsUky8CSk4U5JwOnOhu3Vo5NLcemlBO0iNBpE0GriXzxwrJoKbPrqROSM7uOYouGfKuKAodGciHG7VrKRbC1U06VK4dKh4JCk4KASvgQ5Hg0CsmBa8hJRa/I+OeMXyY1AKtGjI1SpT9zqsTrUU2b30JfzEeD10KxRUVIKyNXlXkL3qaW4zBqMGnk/18TMYhlclYKpqxEXPJEyp1K2vJMtAT01LoURHSpWAT6OSOBuCWDMm0ytuRxWBMT6PNlsLHJQItxIhWqxFvSSEMSjZqJ1OgnUC4YOcoECamwrcHEyqJspgcmMuIex3z/JLaVKVlfls5s/3imucazNDKJzWUp7ClP5kAsgWemqLnRI+NcUQJPTc7mroZk9uWPY1vBBNZGEpnrmcjycDKrAhNZnyeybZPZVpTI9pIkZnsn0CUgccoEupyTmBJIZMQznoXFOcwtEg7riczMz2J2YQ7DBan0+hMZjcmZEkllXmQiG4vHc2Ommh93muCeMP9z2cvfjlv5abeS3+/P4V/P6uFeF1xz8i9HzXy4KIubPeO5UJXAodhEdkfGsyuWwNpAAlfbsvl8tYH3VpjZWqqkSZFAjymJRYEk9lZkcKgik+MVWRyunMSRvvE8ecTH5j45Y9FxrCgWZOGJzHMmSJGuh5q1UqjPZOM4FuRO5PpULd/sMfLLKQ9/PRvijye8/OU2H78/7OZ3BwJ8utHFe2s9vLQ0yJkOrZRktqpUxHxms7Nex9KSHK6M5vL0PBOfbsjly81+Plrh4It1bj5a6+XmTDPPLMzlxSV+XlxazKVBL4e7HSwoV1PnTKPMnE6nR8b6GjNnek3cGHNy34iFSwNOLg85uT7Dz8PTvVwZtLOlLJ0jnXrODrnZVm9lUamRAb+MHl+2FJY0p1gt4R8OtVs5M9nPbX1BttVaWFGiY0GRltmFBuaWuxmrCjC/LsqCuigzy33S/F88Q4UOppS6mRL3MFLqkYr/cJmP3kIXbREbHQW5tOTnUhdySLuA6oiXQq9NekI2vUQLTSix5lDp0lDt1lLtUtLo00sfxU2gwpZFiTlDepOWO+WUOTMl/o5gu1cZhRQ0nXqnjFJzhoQOiFlEwn0GBeYsKnI1knGoxJIl7QfyBKfdmk29X0+9RyyJxbx4EkPCZu3NZNCXwsoypYTova02g/PtGVzsyuZyewbXulO50pXG7e3ZnG7N4WRTNnd053CmXTCJsllfnc2cSBLT8rJo9cvp8MkYyNfRkCtjrNrO3tFC7tvSyQM7Orm5fzJP7O3imb0tvCCUQXtqeWp7MS/treSFvY28tCfOO4eKeOdQIR+cqeG1E71sHspjsMrIzkEXN1eHeGh5mGU9URriIfbMr+WjE418cXsvm2dVUVdXRVdXJ0PDvfQMdDN12jArl0xn1coRLh+dzVuXZ/PepTE+uXsOX94zzHd3NPPtuQp+uL2cr87V8O7JOr48X8l3J+N8d7ycL87UcteKKA+sE02png9PxPnoRCFfHAvz7TE/H+3x8NrmXN7aEeTzw1E+Pxbgk2MePr3Nw28uF/DVmRBv7Dbyxg4Nb+8w8M4OA+8fdPDdHaV8d3sh35wt5s4lIUISoC0bt0aGWZ4mmajMqiyMYvyiycGhU2NRyHFqNATMJpx6JVbBwTFp8NtE9qhoAAIyZSZm1lFiNVBs0ZFvUFMiqIQuE3lmEYatodSuodqpo86ppsVnoNFroMqlIWqUkavMxJKdhjE7HYM8QxoF6eWZ6LPT0MtSMOakYlZlErZoaPMa6QtY6Qvn0uJ3UO6x4tHl4FAKFpEMu1qGVZOFUZEu7RyMslRsinTCphwKzNk0+XVMKXUyVcjp8g3MKDIzNWah0aOgSGCxVeMoEvRSxXgJmXx4qo9Xdlcz4kyi3ZhIpzmJLlMy3YaJ9Lkm0euZSL8rUQpl31CrYHlhIgvyJjEvkMocZwKLchNY7E9gdf4kVoQSWROZwLbiRKlwHi9J4IsdMX7c4+dXB3L54bCbhwZS2Rkex4bgRJb7xktF8Vh9Dscr0zkcn8ip2lROVCZxoGQCe+OpUmNY4J3AFMd4+u3jGHJPYIHIfi7KkMKWBCF1RjSNsaJUlldmsqYyh821mdy/WMmvLrjgQS9/u03NHw7m8N3mLL7flMZ/nlTzP6cU/OOYij9s0/DOrEzub0zi9ooErtSN55wIWvePZ1PeBG7vzuTD7Q7+7ZSP/zxo5V/32/h+R5CdFVm0qBLot01kqm08SwKprMpLZVlgHNvbhUHMw8LGLLpsCcwKTWJBfhIznBOYZk+QAu97rcl0GCcw6kpmSXgCa0smcLA9i5srPDy/ysHX+2N8f7SM55fmcn26jUtDRvaLm0+pjEUxBXOjChYX57BEjOV8IqPXwP4WE/f06/l0nYe3F5p4ea6BV5Y4eXTUyCMjZu4bsXNtNMD5PjdHOxxsbLLS4c+gyjKRBWVazvbnclevlkeGtZxrV3CoScvlITd39Dk41mxgb6tZ8kYtj2exs9XCxjorq2rtLCg3MxCQMRzIZHOjjfPDQa5M8XJlxMel4RCnur0caHSypcbOsjILY+IWUOJiRpmXscogsyuDUvGfXu5jSqmHgUInQyUehoq9DJf66C/x0FPoorfES0+xl5aoi4Y8JzVhJxV+h5QDUOyzky/UQCIQpkyc1O0qqnM1Ump9uT0HsRiucaul05GwUgv7f75ZToFARJhTqRJERlsWdeJxZFPtlFFkSqNAECFtMmmnUGLJoMIpJ26XUWTJptCaQ54xm5DuVkNp9Sppd2ZIM8w2ZxptAkOdm8YMbwobClPZWZ0uRffd3ipkomnc0ZEmRfUJNZBgwtzWkcPe2mS21eWwJC5jrEjOYChbkqq2eWUMRHU0ueVMKTGwZTDK3Vt6uL67j8f2TebxPR08u6+FZ3bX8uT2Mh7fUsAzu0p45VAzL+yN88a+Qt4/VMKHZ2u5b2MJ6yZ7mN5oZl6dkruWBLl3TYz5fUU01BVJ46CLW9o5t76FobZCOjtb6entYnCoh2mzR1i4eDbbN89n9/a5HNmzgPMHFvDI6SW8fc8Kvrl/Bl9fqueLC3V8cKaLt04PcHNPFTd3RqUbyOdnO3h5TyVvH2nh69s7+eFCPd+dKePbUwV8fsTNN8d8fHU0xOcH8/jmcAHfHcnn1ycL+Op4mK9EcPzpMJ8cC/DuAQfv7TXx7g4rb2038cYeG1/dXsx3Z6N8fyaPZ3bHidszpFm5SyPHoc3BpsvBaVRh1eVgUcuk07RTq8Cn15CrVkjAN5dOhl0vx2VW4rcKBrmGPIsWv16JT6cgVyHcxDJKRBap20qhw0y+RU+BSU2910qz9Jhp9RtpyzPQlKeX7OtucXqXpUvjGEtOGhZFMlZ5CnaFuIHIpZuIOOXXuA00+4XtX0OVx0zIosStl+GUnMzphHWZ+NQpUpaAV5mEK2s8fvkEyswZdAQ0TC+xMqfUyqJyGwtKjCwoNjJXBKwU6plWpGU4rKbPnUOTaQLDgUnMDU9grjeBUes45nrTGfOmMdU+kcXBZNYVpbMwmMCScJIkVZ7hTWBBeDzzfBNYm5fNpjwBZ5vA3tIkdkYT2FeYwJGyJO5oyuJsZQK3V4/jjoYJPDUtjZ/OhPnLpRhPz5BzID+Bw6UTOVo2gdsqE7nUkMSF6nFcqBnP1fpELtdO4ELNRG6vTuG2+CT2FU1kcyyZNZFMVoaT2F42gTuH0nhsrpz7x7K5ME2EmIvl9Xh2lI+TDg083cA/Hozyq6MWXl6YzVPDCXy3Nou/H9DzP+cs/MtRDT9vU/Nix3geb0nkWn0qF+ozuK1iPCdKE7i3T8aXR6L825UY/3baxI9r0vjDJh0/rlHy7vxUHuxPZ3loPAOuSUx2pDLZNok+ywS6hDEubwI7Z4hZdhq1mgSGvamsiMtZGpUxap3AZF0Cc33juDSk4wUx1lll5nJ/JhuKElgQTGBxNIF1xQlsrkhmXXk6a+KZLC1MZ2lcxsISGWtrTSwp0zGv3ERnbipd1mRmeRPZW57DQ70avl7j4o0xFff2pHGiMYWLky3cOy3CheEwx3p9HO/ysLVWz+4eP7MqjFRZhPdJxrISheRpOdasYk1JmnR4XV+uYGkklc21Rra1uZgTy2FRXMGComzmxVTMjZuYWqBjKCRnX2+Ii1MjXB70cNeIh7M9Vk502Lk4HOX2gQKOdIbZUO9lXpmTmWUeZlcGpCYwPe5lRoWfaeU+ppb5mFLmY7QiTF8sl/5in1T8hR+gI98h3QBaoy4aI05q81xUh53EvRYpEazUL0LhzSRUuvRUOHVUONVS8Y9bs6VGUCaUQR4dpS6tNCONWBQSZa7ILqc6V021WBg75FKEX407h3KnDIGWrhXjJIeCuE1GiSWTEpuMUqdKGg/F7Cqilhzy9OkUGtOptgmWu9Cdi5SoLOrsAkOdzrB7InOjaawrV3KwTsXp9iyOtWSwsyqVzfFkdtULnISMlUVJrCiTs6hSy5xSLZMD2dQ606mxp9IX1UtqoM5gDqu7Q1zd0sdDu/t4YGsrj+1s5tn9LTy1q4rHNhfxxNYCnttdyhPb4zy7q4yXdxXx9v4yXj9Wy8VFTi4t8XFyvpdDs8PcNj+fbTOjtDZEqWsso7mplM7WItpbi2lqjNPZ2UJ3XztTpvUzc94UVq9fwP59S7jt6EqOHFzFicPrOH9wIfccnsmrZ/r4/I5GXjvTw8mVbRxa2sH5Tc3cuauNI0tKuHtnF1c3t3B1bZyXjrVLzeH6xkI+EEE2hz18ecDHxwcDfHrQx3dHIvxwKMbvjhXyw4l8PjgY4OMjET47XsCnR4K8t8fB29tdvLbFygdHAvx0Vy2/u6OILw87efNQEdOrjRLV0y3gZppsfEYVLr1COuk7tHKp2Ht02Xg14gQtx6/JJmRU4dZn49ZnEbIopNdJ1Kwk36qWxj5+bTpFDhWlTg2VbhMxk5KIPpt8o7DmZ9HkN9IZFkoUK11hE51hA535VkqtORJWOqBNx6NKpsCeQ5FDLS1584wKIiYVQUOO9JossKsIGrMIm2WEjFlUeA2S0anUmE53yMhQvo2BfAuToxZa3TnSArs/oGRKRMWcQi2LSg0sjRtZU2VndaWVZSV6lharWVaqZnWZgc3VVjaWaKWAks2lKRJEbbk3kXWBZJa5x7NYcGsC49hdnMLZNj2HqxUsDYxjdUEam0Tebng8h4pTOFOZztm6FC42JnJXQwJ31SVwtXoi9zQk8WBbIve1J3Jb+Thur5nAxZoEbg6n8tjkVO6oTeDOxgSeG5VxozOR5/vTeHEknUe7JvFMXxpPdCTzQNME7m1K4s7GZE6WTeBgbAKHY8kcKEjglSUK/vvBMP97t47/e9AGTxTz+3N5XJ+eyftbzXy5W8ul7lTpZztcOI7byhJ4Y2YGP67I5oflyfy4XsaHC1N4vCOBB+sTuN4+jtMVE9hTIKSdSXy/38//3Rvjf6+G+fMhI3/aKuObhWl8PC+db9YqeG9hMu/NT+fmUA7LwsnSUnWyM5legVkwjafJnkBnIFlCvbdaUhjKTWFecBJbipI4VpvJjTEXn+zw8KvdJv562Ml/nQvzy/EgN8as7Gs0salGz/JSGb3W8UyLKlhRZ2NRkZqFJSrmFWWypl7L2mYTo3Gj5NGY7x3HSwty+dXWIJ8t1fPhfDWfrdDz1bY8ro+52VStZHa+nMVlZna0+9nWZGdzs501TU5mxo3EjemElUlUm1JZXG5mQbGSeYUylpRpmFOQw+JSHQuLlMwIprC6ysq6ejvzS9TMLNAys8xGo0c46bNYVWPiZL+fO0cj3N7v4WCbhQPtTk73R7itK8ze1iAbGwMsrPIws9TN1GIns8pFA/BIp//Rch8jcQ9Tyv0MlvgYKQ8zUOpnoMRLV76dznwnXQVuuot8tBd6qAvbqfCZJRSECI4XS+GKgJMEYQ0udWio8hmkE79wBtf61NQIlYdbZFDqKbAqpOix4lwNBRYZRWLBZ8ySinvckU2ZSHdyyqh0KSizyql2igQbEVMm5sEqii05lLk0FNrECEBJnkVOyJyDV59JvkXgBuS0+NXS4rnRkUK7Y5LE7R70ZbC6wiCl6qyLp7G1Kot1pRksK0yXsj+XxuXSL3pGkZLpRSoGw3Ia3VkSy6NV5GoKCqTIB2gLcGlTH4/sG+S+LY08ur2RFw618/yBRp7aXcmT28p5alsNz+yq59k91bxxqJr3jtfxzJ4KTs80c3Whn3PzQhycGWVGnY2GQhNNVV6qyzw01uVTV19GQ3MTbW3N9Pa232oAswZZvGqMzbtXsfvIBvYcXMmB/Ss4d3g5D56czUvnpvLR2U4+ONfJ8fWdLJ7ayoLhZqb3xli/sJUl05tZMLWNNfO7mT+9msXTylk4OcqaQR/P7yrim0NBPtzh4LWtVt7a5eCdHS4+OVjMNycq+fBQIe8cyueTI3l8sNfHxwcCfLjfzyubc3l6lZF39wf47nwJXx318tleO58eLWbnoI2IyPU1KggZlVKRzTOJBCI1pQIra1dT5tJKgK1qn464Q03cqZaKdYlFTqVHS6ldQZ1HR4NHJ/GBRGhLhUsp3QTrPHI6o0rGmnJZ3OtnWX+EqTUuOkJGOnxGOr16+kJG+gtsdET0EqBQAL3EXqrBb6TOraY5pKMpoJXyUivdOvLFgcKhJOZUEjWmU+tRMVBoY1rcxVhFrvTmWV7tZWmFhzllLuZVuFhU5WKs0MCisltxiEvLTGxqdLOpPpfVFVY21NlYLxjtlQr21Kg4VKvmZL2J8w0arrRouNas4mJVKieKJnCxRcnekjTWexLYE0vlbLOG49WZrPElsC1fjGlSOV83iSsNiVzvTuf65GQ+3xXgk3UmXuhP5NnJyTzak8TDnUk80D6JC3UTOV+TxJnKiVyum8jNrkm8PlPO12ut/LLNydujybw3msL709N4YXASLwyl8kzvJJ7qncRjAylcbR3P5cZJnCsfx9WmBN7bouU/HwnCC0F4wgXPBPm/G2JurufbXVq+2KHjk00a7mxR8tyIho+Xa/l4lZqvluTw8ZxkXh1O4LWRcXy5Ipu3F6h4e7WZh2dksjU8nucXWvjLWSe/7NPx7ToZz0yewGNtCXwwYxzfLE7lNxuU/HpTDr/ZpOTb5Zl8u9LEA316NpZkMC2QTqtNZDinMuBPkQKlBtyZzAxlMxZMYmdlJk/M1PLBKhX/cS6f/7tWxVe7XTy/2MK1ETX7WuQsLZGxJCbjZH+AAx0OOq2T6POomVdsY3WFhXU1VlZV6lhbpZW8E52+DGaHknlzWS7fr7fx1RoLHy418+ESI38/FuVPJ4r4ZG8lp6dHaDBPoM6WzLQiFSvrbKxr9jNWYqHXn0ONM5uoIYW4U05bQEunW8ZYgYo1NRZmFRuYUahncZmBJcUqlsQ0LI+bpNfacJ6Wyfl6Gv0KatxCrJLGtIiSjY0u1tVY2NScy9Y2HzuaPext8bOx2sWSCgfTCy3MKHUxp8rPzAoPc2uDzKy8dQPoK7AxUOxmcrGHofIgg6U+hkvEGMhLd4GL3kIv3TEvzWE7jSE7DXkOGiO51IedVAZslAfsJIiIsRKHmnK3jrhTSbVHTZVbQY1HRWPYRG3ARKXXIP15mVtHkUND1KwgbBCnriwKHTnE3UqKrZmUCNOIVS5BwiqdampydZTbFVTYlVS5tbeS7V0aCVMqGkCeVUlQnNxMmZJFvc6jpsaeTqtbToM9nbbcdEby5MwqUrE0rmVJQSbzI8nMzktnWl4m80rUjMVUjMaUTC1QMBiWSXGARcZU6r1qWv0Kmv0yxurdnF3VyfU9/Tx3bJCn9rdzY0c9zx1o5YldtdzcWcWj2yp5UqAijrXx/ulW3j/VyANrwpyZlcvmbicjNXbmdXrZN1bCiTkxziws5vjSSsZ6Y9RWl1Df1EhTWyNdfa30DHcyb9FUNm5ewMbtS1i3ZzVb9q9gz76VHN+3kJtnZ/DD/VP41bV+Ht3bydIplWycXsk9m5u4f2cbW+Y0MNRdy9BgBzOHG9k8r549Y6WcWhjn5pYqPthVwtf78vlif5B3Nlt4bb2JZ9Y5uXOBmauLc9k1aGNdt5GbW4VJrITPj0b44ECAZ9fZuX8sh5fWO3h/j4f3tlv4cJuNT/ZEOD/LRql9Ej6LijyRKWrIpjpXT32ugXqXRoK+NXp11Hk0VEikTzVNXjHKU9DgzJZucx0BHR1+JS3eLBpFQle+julNQTaNVbB3cSUn1tZz+9ZWru7v5cqByRzbUM+2BSUs7HTRXyDepEo6fEoGCy1MzjfSGRIJb3ravHq6A3r6Inr68rQM5BvpjZhoDRqp82qkYIzuiJ5ZcQdz43YWltlZWe9nebWHNTVe1lZ7WV4t5I82Vte5WF2Xy/xi8Ua1sLzSwdo6D+vq3KyucrKm2sz2Rj2H6hVcaZNxvVfO/V1qHpys4ckRIy9ONfLl6lw+XGrihekyLtQnszs8ke15t0Y6tzdnsis2jh3hcZyrTOGu1iTu60jlga5kbg6k8PO5Gn4+XcKf94f4eLmVe5oncLM/lc/W+LhcN4GrzeN5tDeNZwYyeXNmKn/c74Grlfy4PIvvl8r5elEGb08fz5uzUnl7Whov90/g+YHx3JwyjptzUrgxK5V3N8r45YIbXi3j/573818Pm/jf++387zUvHy/P4qGOiXy8WcHPF3z827lc/u9smH+9rZBXl1m51JXJhdpE7u5J57Pdev52T5D/fbwIniqFJwv5lytunhyV8/kqC387ZOW9mRP4cHYSH83P4IvlmXy6eDy/3a7gq/U6Xpgp4+GeNJ6erePygILV0UTmF2bQF0yn3DiB3mAm06LZLChWsaBIyag/lbmxLI722rlz2MDdIxk8PlfNIzP1nG7NYmdFtgSgHAlnMJCvpEsgqv1pUrGdXaKXks/q7dlMiWpZHDezolKM+HS0OSZIGPtH5uXy054wHy1W88kKG99tDvDHw8V8uDnMpakGVldnMRbPocefRW9QzmC+UgpEml/tYrTAyPQSJ0OFdpp9asod2ZSY02n15jCzyMCiCqukqhqN6ZhdpGVOgYJZIQXzSuwMRMyUm7MosWZIqOYCSyZF5iyavWq6g2qaczPpDqkZKjAyHFYxr9DIjLCa0aieaSV2RgqtTCt1MleYwCo8zK4OMjXuZqDIxVCph95CJ4NlfvpFIyjxMbnIS1vISm+hh/aIi6aQjZaIk5Z8N60FXmkpLBpA3GclIWKRS6aBEruSEptcagA1biU1bpWUMlPl1VLl01HtN0nFu1A0AIuSkEmOz5BFnkVGTDQBp4JSaXykotSSJWW9ihxLcSqrylVRKsBiHq10yxDNoMQq8NM5lDhVhK0KQno5+RYF+dYsagWLJqChwyOCYjLpC+YwGtMzs0DNjHAGg9LJIUtapAz7UhnOy2YoKqfbl0mbP0caP9X7dbQF1dR5Mpla5WDfnGru2tTBozs7uLGjSXoe2dbA47uaubGzgYd31nFzdwcvH+njzRNdvHa8mfMLnJyY6WBNl4OKYA7dlWbuXF3F4ysDPL8ln+f3VHB9RzN7FzQypauUlqY4LV0NTJ7axdJVM1mxdgYr1s1kxYZ5LFkzyuZtC9m1bR7n9o3wyoUpvHZ2iMML4xxdFOf10918c6Ge7+9o4a7lcfbNK2fDzGL2zC7luf1tfHC0ic+P1PLV4RLe2xHjmdUh3j9Qxhf7Cvh4Z4g3dhXw3J5CXjlQxcF5ZdTG9Kwf8Ug+hde2uXl3p48nVxi4d0Y2zy4z8fZmF6+tMfDuBgfvbvZxfambBk8qXmMOUYuKIpuaEouKcpsY96mpF787q8A8ixubjDavkk6vnHZvFp0+Gd2eHIbDGpY257Jleh77VlRwcH0Le1a3cHpnO+d2N3B+Tx3ndtZyYksNxzZXc3JXFSd3x7mwv46z25rYMiPGaJmBrqCMTr+STr+W/rCRvqCeKVELo1GxQFNJ/58pUQ0jEQOTQ2q6/TIGg+LNJt70TpZX2Fkct7CiysmqChcbRYGvtrGhxsrGWrsE4lpQrGVesZ7lNS4Wl9lYVm5lZaWNNRUmtpTrOVav4YUxN58scfPpSrekJ//ttjC/2+Tnd1sd/GG3kx+3GPl+p5sbI2oOFCZIY5QrrRncVjOJ42WJPNgh4+ZAJvc2J/JIdwqP9aXzYMdEbvSN44UZcu5vkXNHPIF358j4aUcu786X88GiTL5bpeH9mUl8tnAiP21R8pftWv6wMoNfLUnht6vT+HTJeN5eOIHPV2fy+SYFv7otl99cCfOPl+v435fL4NVCeLWIfzxi47dn0/nve6384ZCWTxZn8O5sBT/u8PObgw5+PmHnx/0Wvtvl4raWVKaYE1gSTOCuoUx+uRSDV2rgrXJ4Mcr/eyLIv9/l5E9nHLyx1MiZ8gTu68rg5hQVbyww8/VaA7/ZrOKjlXJuTkvm9o40thYlsdg9jtXxdEYCCQz6khgKZ1BrS6Tdn81sgUIoVbCqUs3i0gxGQ8kSaK4rN4m5hdlsqMlhY3U62+tk7Gsys7JQwexwFjOLVYwW6+gO5NDlzmRGvprZpWLcm0WRMYmoKpFGSybDgqopXkueTM5MDfHMQhcfLLfx6QoH7y/38OHGAu6ZomNxdCIjwWSm5MuZHlMxnCdnNF/NlHwN3UE5fUE5M4usTCm0MbXIRn/EQH2uQoL/xU1pNLiypebTn6+nVxo9q+gJKun1aaUDTLHwSZlkFIrkRcFTc+bQ4BUHKiUNHoVUJ5tCJjqiNnojFoaiRum1Pb3EzlDMypQiOzPK3YyWuhiNuxmNe+iP2RmJexkscUtGsD5xEygSOd/i5O+hM+qkNWynLc8pNYA6v4X6sEMq/lU+AYczS9nCCUK7XyQeqyicOdL8v9Ih0BBK6fMqj5oSRw75liwKbDkEDVn49DK8ejlBk5KoXUWeMUsKIBDXorg9R9oFlNszpIyBGo9CulGIr4nFck2uiip7DjX/pExWOFXEbGryjBpCFg25hgyChnRpbNDhV0tZswLu1pOnYShfy4xiA3PL7MwoNDA9ImfUlypFUnb7RfiMiCsUcDs5FblKWkNaakV8YUTDhoEY1zZ0cO/6Oh7aVM/1bc08vL2d69vaeGRHO4/t6eHRXUM8vqOXF/b38OzBNg7ONHF4qo7jM3JZ0+dhJK7i2KiXGyu8PLbOx5Ob83hqS5THd9SybVYVXS0VdPa0MH3WAPNWzGT+iuksWDrCytXTWbV2BuvWz2XHrqXs2jnGno19HF7VyNX15bxzrJzPTxfyxelCvjpZwjcnqvnyZC3vHi7jrX1lfLg/n68PR/lmf4SP9vp4Y18RJ0Z1HBrS8/zWcj7cW8ybW928szvAZ4dLObe8ispiDy3lTi4sj/HqtiBvbvLwzDIjTywy8OQCHc8t0vDsIiXPL9Lx0nILz64J0BfOJk8EuFgVFFkV5Bvl5OkzKbbKpfFetYQOl9PkldOWm3OL8e+T0R/MYVaBiakhGbcvr+HJc5M5t6eUEzuq2Le2iqNb6zm4Mc7pvaLgV3F8ew3HtlRzdEsZFw7XcOloNXedbOGB071c3dvFjlkxpggswj857CNRHTNiJmbkm5gaVDMaVjK7SMOMQg3T8lVMzVMyLaJiLKZjSbmdpWUWVlRYWVZqZH2Nky31LrbVO9jZ5GRHo5MNtTY21LtYWWVjWZmZlRVm1pYb2FiuZUOJkt2iAdRquNiYw4sz7Hy1wc+vtjr410N+/n1/gD9tdfDn7Tb+esDJf99RxGuLtZyrHc+eUAIPT1ZxoVHG6Yok7m9O5dXpMh7vSeSlKTIe65zIy8PJfLLcyJODmVwoSuD5ngx+t07J7zZm8tNGhaS0+dtuCz+syOTH1cn8vD6LP6zJ5G/r0vntmon8tCONn48o+Ou9Yf7tqSL+9+VSeL8BPu+Cz9vgoxr+43Eff76g4r8u6/j7GRk/7Zfz7NB4Hmwex7MjWTw+JY2rLeN5cp6e/c2ZzA2l0qhMYGksg1fWu/jve4LwkI9/3OfjpzNGfjlj4Le32Xl+sZx7RzLZV50ojXKmOsfRZUpgXjCN/ZXpXGgUrJ8klgUSmOGeQK9lHH3OROaWKFhYoWJeiZbFlWamRpTSYW57h53tLWYWFqYzvyiVecW3DnEiv7jSNIF+fxrzSmQsLpOxpkrDnIgA9cklVv70qJJeTxaTA3LGSnXMK1Exv1xPf0xPTHD9tRlSYa6VzKyZrCzXcbhZx4PTXLy80MPjc73sblAxPSTCruQMhBXMLzUyO6plMJDDaETglg2SQmw4qmNa1MhAUMvUEgtDxSY6QjrqBFTPqZZk7zFzhqSIFHWzxKmgUNCTbUqKzeI9lCbtRZt9cgaieoajRqbGTEwOq+gKKekIa+ktdNATtTFY6GBqiZ3hQisDBRaGC52MluQyWupmuMjJ5HwrQ8W5TI7ZGS51Sw1gMB6QRj7dBU668gUKWhR/m5QVLIp/fcBKTcBCjfAFhJ2UeU2U+6238gAqPAZKHUKuKZN0+5V2JeVCGio+ivGNU0XcpSRsSCNszsarEyabLEkLHrHqiVhVRE0y4rlqih05FNtzKM9VU+bMIS6KvjQyEHpvOVUOOdXS50rKczUU2VTkW8VST0ahVUuhQ0fIlE3QkCEt9CKmbOp8aloCObR7s6UTZ5sni8GIjjlxG0vKDCyMKZiSl02nL1NCQdc6Mii3y6WG0x4xUuWS0eBXsLIrwp2rW7hvbS0PbWrgwS2t3L+1gwe2dPDglg4e2dHFw9u7eHx/N0/ua+fGtgaOTLdwZEjPmREbx6Y62DPk5NyMXB5a5uaRNSEeXB3m4tIoK/p8NFeGqKmppqWlmalT+pg+NsTcRdOYv2gKi5ZPY/mq2azftITNu1eydssYS+Y1cM+uTr4438TXZwr55JCPr45H+eJEIR/ui/DRnjy+FXiJEwV8fjDIV4fy+HJ/mI/2efnwSJjXDxWzq1fFuhYdz20u54MtPj7c5uH13eUs7wpSGgnQGM9nXa+LBxfaeXWVi8fH1Dw0LZvHZuXwzFwVT47JeX6xlmcWqXliuYt55RqKRP6uNV1yeQskSKMnRzLxieB18Tvo8cvoDcgl5EdPQJy8RRxoDrPztYxFc9jTb+OxA5U8caqW27cWcWx9BbdtbeT4ljpO7W3k1N4Gjm+v5vzeZm7f3cjVQ81cPlDP/We6ufu2Vh4+08H1U53cc7CdXWN5zKvX0xtIYSCQzswClQSTm5EnY3aRimlFCkYLchjNVzCnVIRiiBmslrnFelZVCEu+iQ2VRjbVWdhS72RHi5vNNWbWlqlZX6lnQ6WOTZVa9tRqOd6o4c4eM3f3Gri7R8vDAwYe7FPxQL+SR4aVvLFYw3/eUcFvtrn48xY3f9/u4E/bzPzr0ShfbXByV2si97Zn8/hADvd1ZXK9V8Yjbam8Nk3GK9PSeXmqjOeHUnlzdjKfrVby9oIMvlyew192GPl5UyY/b0zhlw2Z/H6Hkb8ecPPdmmx+v0vNbzfJ+O3aVH63aRI/n9Pwr08G+N/3auGrXv7nvUr+5+U8/t/zEf7fU0X8+ZKP3x6z8OOubP60P4v/O6/n/87q+PseGb9am8U7Y2m8MTebi/UpbI+kMM+XRI02gUhmAv32ZL46EOcfZ7z88YiWP5+38eUuJS8tyOL+gSxOt2WwuzadDaUZrC5KZUWJSOXLoFg5jlBWAuGUBJpUE1gYy2Q0mMVQMId5FTpWCRhav4/tbU7W19tYUCTybg1sbnGxu9PB+gYzC+NqRkOCCCtnwJdDky2JBnsK9eZUqcgLefdoIFnaHQx6UhkOyxiNaRkJqxgKZDErP4d5URnLy0RdMNDqyaHYmEzMLAJ6xpEnkNb6ibTZ05kdU7GvzcbsSBqdnhQpjnYwT4xbDCwsdzK71ERvWEebW8WUfAuDBWZmxJ1Mj4nXloHhQhO9YjwZFKNICx0hEbOoosQu6pKBVp+OmEXUrjQp37rIkkWpI5s6j4LesJJpMRPT8y3MLbUzt8zKdJG3HdMxvdDEjJiZOaU25pTbmV5qY3LUzOSoncECB/1RK0MxJ0NFovg7GCp205cvMNBeJsc89OTn0h1z05pnp9ZnuIWDDpglUUSFz0hLkZ/6qJvqPCdlPgslHjMlHisJFV6tdMIvtYkbgJISs5xym5Iqh5IGn5FqMcd3aigWJ32zjLBZjkeXhU8nk5QYBWYllR69ZCYrtgslSLYk9yy25VDmVEqqoGohKbWJq4+cuCWTYlMm5U7RJDQUOzTkmbMlmWmZXUvMJCdmzSFgzMJjyCTPki3tF5r9etp9arr8SukR3XNKRMH8Eg1Lqs2MRBW0uDOJixAbm/AtqCSDT6NfRa1XxtLuKBdWNHLv6moeXFfLI9s6uGdDEw9tbePB7a3cu7mZ65saeXx7M0/vbePaqhL2Dxk5MdXGbf1mDvVouDg/xD3Lgzy0wsu9iz08vKGQQ4sqqI77KYwXUVldSVtbE32DnUydNZmRmX1MnzvMvOUzWL1pCZt2rGDl+nnMXz6Vrcsbefm2Nj49XshHB8N8vD/Ep4fDfHQ4zPv7Qny4JyAZvYTO//MDIT7dF+Tzg2G+OCz+XS+fHo7y4s4S1rVrWFYj5+nNVby5p5Z90wuozbdRXhyjoijCYIWBK/M9vLzcymvLDTw9T85Tc+W8ssTAs2NKnl+o44l5Sp5aamVXm5lKQyKllhQpW3kgmkNfSBR6OT0hBd2hLKYW5DAzT8FwUMVgSCmd0uYUa5gnXsj+ZI5MdXNliYcH1uVxY18113ZXc/uuBk7vbOTEzjrOHmrltj21nN5dw90nOrnneAd3H23h3hPN3HWsluunmnn4ZDNP3N7JE+e6eOBQMwfnh5lbLWMwlMRIMJ0ZednMCMuYUaCSlB9To9mMFsqZHtcxs1QvjQQWxYxsqLKxud7IlkY9mwTErk7HrhoFRxsyuNIr54ERHQ8O63hyupHXx4x8vy7M9xsifLzSxTebfHy9wc/7y528MFvD0zPlPDGawwNdqbwyzcAXK5x8vszM1ysdvDtLztMDk/hohZVnR7J5cnIqr83W89SgjHfnavl2nZO3Zil5dWoOr81I4/sNKn6zMZtfNmfxL7tV/GVrFn/cnMoft2bymw05/Ga9ht9slPPzjmz+eETDv1608o9HvdLp/n8+reR/xfN+ObxdyV/vifD60izeWpjN15uy+c1uOf95xgBXrJKE879O2fjvfUr+Y7eC/z5g5E87jHy5ysRrC+1sK8+mTJ4g0T9HXBN5aJqZNxbreX5OJo/OSuP+6VmcbkliU2wim8rkrC1XMU9kCPsnMT8/S2r4Q/5MGi0pdJhT2NNo5Uing7W1Nta2B9nU5WZLp4Nt7bmsqTKxNC4CznNYXW9ndYOTBcIZK9RY5VamxzR0CBaZJYMS/STKBYbbmE6ZfhKzizWSgWtViYKlJSopPXBKJIfpBUamBjXMLdIyLZTFtFAGo/lKOoMqCkTOrylZWth6tcn41SnSaLgjTyuJRfpCcoaKzAzFjMwQ8t+4ldF8Pf35OumgWmKS0Ray0BvWM6XIwmiRiZklFqYUGJlSaGYwZqQ7rKU9pKPeo6YhV8mUAitDBULRZqTOo6TIlEG+KYN4rlKaSJRZ0mjzq2jxqOjOM0tepb6QjCkFKobzNZIPZUGFg5lF4sZrYHqRnZGYg8ECGyPFLkbEuCffQWeeyAF20Bmx01PgpCffTl9MnP6d1HpNVHuMVPktVAftUrEXgTDVYZeEhChxGyh1GynO1VMRlBqARvoBi+w5FFrkkmKn3C4Wsnpq3ToqHRrJXl9iV1NgkUs7gFuSUBUlblH4jTSGbcRd4iaQTcCQTdSqpsihlPT/4jZQ7dVKxNFiUxrldhnlNpl0Shd+AJFDGxc7ArtCujLFrSqK7WpJKeTWpxOy5hAxyyk0K6i0KWjzqqRG0B3SMBhRMSUviynhDIajKsoEplqTSsQgl8YYYmkpfkEi2m1OS4DTS+p4aF0d19fX8NCmJq5vaeaRLY08uLWRB7Y18djWJh5dV8nNrXVcXJbPlm4l2zuVHOk3cXLExvnZTi7MtfDAKg8Pr4pw+8IiBmp95MUiFFeUUltXQWNjJR197fRPm0zXlE6GZw0wOjbI2NLpLFw2yujMToantbNneSWvH6/ig4NhPtoV4PODBXx8MMr7e0N8sC/E+7u8fLTHz8e7g3y0O8SHu/x8vC/AN8fz+fZYPp/t9fHpwQKe2V7K0kYly5pNbOv1UhPSEAnaqSiPES/No6XEzOVlJby6xs2Hmx389liUb/cH+GhLLi8t1PL8QgPPLzXx+rpcLk7Npd48gSpXFt2+DAZD4smSjCsDeQqGCmRMj2UxR7xoPTkM+GSMRLOZUXxrJDMzks3xKXncWFfOPYs8XFpg5/KqEI+e6ObhU31c2VfHHftquHSokctHm7nrtlbuPt7MgydbefBkE/cfr+PRMy08fLqBG+caeexsAzfONvD0Hd08cLiZIwujLKlTMTuWLS3Z5uYrb0n+BFK3SMa0/CyGw9lMDecwK6JmfoGKZeVqNjXpeXBZBUe7LJzu1vPO+ii/3VfIb3fl86utYb5b5+B3G8z8aqWe36138qv1Nr5bZ+TXG238vN3PdxscfL3ezRvzTLw218IjfUruaknlqZEcPlpi5vMlGj5doOSLZQY+XKji47kKftmRz43eNN6cJePjxTrubRrP7WUJ3JyczPdrNfy0Qckv6xX8dYeav22T8bftMv62R8HvpMag4I/bc/jDniz+5ZwJXq+H16vggzr+78Ny/uftfP7vhTD/dm+E2xuTuVyfzjfrjPx+TzZcMfFvZ3L4j7NK/uWwhn87ZOc3GzQ81pvMW7Mz+M06JV+s1HBzJIsd8TTqlQlUKRNYUZDCwtxxrMgbz9GmTO4YcbClMpPVsTSWFaQxLy+VBQUy5kTSWRyTsSquZX4kk/niNeFL4dxkDy8uinCyScOiaCYLSrUsLtewstrCqio7i4rECCeVpeVqVjY4mVVmot0nCMJyppdamFluocmrwp09Aa8qBb8ikaDIV9BNkvhjM/JlrKwwsrrSyNJyjRSgMuiXS9iSoTzhrs2gPyBjciiHamsGZYYkaY8kPo+ZswnrkonpJ0l0gMkRHYNRLcMRsUvSMq3IxLRSm1TQhcdJiFny9dmUWpVSCNLkPANTCi2MlecyrdDElJiB3rCaFm+OtAtodKvoyjPTFRJfN9CTZ6BejL1t2ZQ5RJ3LllRt9W4xBcmWYlQLTaIOZtKTr6M3T8NgzEJ/1MRwzMzsMjujojGVOBiO2RgutDMYs9GXb6MtaKIzaqc1ZKE9zypJPsUiWEDhmnw6GkJ2avwi99ckLXmlPGC/gzK/WPoKHpCOCp+FOmEOy7ORUC5GNB6ddOousikodaiocuuoytVQ4xVyP5X0Z6W5GsrEstilocStozTXQLnXJMlEKz1iSWykLFdHgU3Y/vXk20U6vUKCxInvKxRGleKqJK5ElizKbDIafDppJyBuBwJEJ9zIQpFUnGsgbFbiE7pyh46YQ0fElEOpXU2JKUv699sCGikVaSCYSUduivTLiOjSpVtJ0Kgi36ykMaCnNaShVmzqG3wcHivj7pXVPLShngc2NvLghjqubxS3gWYe3NLAY9uFDLSJp/a0cH5xlDVtMnb26djVreb0DCcX53u4ssjFfcvc3L+ikPktEYryAkQK8ykqFmqgCmqrq2hta6F7qJ++0V4GR7sZGu5hYKSTmXMHGJ7WweBAAwfmx/jgtkq+uq2Az3cJVnke727z8/6uPD7aF+XDPWE+2x/l8/1R3tmay/s7vHy8L8QHu718sMcrjYU+3+fl/V1+ntlSwvYeM2s6XSwcqCDqM1JekkdZaZSmklzOLijnnS2FfLTVw1d7XHyxx8Hrq7W8tFTL80tMvLzSxqtr7Dyw0MVQXhLVrkwmB5X0e9MZCWYwPU/OzAIFY0U5zC9SsLHayfoyJ8tieqb5UqUGPKvUyGBQycywkhPDIa6MeXl0TT73ry7g5FwvF5fn8dKJdt640MdDh+q580Add59o5b6TLTx6tp3Hz3Xy5O3dPHahjftOVfHg6WpuXmjl0fMtPHK2kScutPD85R4ePFDPsQX5rGkxsbJawaqybNYWy1hXrGBdmZqlpRrphDg1ksmsAgWL4jqWxxXs77RJsaG76uVcn+Ph6TEz7yx18f5iK9+ssfHTVhu/3Wjgl802fr9RNAQrP2+188edXn5ca+OnzU5+3urkx/UWPl9p4eUZGl6ZpeaHTS5+3uHm2xUmvltm5tdrbPxhk5vvV9v4eKGWX63R8eFioSBScr1XybMzbunOv1gg55e1Bn6/WcNv1qbxuw0Z/OWQgX+5zcXfjxj59+N6/vNiLv96xsLvjlp5aWE6n+/X8d9P5fP/ns/j51NaHpicJvF27ulX84ejXn7eniqNfP56KIvfbUvjx/VZfLJCw/GaZEYMCRxryOKFOVpO1aWwt0JgrlMYtoznZK+e19cG2VaeTJ9zIlPdE1lWrGU4N405UTUrS3WsLNOyqFgpcezXl6nZUKZldiiD4WCyRLh8ZG6Up+cGONtlZVVcLan0xN//rJiWGREVc/MV7O10s7HVxay4WRqHdAUyGMpXSAj5kWIjHXk6So0plFtSiWnGU6BMIG5MpViXSKU5kRZXOgNBuRSOsqhCx6i4oQaE8z+T3pCCHp+CZhEoZEqWmkZfOEcKtyrST6QrpKI/T02NOUka30wttjKYp2IoT8VAVBRsMQbPkBayDW4VTV4dJfp04qYshgqFB8DJlHwtwwUaBvN1jIhlsAhgCZiJixpnkUlz/nqfhsaAlsaATjLIDheZWVRlY0Ozm+W1bnoCemqE7N4h0Dsyat0qSc3WF3XRF3XSGTTQGdYzWGqjv9BCd55BkkaL2X9Xnhg5WeiI2GgNmWkPm6W9gVgITy3NpTNipsZ/S7VZmqul3GeSIiErAlbKfGaqQnYqgzYq/BaqAjbqo7kkCHmnMOsUOlS3irsw7jiUVLjF8ldOqUtJXPxliIWHzyBJOat8JkqdQh1kojHPTt0/501CTSQknmK+FDALOaGWPIuSsEkmLYpFJy4U2nBHjrQQFnGDAjlR78qRjGVCISTgdIUusVvQSkvmPLOKIpeRfLuGQrtaaiYinFzE44ktulgQC/RDR55BQgl4dAqcWg1hs4aWPDM9MQvVHhmdMT37Z5VzeWkVD2xo5MHNzTy8uZHrG6u5sbVRugk8vrORR7dW89TeFs7Mz2NDh5YtXTq2dig51K/j+IiBi3OdXJrr5uTsKG1lQXyhPPJihcTjFcSLi6koK6e8vIaWrg56JrfT1VVHZ1c93f1t9E6ZTO/wZEb7anh4Wy0fH87nbVHQdwb4ZJef97Y6pdHPO7uDvLc3j7d3+Pj8YIRPdnv5ZLfAPgT5YG+Yd/eIz/18vtfLh5sMvLXJyqtbfTyzKZ8ji2qoiNgpKoxRVFRMScjOnin5vLejhPc3u3h3g4k31xp4bZ2VF1foeXWNjXc2e3hjnZPnVwdZ16ihzpVGf1DBiD+d2VEZU4JpjJUomRfXMDMvh+m2LI4XO3mhv4qH2mLsKrQy4pHTJHT7ilT6c1Vsb/Nw24iHy2MhHl4T4/J8D2dnOHhoQwkvnezgubOdPHq6jetnOrlxvoenb+/hmds7eepSN4+eb+P6qUYev9DBo2ebpQbw0Ok6Hru9hcfONvPE2XaePNPB1Z2l7JxiYUVZFsuDEznfbeLqVC8LwhMYDk5iJC+D5VVKtrfqWFKczlhgApurc9hWm826knGc77kVSvTeAj0/rLPw8zY7v2zP5dcbnPy8JZffbbHwm016/rrLw1+2OfjzVhs/rlLz5cocvttk5aOlGr5daeSvu6N8vdLGF0uM/Ga5lV+vsUoN4Hdrnfx2nYVvVjn4ZImDL5c7+Watk3dmy/h0LJvfLNfwh+0mvl6RxK82ZfCHMw7+cn8pfznn4w8HNPzhhJZ/v2Dh+w3ZPDecJu1w3l2n4PenvTw1ms7BggS2hieyLTJOQqn/+YCdv+3R8c3SdL5cpubhrlSOVExkjnscg5YkRm0TWBaexFjueNYXp3O8IYPXlnr5equHp6dnc7QxjSH3RDpFyJMxiTpDGgtKTBJKYW5+Bisr1KwsV7GsWOCOdYwV6yjTJ7C8TMXZDgvnO+1srjVLu5puT5IkzpgSlTMtX8GMaBYbm+2sbvVIevj2gJbuUA6Tw1n0R5T05RlocWayucPBPYvy2VWnYF5MkFRT6fckMzUvi15PKo3mZKp0AkaZQmuuKP4qOv1qWh1ZtDmzqLOm0+SR0+jJoskn2GaCGZXK1AItMwq0dPuVkgpH+EtE/SmzyqSxdIU5jZFCC9NLrUwrsTCr1M5IgZkakX9tyaDbp5BcvMIMNq3UzOSInlaPlia/mRKnBr8+U6pzMYeYYAjBhIKhqI6tbV7OjkS5MCXCtsZcFpTnMhCxSibFKoeCqlwtFS4tjX4TzT6D5ItpC2npyNPTX2ChJ88oFfnOvP//id9Bc8BIg1dLW9hIV8R0SxKab6Yn30pDniCA6qgOGGjIs1PpFw3ASF3EQZmQ8/st1OS5JGewMIQlFDvV5NsU0iNMWkLqKRQ9RdZs4mJsY5dT6tZQKfwAwhgmbgbim7p1EmlOFP6WqFOSiZYJM5loDl4LBW4rAYEHsGrxG8S+IIuwPoOoMVMaDZWJxHq7UvolNLiEwSJHch8X2sWtQXkruV6Mkpx66RFjp3zrLcWSYLkEDTLyxFXKkEJdbraUaxwxZEmIAptGjdegosarlRpAnU9Ja0TLnlnVnF1Yzp0rqqUbwPUNtTy0roKH11Xz4JoaHtpQw82djTy1t5Uz8yKsadKwrcfKwUE7x4bNHB3UcnGmg2tLYqzp8VEYthAuLCBaUEhRUZzS4jLKSsspiZdRU1dJR2cjLa21NLdU0dHVTHtPD83trUzrreT+DVW8uiXAK1sDvLDexRtb3by51cXbOzy8s9vHu3uCvLPTz9tbcnlvSy4fbfPzwY4Qr20K8MYWL+9t8/H6BhtvbTLy1iYTb6w38uIGN2tH8iiNeSkpjFGcF6HEb2PLQJDXt+XxzkYrLyxS8toqG6+u9fDKajuvrXfw5kY3Ly2388a6MHvatLTYExkKKJgWkjEjks2M/GzmleYwL65kMCinSZPG1Jwk1qlTua8swkt9rdzdUsrOQicjhmwKUxKIKccxOV/LiuZcDk1xc2VxhAfXxTk13cHJ6Taubyvj9cv9PHuhk5tnmnjmorgBdPDY+Q4eO9fF4+e7ePB4HddP1fHImTqun6njxoV2btzexpOX2nn6SivP39XJc5f7uLKxkFPTbRxoSWdXVSLbqjNYW57Ntjot+5sUnOhQcWGKjTM9Gs71GdhancWasnSOdqh4YZmfG8PpPD9dxrcb83h+uomL9ak81CPnszVOftmVy+82mfh5k5E/bHLwm9VmvhVmqVUqfr3JzOdLlXy5WMf3qx18t9zK9wuN/LTRw3dr7Hy5RMdvN7n5bJGOrxeb+W6Jme+WmfhqkYGv5mv4Yama71Zn88P6FP50MIe/XXHw+4tW/nBUzx92yeGqj387ZeDnrUp+2eLl+z2l3NciKKEJnIsncLIyiWNVmewpTmVrdCIX2xVc7hLBSSkcbchkR3k2M50T6bVMYCQ3lcnm8fS7khjwTGKryNuda+WpUTUXa8ZxuGwCO8ozpAa5uDSTKutEAvIE2nKzpPn4okqxvMxibpGK0YiKdncWNY5MCvWTWFdv4USHjW3lWsZiWgaiWml3NDWqYDgkZ0o4kwVxFeuaHcyOG2n1ZtMqkuZiaoaLtLT4xWgkiyZ7OosKs3h0Toi3VsW4MdcjjexOCB7/gIedXbnMieukzNwy4ySCsgQ8WeMo0CZJDaAvoKAzoKQ9qKYtT0u5K4sCYxLdES2jBVopP6E7qJNUbT5NGhFhRFUl0u4RWv9c5la5mFZsYkFVLosr7NKJfazKS709nWpjIkNRPdOLTZKjtzeskajJFUL+7tRQYNMQMsvIE+NqYyZD+SY2Nbg43uni0lCIIx25rKgwML/cyuxSG7PjudLISArjcqtpDRloD2gkBdCUUvH9dZJ/oCdgkkJexKlfNACBfG4NmWjPM9EhNQcTI0V2RktF9KcIgtdT69dR59fTEDRQHzTSEDJTFzRT5TdKGQFCAloXETsBKwliTBMyCRu9XOK0i24mrhBxh4IKAYETXcqrl64WYiRUK8Y9bi21wiPgufX1Kq9RkhlVBczSeKjIbSJs10v4AK9Rgd+kwKfNlPwDeSYZYWOWtPQVzmDRSKpy1dR6tFQKo5hdjHqEr0D9/zWZIpuSiFEmNQbxhExKSTIqIQmUk4gZ0iQYnWDQezRZ+A2iWdz6Xt0FFmo9ShoCKtYPFHN8TpwLS8u5Z20tj2yq46E1ZTy8torra2u5b00ND4tR0I4m7loVZ3uPlc3tRnZ1GTjUp+f0qJU7Ztk5PRZkWrOfaNhGXn6YvGiEaEE++fmFFOQXUVxaSFlZARWVJVTUVtDcUk9tTQVNzQ00NtfT2RTj8Fghz28p5rl1Xp5b7+TFjR5eWOvgzc1u3trk4EPptB/h9U1eaT7/5vpc3tnk542NPl5a5eDltbk8tdLCs6stvL4xl1fXubi+Mkh7uZVAyE1xQZjSvBA1MR+bB0O8siXMO5tsfLDFxcfb83h9g5831nt5d2uI19cGeHWFlw+2FHBy0EKHK5EpeVrGCtTMDKcxMy+FRUXizZ9NXzCLQmUisYyJNMlTGJEns1Gv5FphkFcm13Kjt5x9VQH6XWrCWeOIaCbSHVOxrM3GgVE/F+blcWlBmPNz3JyZZ+ex/WW8e08/r97dxxN3tPPUpR5unu/gSXH6P93AzXONPHy6hkfO1vHo7c08eblTagZPXW7hmWvtPHa+npeudvDChWbuEaqj6WZ2t8s52KTiXKeeyz1arvQquTag4IERBfcJeFePjkMtag43yXl4tpvrsxzsjU/iVEMG2yIJbAiP52BpMleaknlvsZ7fbLHxuy1Wftrk4rtVNj6Zr+KLRUq+XKbii2VqPl2o4PMlOj5fYuTDOQq+Wmnn6zV2vl1r45s1dr5YauCrxWLso+eHpRY+n6/jo7lyPl2cxk8HtPznRSt/O5XNv99l5K9ncvj7wSx+2pjMZ8tT+GxZJu/OTufJriQeqJvINeExiCRwrmwCR0onsC2cyNEaNSsDE5lqTGDYlECXNoFObQL95gSmuVOY6UthTjCReZF0el2ptJjGcaJdxrnmZHbEEtgRm8jaaDrzvZNYUyxCZbKpd03EpxlPTJtMkyWDdksSzcYEOqyJ1OkSqTGlkK8YR60zjbUtTnY1W1hVpJAWspPFQrZYy1ipkT63uEWo2SKyCGpNTPZnSj6PnnAWXWEZHWEdla4c8nSJkoJvql/G1jIldw9auH9Yz5XJJg43G9neZJTycwXSek6JkdllFiYXiIxjGW7ZRJqEQEScnAMqap3ZFOgSiZnTqBSomaCKyREtfRGDNJcXSBGfMpEKY5JUkNc1elhQYWU4ZpKkl7PLcllencuiuJG55UKFY6DKlEKrR8WQGMfk6ekIqmkMqojokym0KCm2qKXdgcjVHorZmF9sZHOlyAt2c7TLy4JiDdMLhVnRzPQCjbTAnlEmpJ962v/5c88uc7K8IcCKBr/kYp9WlMtQgYeOvFsjn1uPibaQGBMZpESwEQEzLHUyvcwpfd4WNdMU1NPg19Ic0tMcMtCSZ6LGo6VOHOJ9AgVhkYp/VZ6VhLBg80hjGjFuUUos97hTQ7nARNuV0iK4zmuQwFt1PgP1PgM1EulTQOM0VAuZkVsvjYOKXRqpuAv0r9+owGvIwa2TETDlEDIpJCZ7QJ8t/f88mgzpa+I0LxbLgjlU4RJAuhwqxKLYLpO8AA0BI9UeHUVmsaC+1UBEs4raNFKosRREY5GTb86RSJNih1Andhc2BYU2Ga15eup9AiOgZ0VPjP0zijm7qIzLy8u5f404/Vfy8NoKHlxVzl0rq3hgYx0Pb67mwfVl7OwzsaVDz55OvdQADvfruW2Kgf1T3ZRHLIT8XsKhIKGQn6LSKLHCGIWFJZSWFlNYGCWcHyQvlk9pvIy6uhpqaytoaKqitaGEec1Obm4o4YW1Ll5Y4+C5VS5eWePhrXVOyZz1zlYf7+4u4OUtEV7bEub1DW7e2uiUbgOvrLXz7Kpcrk7N4fJApsRuf3ltiP1DuVTl24kV5BEviVEQi1ISdrKhO8CTy3y8vtbJ5/sivL89wPu7ory3PcKLKz3cHLPx+uoo726KcnnMR4cvjSZXFjPyFWyoUbM2ns7i8HiWFWcyr1RNb56CEnMaAdl4opnjaMxJZoo6k7VONadLnTzZV8abC6dwfkoHkwtdBAypUnh6T0TB2nYbBwbtXJzv5+7lUU7OsnLHci+v3N7KG3f18NTFDh6/2MoTFxp57ko7T15s4+EzjTx8rpEbFxu5eYdYENfy5B1NPHW1jUdub+CpK208da2Dxy6189iZZi6viXKsz8DpDjV39Kq5Oqjh7hEt9w5ruDagkv75ar+GuweMnBbB4MUyxjwTWFs4nrNdMs53qrizR8mVphSeHpTx5Uoz36428etNTr5YbuCtGTI+mKfiwzElH83R8tEivWQwemORgbcWKXh9npaPl9n5YrlFagafLjHxwUINHy3W8f5sNW/OSJMMXH+6kgtPRODJMP91j4H/us/Mnw/K+P3GJH61JpmnuidyrXoCV2smcbIogTOl47mvNZW7m1O5qzWDax1p7BGu48IUtsUmstSdwIb8TA43aqWPW0qy2F2tZGtpBjurs1lQkEmzPpGR3GQON2azuWgiywUKuiiZpeFkZnsmsa5czYKYnDLNBHzyCVIwfbMukaUxJdsbdGyqU0oL4WWlJqYFlXQ4kuh0p0mc+znBdOYXZDE/LmdBpYpZRUqGRJJaiZI9TWbWxpVM9mXRFVTQHpBTJUCRgh1lkJGvSaYpN4uhPMHWUbCxVsH2ei0rSlTMiemYVmCgPyhj2J/J/EItKyotzK8wM6XERoX9FncqJgKKzGkU6JLxKyZKM/ZqZzb1TrHYFa/BVIL6dAKaJDp8OSwrM7K3w8uaWitT8lQMRk2S9LI/amBBuYOFcQuzSsxSQEuTV02pKYtGQa/1G6gPiJondo1ZkoG12CQ0/kZmlTlYUudleaWFPW1OdrXYWV1rl1RE3UEN0wTaIV/HZG8mI0LE0OBlRrmTwXwr/SE9CypcrGrwsrwhyGiph86wXeL7i6zftoCBFp+GVp9WQkFPLxc5AE4GC0ySv0C458WBty1soN6joC2sl+qfaAKCwlzj1Uu1utxtlPYAJV4DCT6jTKIoRh1aad4eMSuIuzTU+QTPXSm5QAXbp85tpMYjir+OKqdw9ypvIaQFytd3S3YkWEElTjVRaUQjx6fLxqPJlPJfAwa51Aj8xltNwaOX4TeppMelzSZq00rUUQGkq8tVSZvzcnsmdV6VVNBrcrUUGbOkZYtoAoVOAzGHlgKLgnKhRvKZqA5YpCZSnyuczGopoKYxqKP9n11xYWuYfTNKObOojDuWiYVwnOvrxOm/nPtWlXB5WTF3rijhoQ1lXN8YZ0ObjI1tSra2Kdjbo+fAFDdHZwSk8U/QZcbvDxIOBgmH/BRE84hEIsTyCygqKKSgsIhAKEA0GiFWXERpWZyauhqqqiupqyllZkuIe1eW8NRSB08utfDEEgsvrnby1iYPr2/x88z6IE9vKuDpDVFe2BDg5bVOXlxj4+mVJl5a7eTlVS6uz1JxfZaG5xbZeWiBCIqwU55no7gwRGl5KbGiQuIhJxs7fNyY7+OVVQFeXx/g5XV+Xt8c5q0teTw238xDs0w8vdTLiyu8PLIyyuRoNsWWZJrcGcyPqzjQrudMaw6HatKlCMQ11SaWVdsYCCqIKxPJy04gLEugUpdKtzmTOW45u+oi3LlkKte2LuH8lhVMb62k1KUm35jMULGOjV1O9vfbuDgvwLVlIe5Y6OKuNSFevdjLhw9N4+XLnTxzoYkbZ26d/K8LVdAdrTwumsKVTp681MUzlydz40wHd+6r5sSmQrYtdLF+mpaN/TIuLhSqJhN3TNZyz5CRuwcN3Dus595hHfcOaLl/spr7+pRc7lZxW5uaXVVZHKpN49Hpeh4cyOH+vgwe6pHx+GQtzw0qeXVEwbszFbw3JufDeUY+XGTlvTl63p6t57m5Lu4ZsnJPdxZvz8rm9RlKPlhg5p3Zaj5caOHduSKoRM9b83W8MVfNl5sM/N/1Yng5zr/fo+O/7tTyH+c1/OtpLf++T8tvV6Tz46pMPp4v41L5BE4UjOP1BVq+32Xnp302fr/PyG/3GPnDAS8/7A7y0ECmBI57aUzDjVE9lztVbC9KZ0e1irUl6czxTmCqJ5lq3XgqlIKgmcWGeAaLo4kszE9iaf5EFvjHMceXxMrCHGa50yjOTCCcKvDMMva1qLg04uDSqIetjTpGvRNYGdewr9XLyjIzZeoESlSJ0rJ3XqGaeXFBUs2QcopHBN8nks6mejUrKhS0O9JodCko0afilaXg0aQT0qdTYkijw6tguFDNtBIdM4u0jImc3FIxvlFJ+vyxUj2zYkrpljE1pGBasZGBQisxYyZOxSRy1ZPwyMcR1aUR1qRSpE+nxiwyjFMoNadKhb/QmCJp7ze3edjU5GJ5uYnpIeEl0TGUr5fm9qNCq19oocenpMmRQXNuDm0hE8VWMaJWSwvVQlEvDSIDRUXMoabQITA6MloCcgbytaxs8LK7t4Dl5TYWldqZF3cyGNJKu4VZYjFcZmNWTC0ZW+fUhuiNeahxaujwaxgtNjOl0MhwsYM2aUFslRRAXUHhktcxVCiUQVbp6RHAS/+t0Zcg3PbmW+gROcEClRLQ0Ro2SmKYRoFN8Rmp9YuJivBfqSh2m0gQRbnApSfmMpBnURGV5uwC3aAgbhXLWQ2VDjUNYovsEdx2cSMQp2qtNBISCqJyr5Fyn5lSiRekpzRXJ532/Qa59Li1mXi0WZKqx2uQ49HL8ZqU5Ork+M0a3AYFPpMSvy6LqDGbsn82mCqX4tZ1xqel0aeTbgZl1mxpdBS164jadBKkrMqjo8YnupuWap9Rmn8J1VKh6xbWYnKRk1q3kpk1ueydHufM4gruWBrnziXF3Le6kvtWV3D3qlKuri7nnjWiMcR4YH05G7s0rGqRs7Ylh229dpZ3B5hS6WCkLkxJfgCv1084GJKKf0FejGg4RkFelMJIhILiUvJjRZQUF5NfWCB9rCgrkxpBdV057ZUhVrUHuGthEQ8t8XJzmYPn1wd4dnMRD26qYsuQj/X9IfaMhLi2II/n14R4eomNxxYaeW5lLs8udfL8ilyeX+Hm+eW5XJzpobvYQEnERXFpMXmxYkoLC2guzOXYjCKeWpbHEwu9PDrfw12jJh6e7+TppS4emW/koXkWHl7o4MnluTy5sYCxeAZl1mSqHOk0u5IY9k9kT72G830OLvVbONGYwZ6qDLZWqaRr/ewimZQfW6gcTyRnEiW6NFo8Ovoidha0lnN4+Twu7dvC+T3rWTDYRGVAT5E5iWlxgyRdPT09yPWVJTy4PMKlRS4e3Bzj1TMdvH5HFy/e0czr93XxzNVWXn1wmKevDHJtfyPHVkbYNk3Hmq4U1rYlsmswmxPz9FxcYeKBjXbeOhHnhY0RzrZlcWevlqs9Gu7u13DvgJr7Jmu51qPg3mE194xouG/UwH2jFu4Z0HGtK5tHhzXcmJrD/ZOzebhfx+MDWp4ZkvPGzGzeHsvm9VlqXp2p4/X5dq50apgn4gHzJvHqTD3/scXGZ6NpvD9TzttjGt6cbeCduTreX2jkjTlavtrs5l/OFPLVDgM/n7Dyl4OZ/GVXFt+vyOSDWYn8uELOFwsVvDEzh5eny3lzoZ53lmn58212/nzCwJ+Oavn7MR1/P6Ll74et/ON8Pv9xIcYfDrl5bkY2T87Ucb4lkx2lqSwITGRGIIn+3BTKlBMo1CVTqhvHqC+JpUVZLC3MYkE4lYXhJJZFM1hSmMNYJJOZziSmmiewozqHm4uDPLsmwh0z3SwqTmMwd6Kkqro8p4wdDRbWVVjo8SskM5gIFer0Km6ZBIMyhqJqphTopZHH0loHC+vdFGgnElInSTJPZ84kLDmJkrm02CijU2A+8m/JMmcUWZgcyKE/mM1QXjZTIyoWlpuZXahirFjLtJiRoSITjT41EU0S+dqJknmxzi1UPEoactX055uZE7cyU+wlIhpqHOnMqbCxt8Mtnc7X1tlZVG5nXqmN4aCSyUL4UGCWtPxtPjW11iyaXTnSwlY0gEKzXDKqBgwyQgY5UZ0gH2gpEI3BLVLx0ih1ZFHnltHsVdAn5vOFNsbiTpZUulld62dphZsl5R7WNURYUuWW0BKTi1zUhuyUeYSpTGBXZPRFtAzlm6VIyOECK/1RM1OKHNLXpknyUAt9YS2DBUbp760joKa/QDQKoRQy0OzT0BwUp38TdX6DdPqvdOulUb0Q/Qi1pvAHJMScOgrsWiI2DRHrLY2/ODmL05rYAwgZqCA/lgn9qFsvbaxrpZGQRhrNCBloVcBK3Cu6okZSEpV5DBQ4jYRsOvwmpcSXETcNty6TgJB3GnIklZDHIMerz8GnV+AR4yKDnFxxa9BlEjaIeD8NNbliQSJ+0VpJKSRAZEJuWpxrJN8mfsZbzKKmsJly0YzEKMptwKPPlpYy9X4N/cUuWoJ6plU62DmliDMLy7myopy7V1ZweXEJdy4rlzT9V1ZWcveqCu5fXcHVlVVsGvAxry6H+TXZzKrWS0tur81M1JdLRXEEt8NG0OslKsZAgTzyQjEK8mMUFkSI5EeorKqmorKawpJSaisrqInHqagoI15ZQn1VKZ3lMWbUhtg1GubudZWcnhdlU7+XOR1heptL6GyqoL3Ew+beME+tq+TJxbk8tzyXJ5Y6pYL90Hwbjy9z8+hCK1cXh5jW4CDPb6awMJ9YfoTS/CAdRTbOLyjh4fkeHhjL5a5ZuVyZZuf+ObncXJLLg3Mt3DXLwn3zndxc4+fG2hDb2/VU6ROptqTTmJtKizuZVlMCw84k9tYruDlm5tFZFs51ydhfm8SJNg2HJDSvk6GwlnJDMhHFeAoN6dJIsTLkZEpjnN2LR7l8YAMntixlydRO6qNWSZc9v9LE4eE8ri0s4P7lIa4uFmayAPeuj/L8yXo+fXiYN+/u4N7dUY4vsLFvqp7jY2bu3+LjxUOFfHSygt/eWc9fH2nk359q4+832vn93a28vD7Epb4c7uxTc89kUfw13D1ZyZ09cq4Nqrk2RcNdU1Q8NEXLAwNaHhgycH2qlYeHDVyfouRukVU9pOP+QRUvLNbw04kovxwv4+0VAW6M6Hl0hovVRVk0qRLYGU/n/dla/r5Kx3+uNfDTEh3vz5Lz9vQc3pmr4dW5Rp6aa+f5FX6eG1PyeN8EnupP5MdV2bw/msizrRO52TiB682JXKmZyOGCBPZEEnhxnp6/nvTxl9vs/P6wgZ8PGPllv5G/Hbbyp8MO/noqyJ9OBvjb+XwpCetkbSI7ChPYEElgdSSBBb5x9BkSaNIkEFclUKVLYMCRwKxAMrN8Scz1JDPLJYJr5PQ4kmgxJ7C5LIuXlwb5aGOYG3Md7KzLZjScRKc3ncm+TJaWqtlYZ2JWMIXFJRrmltskIGCT+5/qPqecWkcqtfZk4oZkClXJRHMSCSkTyVVNwq1IIKhIoEgkqDkyCeQk4pcn0+BVMSiKmE8tOW/Fa0mSaeblSCiQ+XE7M2MaZguzX6lVGnmI6NmoJlHihc0oMdMrZJNRHWNVuZLOf16piRU1Dgb8crq8MuaUCvSH4ZYxrczKwjIH88udTMnTMFpoYrTMTXfURKNbSU9I6P+t9EeMtAX0VAijqy6FEpsYf6spFbknpiyKbXIJlFni0NAQNNMQNFLqFKIaGXGXguaAmvk1XtY0hllVG2RFbR5zywPMiHulPF9hli116SjzmCgWh193DgMxMzOK7YwVO5iab2Z23MXsuJNpRRamieCiQjO9ATWD+UZptyG8B2Ih3BHS0hYU0EYVdT6d5AoWdbHYoaLCJ0xgQtGppcilIe7WkyCpbexa8sUW26SQ5uoFdoUkx5QgcS4NRS619B+Uu0UnMVGVq6PGraUiV8RJGiRCqIgcKxb7A5eWeK6OqEMvLYJDVi35Tj2xXAMhswK/GP2Iwm8QIyARMCIjqMuRbgUukwK7KQerRiAn5NJypc5toE2EHIf0FFsyKRdIYoEhdmooc4hRkYLGgPAgaAmaFbhEAzEqcIlbhj5LWjD1FYqMTBODRUa2DRVwbkkVV1dXcffKcu5cGpcK5Jl5xZxdWMKdy8u5urSSa6vb2Dk9zkBRJjNrlLTnq/HabLi8UVw+H5GAn9JoHkXRMNGQn2DIRzQ/n7xIAQUFhUQjAfLzAhQVlRItjFNWWkJRfpSikmJK48VUxEspK45TEiugXsz66iPUlHipK8mlvTZGfU2cxvoaWqqKmNHg4/TcQu5fEuT6YitPr3ByfaGFu+ZZeWixg/vmmrhvaR5bhoJUhNVM7y5juLGA4rCbrlIjt8+Lcv9sF1enO7g8y8k9C9zcM8fBfbNt3D3TwV1zfNyzwM9Di3zcXJnHhVlhWuxZVFtl1NhTaPYk0hdIodeTxKB3AksKJnG0U8tTi1w8NUvPfb1K7ujUcrbLxIluK1ubdEwvyqLMIN7oEwma0sl3qagM2xluirN2Zj9ntq/gjgPr2DCrk8mlDrrCala2eTgxw8+dS8LctzpfGg2dnePg2soI963P46H1Xt46VsSvrtXy10eb+dfHm/nbY+388eE2/vpoB39/tIs/P9TBV2IvsCnGbb05XBnWSo7fR6cZeHCqlrsGc7irP4cHp+i4f0TFw6MqHhmU8/iImoeHNTw8Vc/1QRUPDGTzwIiKa5N1HK1N5ok1Vn51dwufnO7kuU1NPLa8mkvTQqwtlzPZnMD6aConCiZwbzyZz6aq+JeVFv64WMV3czP4ZJ6Ci+1yCWXQZp4oZePe1ZbOowM5vDKm5s66cVyomMSNrhxOlSSyM5zAllACR6pS+GF/Cb/eaedP+6384bCdXw46+GmvnX+9LcIvx7389piDn486+MsJP/95toQf9kS42CPjZEsWLy218PZKI0/N1vDwdAWX+lVcHjRyoDqN+YFxTHGNY24ghXWlSkZ86VSI1C7XeC4PGHl/cwF3T9WxqiCZflsyrdZ0Gh1ptLozJSlluy2DXk8GM0oVzCk30u2VUW3PIKpJo04o+5yZlBrG4ZOPw69IIV+XSb4xjWDOBKpMSYzF5Gyv13NiSKCWNRSLZaopTTJK1edm0xFR05OnlfZN3cF0+sMqqejPKjVJUkyxmK13CXyNKMIi41hNb0BFm19Ll19Bf0hBl0fsFG4F/wiwYLkxi2aPlja/mt6Qlqn5RuaUOKTxzKxiK2PlDmbGbQwX6OgXNE7BnyoyMb3YSltAR4VNRoUlg86QjpFiKwMxPS0+AXZTSTJOyUDr1UvNociUeUvyLvaaLrV0gxBNpDffSkfYTJ2YlAjjq0P4ozRSIxGy0BqXmhbReEqczCqxM7fYJjW/mUUWZhdbmV0iMoPtTI0ZGIzq6I/qGYxZ6Y9Z6RMu5DwjrQEttW61NAmp9Ool+aeo36XisB60SB6BSr+B2pCBhBK3cIcZpNFPvsTrv+UJEIyeMo+RCp+JmMgDEKqcXAMVuXrpRlAu/ABeQQs1SLwJ0RzE+KfaZ5Jm8sIPIOzGwnkWc4jmcmsRHDAq8OhzyBWP4dbHoEmNz6jErpVh1StwGNVSKEmxVUlbyExn2CjNwioc4mfQ3ZKQOpUU2xTkGWUETQpcWhlmRQZWjQy7TolVI5eaT7lLQU++md6okY6whvU9UY6NlXJxafzWEnhjLfesquTOpWIsVM6ZBUVcWFjGfWubOL24iv6CTKZWGuiPm4m6zIQ8LkJeO4XRfIoKi8nPjxCLBQnleSiIRcjLi5IXiZEXiRIJh4jFisgrKCYiVEKF+ZSUlVARLyFeVEBxrJDi4mLKSmLE40WUl8eprSylvbGcxoYqampqqC4vprbIR1+Fi32zinh0TR6PL3XxwFwLV8dM3D3LwJVRDdeXF3B4eojhuILdi5vpq/FSHLCyvNPJnfM9XF8U5NosF3fNcUvPfXO93D/Hw7WZTq7NdnHvfC/3zsvl5vIA9yyK0pKbgV+ZSJEtnVpvGoNROUP+dPrdiQy6xzPiTWBl0SSuDhp5fWWI5xdYJYTw5c5MLvaqOdVvYk+bkaWlSuot4wkrx0tqs5jXRm1hkMn1xcwfaOLk1mVSM9i+cIDhWj9t+WpWdns4OZbHxdlubqyNcd/yEEdH9FxdGuSrK9384XoPf3ywhZ/vbuKHq+28e6aemztjXFrs4dxsF8dGLGxsVrCyNo1zQ3qenGXhudni1qLn3qkqHhnR8dignptTlTwxquDpqTqenWHi5qiGh4bl3Jiu5YGpKu4e0XBlQMvpDgX3LglwYszPwZnFPLxrGk8emMajO/u4f10LO7rdTHFMZKFzHNt8SVyIJfN8Uybfz1Lxh2VqflmWwzuzlKwLpFItS6BekcAUxwTmBlNYFklidzyd/cUp7IlNZINvHJuCCewvncQba7z89VScL9fq+WWPm58P+PjpoINfDtr56WAuvz8T4c9no/xVysS18ovwAdwW4fcnIny928VfTof5y0kv/3I6zN9O+vnVbhs/7fPz1WYHLy4xcaRNzph/AmvLlcwuVFCpHSdhmR+Z6+VCv4G50SQGg5lM9mTR78+hOTeNjrBSOm02OWV0iEIbyWFKREazIxWfLIFaVw6z4i7mlpoZzJNTaphInjqFsDaDPM0EhiM57GixcbrPxrUpuVwecnC0RxRgPQ0eFTFDCkHlBMLGdMrdOXREdNTZU2jzZjFcbGE0bpFkmD1hncSqqnAKM5WGGnMa1YaJdHqyabJMotnx/+PpL4Msva50XTSl4mRazMwrFyQzMzMzVRYzM6NKJcYSM0uWbcm2wIxtaLvN7m437917n3siTsSN++e5MWZ6nx9frKyqVFZWpnKOOcZ43+eVlEHBw0sOeT4Vsit06mmWQ9Avt2M9LQHN+kxdlD+1PnY3hdheYWexxKwO2gUVx2inI6KlyivqxHyaQibGy9xMCSBOSARJcQoL1E2rDFyiOGoP5NDqz6VJaMhyAMvEwiOXaaPaFYjXSmVpCF1Z5Wlkqxx2AcwJarojYlQH+njCyHTSxGTSwlypg9UqYRJZWSiTQuhmRhzC0jEVORkp9TBU5FJegF6Z/xdYaIvZ1xE9Ms0JrI/mG6IWRWZoK7DQGTeTErcLdmHdByCegDKXhmJ7nlpuVPrNCvUgc/WGoIW6gIVKQUPIIlhmSoKLiFhpDFuVZLNasoVD8rZJwd6k+shiVv5y6SwSDp0aCXn1Wbh12SppymfOV7sAv0lu/jnY9fk4TRr8hvVdQEdYz0DMTEdQsBQyitKpClvlyVedSdihw2XMx6pdDw53m7Q49Bpsmjz8Ji1l7ny6pFUqcdDiz+VQTyEPLtfwrCyB95fz5uFK3j1eo5bAL+6v4Mmd5Ty7p5onVwt55kANs7WyU8hjtrOA9hIX3cUOOorshL02gpEYBYkk8ViUWCREPOwnGfKSCPlJJgpJxguJF8SJxoqIFRZSXF5KeWUZ5aXFlBUnqa4sp6S0mHgyTklJEbXVVdRVV1FTWURjUzWVFRU0VFdTV1VGTVmMoQo7L+8I8/4ur7rBv7zi5PlpLU+Na3hqKc58tZmFOiNnVhppLHIinKfb0xHe2unnjbUAry77eWXJz6vLAV5bDvLG9pAqBi+veHh+wcErKz5eXXLw4kqAsSIt3uwU/NqNxA0b1A/hUDCD8Yi4bDOYjKcxEZac1hROlG7ipZF8vtjt5lsrZt4ayeTp9q3c68vn+REbD/RLMpKFXt82koYtRK3ZJGQ0lPDRW1PCylA7lw4v8+CF/ZzZO8d4UwFDxRoOtFl4akeC145VcHHIwvEOHbcmrbx5JMIb+z08v+LkqVU/t+a8XJ32cn7QzdluN8da7BzqcDJbmsql9jzenbbx7piGj5fMfLpi5rMFE1+f0vGtZT1fn8/noykN709p+OqCiQ8XLDw3pOWJrgxeHsrkqe50TlWlsrNay0K9mx1dJewfrODuvn7eubbA54/v5MMr09zb1cyJWiuLjvvZ57yP27EtvFG9kR8NZPBfOw38P0es/HmfmTeGdewNbWHAmEJ9XgqtuSns9t3HtZL7uVWTztNtebw5auBXZ5P8+wNJ/uOmj3++6OCPZ5z8160I/3nDy3/ekn1AkP+4HeJfbgT4rzsh/u2Gk/+44eavF+381y0v//sRP/9x28F/3nLzvx4M8u/XHPznVTv/ecXOb49k84v9Obw1Y2BvMpXtBQJZ20adIYWpghwutuSzPbGJHt8mOn3bGPBn0OWWvU4OXZF8ZbzsCGQqLb/gmAfDOVRat6rs77lKF9tLLcwJjqPMxGhST5k5FV/2RoosacyXarne5+DeTJg7vXbONhoVV2gimk13SEOjT9LgtuHI3UzInE6JsMCsmTQE16nCrWL6CmkVVFIkoMW2dGqcufT6s9ldbuCxqRLujhayWqRlKJBFnS2VuCEVyT0Rj5GohNbDqzRKxdgUMNAe0Kl5+mShgcVyK2t1XrbXBZS5qqPAQLFlK4XmrTR6BUWjYyCsYSqmZ1rtDfIYiOnoj+nUQnYgqqc7mEtPVLvuQYqY1Zkqo+m2Qr8apdf6DCrkSIBtcsaJaWxd0ulmqNCqbvEDCYtCnYt6aDRhXZ/9l7nUMy23/ZhRjajGit3q5t+ftDNU7FavA0VWRReV+X+zjIPEdCahSlEbnUn5NxnVpXi4xEqKqHUkpjFpW0/6qnBp1Ccsckp5JMmrXm760jb4zVR75fC3qJu/FAA5+OWRIiHdgTyybFCdgaiGonZqo3bqYy61J5Blc4FdR8SmI2LVKQWQ35irbvAuQy5Ogwa7IY+AFACvhI4IOMlMqwLKadTtXzIH6rxaqoNmwjYtTkMuNl0OdjGB6aSQSDehx62Tf1uu+p9mpNRFa0jLakOQK7PlPLm3ihf3lPLy/jLePiRPCS/sLeeZPVU8s6uSJ3eU88z+Og6PllDkyaUqYWO4IcZSa5SJWjc1SRcF4QChQJiiaIyKSISh2iIm6iOM1QforolQEfORCPopiscpiBaQSBZRWFRCRXklpcUllJSWkCguoqAoSbI4TklxEcUlJRQVx6mpq6CyvJSKoiQlyRi1FcX0lNh5aiHAG7J8XLTz2JiOZ6f13JuzcrjbTYnfynhjmO1D9RT6bIyU2nlupYjXFr28NO/m5QV59fDKko+Xlry8vOTjldUgr2wP8ur2EC8sBnhpwcNbu+Ic6/SRyE9ReulQ/gbimhRqrVvp9GUyGM9hsjCH0dBWRnybmI9sYyV4H6fKN/PapIHPdjr55rJNqWJe6M7kpVEzr8/6eHbUzekmE4PBNEqMG5X6o8RnpSrmpaOumNmhNk7tnOL2qd2c3TPDdEcxY3UODo8UsKvNyt5mE2f77NzbneClfXEenvNzaz7CuakQp0cCnOz1caIzxJ4mP8MJjXKiHi5J5fl+HR/Mm/lih50f7bLys/12fnUiwDdW9Xy+08p39rr5cF7LRwtWHmzO4UTxNj6et/PL3U6+OaXhVmMWs7EsOkIaxuujzHVWsqOnhtPTzTx5bIyv3NjOd+7u5ltX5nhstpy9xfksOVI46Uvh6cT9fLV6K7+f1PDvO/X87yMWfrtq5IWmbHa47uNEUTqfrob4xREff74S5V+ux/jzxTC/Oe3hLxe8/MsVF/9y1ck/HDfw10te/u1qgP+6GeJ/3Arxv26G+OtVL/9yO8h/PVCgfu9fLjv512tu/vOWk/++7VPvI6Ey/3bVy3/c8PO7UzZ+dczGtxdzuFG6gQOJHNZEj2/fQLN1E+3OVHrcG5kqymIsmcFAMJV+fy6tjlw6Q3o6/Nl0elLpC2coOKDgFGTk4M/doLg9c8VGVov0LJWYmS6zMSxOfI+WYP4WEuYMGjwZiuB6rNXJfEL++3wGolr61CJTS3eBWZ05Hm06Xo3A3ISmqVOS7pg5XWGXBepWYs9T1M2kbgPd7nQutrt5YTLC27MFvDkV4ZmBAKfr7MwljVRZ01ReSYkrmyKrKIFSqbRKoEuumiJUO7LpDGhUV9FVoKE3Ia8GalwZFBs2U2XZQpt9K3sqJTHOz/EmHwtS4IqFPJpDs+AjfBq6Q3qa3bL/yFHdhYQV1fp1NIsrV7l3RfNvVxnYbRGJP3XRk7QpN6+wgKbKnEyWOpTLWGb7YzEjk4UWRpIWBuMmxmUfUWxnuNjBoJjE4jLW9jBW5ma42MZQkUxLzCocqUsKUdTEYLGN/mI7XUmHEtOMCAKjzKXc2DM1dgmEEdNUPkkhclqyKJGAF4HCudaTwiQGsF54P7Lc9RrVeEcepf0PmNXBL4d9tc+gTFsNYRvVPlkOy1jIRHXATIlLr9hBQqQr8wmfwkW5hIR7rERtOjwqYDxXZdC6pADocgiZclXhkTZKlhtC3JMCIJ+HYKrFPCaLF1kaOwy52PUSXL7+OHT5OLQSEC6jp1xq/RpGyj10FpiYrfZweqyIR9bKeWFPGa8equL1/eW8truMF/bU8vTOGp7aUc29PXU8u7+OG6stNCc9+B1GSoIe6uIemku99DcV0VgeJ+K2U+y2MV9XwNnBOKd6HVyZ9HFjIcKOdhfdJTYaEjZiPgvxSIhopIDCZBHFhSVKMhqLFZAsSlBaVkg8HiNRWkZpVTll5SWUJhPUlhRTVVZBRVkpQ/Uxnlgu5NkpM/cmdDw9mssToxqemfOxUOfAH/BTGg9RXRhTBXZ/p5+Xd5fwynKAx0dNPD/v5gUpBEs+3t4Z5q21CG+thnh9URbEYZ6f9fLMuI1312LcGPJRqUshqtlCRJ9KxLiVmH4LkbwUymyb6QmmMRrKZCyUyXSBBPNsZSa8lfng/Vyoy+LVSTtfrNn5ctHEyz25PNtr4I1pJ+/L3mHSwvV2PbOJLKodguzdRomMG5NumssDjHZUsWt2mDMH1ziwPMFYSwkDwkdP5HGgxc7FES83ZvxcngxwdMDFUouF0SobfcVmGkN5JE3b1A/udDSD8zWp6lb/5W4hXdr4wQ4bvz0Z43fnknyxy8lna06+uWDks1UL94YtrHk2cDaRxfdmnPyPA3b+n6M2/rzDwKvdOkadmymzbqMhZmOiuZADEy0cGm/m1GQzzxya4CvXtvPF3T28fWqU6yMJdsXSOexL4XY4hRdKNvC11jT+MKflf+2y8B+7nPx4RssPVjT84aSLf7oQ5E8Xg/z+gpffX3Dzo/06fn7Uzh/O+fjLeSd/PGfn2zsNfHVJz09PuPnX2wn+84EC/vNOlH+7FeYvl3z842Uv/34jwL9dC/CP5538y2U3/3nTz79dcfGv1xz8+4MxPlrI59WBbbzancqjDensj25RKVsDjhRaTCnUmzcrh6u4cwdjWYwX5tHhzabDq6HTn0+3P4MBQbLHtQwkBPUuoLV0PDn3U25PU7wckWlKStZ4qV3FdyYMGQQ0qQQ0WygTQKQzk0ZXBj3+NHWD7ivQ0y0ETV++4uknLblKGCK54e3+fLrCevqSZnVTrhaisDOLSlsmTY4tbC/RcrfXzWtTYZ7qNvFIi5aXBl28Nhrk3kiMi60+Djf7GY0LGG4LTbKr8OSozJBQ/jYK9BmUWHIoMqVRKVRkv55Sdx7F1m20+3OYS+jYV2XlfKubBzo9PNIX5E63n4sNTi60hdhT41RFrzeQpSJomwMaWqUQhAw0+nS0hU30JR30xG3q94UT1B6RQmBhpNjJWLFwkQwKMz1damWpys10sUWpp6YKLYwKF6jQSn+Bke6wnh7JzY7bGCrxMKhu/8ICsjNaZFZ7tP6EfN0FI21ShWOq3MZwkYn2YB4jRVYmSi3MVrmZq3IyX20lpfBvmlBxAMusX2ZSSVuuWuyWuCQLQK8cv3LLVwte73pOsCxd5dCXfUCDYKOlGMiBLSMh8RDIsjhsJ27JJWIQVU+OkjnVhl1UBZ1UBRzqkSIQc5iIOU0ELVoculwc2mzFAZLlSEdIx5CMXSJmZfiodmtVAZBvoCyDxWxm12Zj02Tj1GThktGSUUZAubg0sl/Ip8qrYajMQ2tQy3ChmQPdYW7NF3JvdymvHarm1f0VvLKnnOf3VPLMzkqe3lnH03saeGF/PY+u1bPWWUjUZSDk8+H3efD5zUQFiJfw0lGTpLXQwZIkTnXaONWu4dKAiWujJi4M2jg54OHYaJiZtjA1BW6Kg15K4gF1UFfE4ySCYeKJApKFBcTiMSLJQsqqK6muqaQkmaS6RApFMYXJQhqL/Jzo9fHYuI2nx/Q8O2nisWENj0yFGKt0EgwHCfhC+O1mWhNGHl+M88y0m7d3xnluxs29GRfPzjh4fs7Ja2r+7+b9XRHe3xFWCqE3ZD8w7+a1BR+PT/lod20mrk1Vemevbgt+3RZ8eRvx599PTLuRGnMq/YFspsT5GUtjMZbOfESKwAZWgykKLvbGjI1v7w/x+U4n70xk8dZYNm+Nanlv2snrUx4e7DWzqzyHJusGktoN+AzpJP1OyguCtNYUM9nbyoGFCQ7ODbLcVaVCsPsSOtrDWTR60ymzbqBAk0I0byPlhg10ercq6aAA7E5X5fLahJlvrdn5ZNnENxYNfDKl4bM5I18sGvh8u4Vv73Hy+ZKezxbt3GjQMmm9n33ezdyJpPBh9RZ+PZbDv+/Q8OdlE98cNHK1IpcO00Y1q25MupmWYjXSzI7+Ck7NNPPEoTE+urGdr99Y4K0jnTw8EuZAQSrbLSmcdKbwZGwL3+7R8m+7XfyP/Wb+cXsmP5nZwhczafzysJNfHLXxy2N2vrdTz69OePjdWR9/vODn9xcD/N2ZIB+uWbk3lMoPjrr5nw+X8h83I/zzZS9/vRbit2c9/OGCk79csvGnC3b+eNHGf9718x8PePjjWaPqDP500cdnywY+XzXzw0MBvr7m5APJvR4Rh7SZA8XpdNo2UWHaSKU1lWrrVqolH8KepmSUwxLJmbQolUzSnIYrZxPWrE3Ysu4nbthKo0PgjJLPkU+dI40y0xallik0pRPM30yhOZsiS7Zi5VfZUql1ZSlApMAii02pFBm3UajbQps/n4lCM5MCcQvmMF4ks3EdlbY0Gh2bmC7I5nKXiwd7HTw/FuSDlRJutxh4qMfNE/1enhrw8FCnjatNRq63O7nc4VPmsaFQjjKclVpTKbYLhFJPrQqxylbYBHWmObJocWzhYLWZp8cLudvt5bEBL88MeHh+NMSdNjuPdIc4U2HidIODG4MxLvRFmCs20RfMZ6RQbvlG+hN2BmQ0I7f8mIneuIX2kJHOiJXBpJ3huJGJpIHxpIHJUqF/2lkos6hs4emkgekiMY8ZGRZ1jxz+Eb0aifclbQr/PFoeUMVgUCSilR7VBYyWuBgvsTFX6WSm1MZsqYnpEvmeyeJbiL56FqscLNe4WKq2CwrCoFRAgmkoEuSzS6sQC+LYFcdtsewCZG4VtKwXAI+EgWvVF0pm/jUeuQXolDRUEmg6Cuzq1+VeURZp1eEfMWZR5hGCqJWqgOwEbFQFZRttUYauEr+DuMNEyKoj4jRR4DRT7hfjgoHuqIGhQhttYaP6Zskoqt6ro9ajUUqgiFWrxj5WTRaW3HQ8ulz8Fj1ugwa3VrILcqj2G1Q4jOwCJCxiR4uP24slPLu7lJf2lfH6kTpeOlDJKwcquLerlIeXS3hopZxnd1fy7I5KHlptoKvEgtdjw+kL4vG4iQR8BD0OEmEXRUENHfEsDnc5Odtj50SngZPdek536rg0YOZMn4UzYwUs1NuYrrIxU+diz0AJ29vjjNeGqIzaSER8ykgWisYoLimiQsY/peVUlJaRSBRSXFxMVTLAcrOPuxMeHhs18sSkjafmHJwbClIfsVIQCZIIxyjx6Tg+FOCttQJemHZwb8rJywsB7k27eWkxyAvzXp6fc/PaspeP9xfw0W4/76+5+FCkpaseXpp18vruBOOxHMJZG4iLh8OcRsiwjZgxjYg5DU/+NtXWy6HdZN/KWFj48NnsKs1mR3E6a4WpKv91MZrC+dqtfLBi40dH/Xy+ZuH1/jRe78vg3eE8vjJn490lD0+PuRRvvt21lYL8LbhzthFxaimPuWmujDEz0MTehVF2z04w299Jf10RHVEDy9U6TnRa2Ver4VKnm9s9dm60a7nToeeNCTefbA/x5b4Q3zns5qdnHPzoaJCP59x8umjik0Utnyzm852dVj6ZsfBQi45J4eUYUjga2srt2EYej6bwtbZU/jBr4X8um/m3NRsfDZvYUbCVKsP9lNpy6CoNsNRbzUpfLas9FZyabuDFE+N8/doCn91c5rXDA1zsjbPo3sqaIYVz3vu5V7GZH4/l8d/73fyrOIjHtvKtkS38YFXLr48F+OURL78+6eb3l8L8+XoRvzod5h8uRvj7K4V8us/LK6MZ/P5ijH+/nVA3/3+8GuSPV4L85aqPP12289szVv500c0/XXXyXw/6+NfrXv79ikUB4/58NsiP91n48UETPz9k5rdH7fz6kEW5mT9ddfDSlJOdVTpqHBlKxVNo2EKRYQOl5g3UujMot6ZRoNlAgW4TxeYsIvpthHRbFJKlREYm1vXXQu0GygwbqXdmqFt/gWYjSUMqsfyNFGvvo86ymWLTFgWKDOhTCWulw8qkO7ie7jab1KtlrEg422z302q9j4lIGjeH/Ly2Ws5TIx5ut+l4uMfNS9MJ7nQ5udPr59mJKE8Ounisx8YzI0EebLfxcJebJ0YKOd0SVL6EOvtmhWeWbOnJYjtjhWaGC220CNvfncW+WiePjcZ5fjLOvdEQL455eb7fxjN98rGc3Gh2cr3Zw9l6O2fqLDw6XsQDkxWc6y9Ry9vesCCi1925XSo6NU9h7AXsNizs/gIDw6LYKzWzWCnJX2ZmyqyKqrtcZmYyoWMkIYe/nV4Jn48YFGJiUpy/4gco8zBS4mWwSOb+DvoL7YoGKljqudoA89UuVmvcrNU5WK0RGamNbn8qMyV61urcrNa4WKl2kuLRZKkxTJHHrMLAY3bJ6NUTMuXh12UTMmRT7rNQ6V+XWkonILN/NeNXjmFxCBtoCKwjI1rDFhXIEpPwGHsehS5xyokEyaIeQZPWRh2U+oxUqHACq8JHl3gt6u8tDtgpCTiojzoVKlXmcpNlLlqDBhU0Xy/sIK+WRr9BjanCZrntZ6uxkYx/XFoZJ4nJTEOBzUjILMttrbJFS7hDb1THYr2Lq9NJXtxXyct7Snl2VxnP7a/mtUOV3NtZyiPLJTy+vYJn91Tx1Gopz+9p4MxEIcVBM163n7A3StAdJhCI4QsW4HYaaE4aONjt5WCjhtNdZi722znVZeB4m54Ddfmc7rFwY8zKnTEjD4w4eGw2wEMTVp5ajbGnu4BCr1WZyuKxOIlohKJEgsKkoCXKlKtY1ELlRQV0lLo40+fiiSk7D47quDpmZbLOQzLgIRr0EXVamKiy8vLeEt5eCfLinNz4XTw/71XdwPPzIe7NBlRH8MaKj28dS/Dpfh9fHvbzzX0OPtrp4ZUFWbD6Was1UGLYRqFJivhmYsYtKss5aRVjXyohSwYRUwZRfSqF2o20OLcxGc9ipSSH1ZIsVouyWIinMR3aylLoPq42ZfLurI6f7HPy3R0WXh/M5MWBTN6e1vDJdjvf2OXj9VkPZxuMtNk2Ec67D79pK2FnDhUxG41lIbobaxjp62Wss5prM0X88FIJf3ogwc8vl/D8uJ2Xxp28PWvnnRkj787aeHFMDgcX//pcM/+/T7r484tDvL6rgTdWw3ywZFGdgSyuv9zu5JtrYZ7od7EcTGNIl8J2RwqXExu5m0zl+ZKt/KA3k/+5PZf/60Aev9tt58l2LVO+zdTrU6h1ZNFfVcB0dzVLPdUcHm3k5koPH93YzWeP7OejG/Pc29vG0SoHC9YN7LWlcD2QwrsNGfxoJI8/Len5/Vw23xlJ47vz+fx8n5WfH7Px9xci/Px0lJ8d9vGLwz5+eSLAby4X8v6iiXfnTfziYhH/9GAFf7qe4B8uOfjLLS9/uRrm1yfc/Paog7+ctvPncyb+esPLv99y8F/X7fzrpSA/O2TiB3vy+Om+fH6xz8jP9pj4/k4jP9pr5Yf7Laoj7PFsIJyfQp0rm95wHjX2zcQM91NmS6XJnclgVEuPT5yymUr9IjuSKus2NWKpdWarvNwaRyaN7mwV8yjyzzrLJrpdW9ieTOd6t53F4hzKzFuIGjPV9KErblcmp6VSE5MJEx2+PJpsW9Q471qblfeWo3y0PcRjPUYe63Pw+lIRD3ZYuNmo44F2C8+OhHhjOsxzfUZeGnbxwmiA58ZCPNrt5EqDmePVFo40u9leZafPn81oTM9ysZmVYj3LFXY1juoKaJT0ckeFmcN1Jh4aDfLSVJDXR5y8Pu7h8QE3FxqtnG/2cLrRxZlaC1daPRxsFNOXlU5vKk3OLXSHspkusyrHskhLJYdACJ+DhVZ6Bbee0DFZZGCqxMx4sZnRIiPzFVamRVlUkK/MXdJBjBW7GI5b1ChIeEVSrARHPVXmoz/hoDvhojPupL1AMBB2RkodjBSaFf56Z/16EZBDfzKpZa5Uz/YaURHZmKuwkGLNTcOjzyFq1ytwm8+Qg8+Uqw5Sn1F4PnKYC9tfr27c9WGb6gZE+ikE0PqglQaRfoqxwKOhPmhUeOgyv5Fir1GZskQKWiIyKL+ZyqBQQwUat/52dciuQgvkxi8qoUKXkRKvfGzhWjiYKHUwVmKjI2L42+xfr2RfzQpQZydk0uDS5+M2yaGfj1uXiccgxjMtCYdRQeOE0NcRNTIUN9Hqz2G+zs3VmRKe2Slz/zLu7RYvQBUv7avh9SPNPLlWwaPLJTyxu5LHd9Xy8GIZT+2qY09fGXGvk3AgQjgQxOcP4QkW4Pd7qS8ws6vVzaEWI2c7TFzuNnC2U8/RFi3HWrQc79BydVDLnZE8bg1quNKdw4PDOh6c9DDT4KMk5KUwFqckmaAgECARKSASiVFYVKo6gMLCQkpK4lQX+piptnF92MndaSf7+nyUR51Ew3GiAS/1MQ0PLiZ4f0+c93aFeGOHhxeXnTwxZeHZeS/35kM8M+3nqXE7r80Lg6iA7x+P8p1Dbr61z8aHOz28MOfm6XkX5wZ9VBg3EdduJmHeTJFlm8pyKHNkUWBNJ2LLUgWgwCTWe7nNbaXaLtmoaQxH0plLpLOczGC7sHaKM5kIbmAudB/nalJ5Z9rNTw6E+N4uEx/P5vDWeBZfXZFZvJlPFuy8OeXiSouGyVga5daNhE2bCFuzKBJJXcRJV4mTU50O3t7l582dHq4NWNhVnMnTI451yuWyjg/XPBypzGF/ZTZv7Azw6dU23rmxyNs3jvHhlTU+PtHOBzvCfLLdzRfbPXy+3cOXuyN8vBDhdo2eNccWZvUpHAukcz2ZxiPJLXylMZ1/XMzj/9qn538d8fB3ay4eac1RDtkS4yYVxDHSUMZafxO7+us4Ol7Hnf29vHV9jm88tIOvXJ7l8flKDhXmsmpNYZ/3Ps6G7+fN+gx+NZzLHxfy+c18Nj8YT+N7yzp+dTLAT494+PFeB384HeVXR9385nyY7x4P80BXDg90anhlysFH23386IyHP90K8E9Xw/zxlJc/HLHxz6dd/PWChz9fdPIvV+38900v/3Tezc+OmPnlcSu/OKjn2yu5fG+Xme/vdfH5djPf22nkszU7VzsNVFsFmraVNvc2OrxpCoswUKCjJyh+gEyGwmkqNGgskaf2AzI3b/Fk0O7NoM2dSa0tnWZ3Ol3uzawVZfNAr5NbTdm8Nmbjq4seHu81srMsn3r7NtU5SLff4cukJ5BDkyODBtMmdpXreHN7Cd/YXczrYzZeHDVyty2fF8Z8vDwT4WZjPrcbc3ltMsSrYz7eGnPxtfkAH0x5+XApxjtLCW53mDhWlcuRBiu7qmxMxw30+XLpsG5lLpylwm2WE9kqVKYvaqDStI1y42b179hebeJKl4unR3y8OBvlQouZA5VGTtR7OFpr43q7hwf6Qkwlcml3b1GIlMVSC7uqRP0W4Fx3Aed74hzriKgYyIUKO/NVLkaSBvoE4RDWMCpRk+JlKJDRl57+SD79ccu6vFOKQHI9LH66yMJipUu9PRK30h930B510PK37N/2qJ22kFaF20wUWdhe72anuLCbfOrtlRrZM4i3wcxilZkUS24mtrwMNT93ajJwaDNw6kWimYdDbtXaLILGfELGXLUrEJKcOH5LPQblXKvwmtQjeIZyMY+JQSxoodQrGGcj5V4TlfJ+frP678rk15JWE7Sup9OIizggEWUG9T5SCGRcJHiHkRKpcrLgMKnZl9z8m8MW5TYUPpAUIskmlpm/x6jFZxA/QDYOjWAnBHCnJWTRUejW0xo2Kkdfe1jHdI04gkt4ZncFz+2u4OkdpTy2WsyzuysUKvqxlTIe217OnZVCHt1Zy+M7anl8tYhHdtQxWh8l6HUSjYYIhAJ4/X4iQT9Jn42OIisrzQ72txrZW5fNwaY8DrXkc6xDy+76LE52aTndkcX5njzOduZyfcDEuW4bTSEtxWEfSdkJxGMUxxMUy6GfLCQek06giOKiYpIiF01E6CwNcHqyhl1tAbrLvRQXFhAJRyn1Wzg/GeKTUyV840CIT/aHeH+HmzeXHbwlCAjpCJZDPDXt5qkpF+/uKuDd7R6+vtfLtw54+GjNwhtLLt7aVciraxEemY/SZL+fQqMc/lsptqRSak5TPHVZ5omxp8yRQYlD5HpZSqmRsIgZaCuVpk30BVOZjmWwUpTNcjKTleI8xkPbmAxtYsqdwvnqVL6y4uQnh738cJeWb86m8rWpDL4+k8+n82Y+nDXzwYp0Li721uZRa04hrhVl0kYaAvnMlWjZWZFFpzOFwvwUGuwbWI1t5enuXD6e0/PsiNBMt6gsg5OdFhYa/Oyd6efG8T288+A1PnviLJ/eXuSTM518vKuALw9E+OHBMD/ZHeAnB4r4ykKIW/V6lh0pbHdv4Fwik4cS23gunsK3uzP5p+0G/vuQiX88aOPLnW4u1GczJNgFSybtSR/TbeWs9lexc6iCQxPV3D0wzDvXVvnazRW+dW2BJ2fK2JPMYsErhSCFO5GNfNKWxT8uW/jrkpa/n8nmx3N5/Gi7gV8d9PPrI2H+/qiX354L8fPzEb6628sjsmAfs/Jwj47LNVv4cNHKP16L8sfTNv7lgof/uhbmP66F+OfLHv7tmo9/u+Lj368E+JMsm0/b+d1xMz8/5uLTHQa+vmbj/RkrX+yO8MWuEC8uRGkLZlBk3EizO4029WTS78tRi+B231ZafLIszaDJtolO11bavem0elLpCaQz7EtlzLeJQ1VZXG/X8nividdGTXyy5OTzFS8fThp5bcTA6zM+rreZWCvMZDiYul48QloafRravDlMx3M402ziaouJpydCvLu7gsf6bbww4ubVCT93WvN5btjN69MR3pwM8cFshA+mgrw2ZOfVUTfPjfm41CZgRz97mj0qu7fekka9YQtTwVzOtri51ePldp+Xk41W9tTZmJJoyUA2zc4s2vw5tDk3MVesYV+zhx21LsZEGh7Vslyo5VpfhIs9ISaLzXQFcpgpMbO71sn53hh7Kwycanbz4FgpZ1p8nGh0ca43zon+Mna2JuiPW9UCXKioIh3tLxBFVD5DCQv9MtIR9WGhXSElJC1sptTOco2X6TInwwnben5AwqWQ/JLM2BwShZGezqBWdQszEnRfa2e51smulgA7Gl2s1DhYqbYxXaolxWvSY9dkr5uo8tNx6rOw5KVh0WSq5apHn4dXm01Qn0PQkE3CLswLLRFTrhoPCX553UugIWiQ4PhcNfuX4iCHv5gfaoK2//fXUgxqIw6VSyldQXVY9gFmqsQw4Tevu4l9Ai+yMpiwsFDtZqbCodpLkVW1yJI5KCMng+JahMwatTiWmb9Hn4tHn41DKzNrIYfqiNpNCnQn/63wtWVLP1hm41BvhEd3lHNvTw0PLyZ4ckcJz+2r4fG1Cp7aWctDy2XcXoip1wfmC7m7kuTRlSJurjTTVurHIzuLUFA9kXCYUDhE1G+nUap0nczhDKw16tjfIhF40orpONRi5kyXiRMdOk62a7jWb+Zin5uJhgLlH4hEQiSLiikpLKWwIEZxooB4QZhkPEk0GiORSFJRXKwC35tKIlQX+CgK+iksiFDos7LWEuCDI0V8csDFp/s9fGXVwScKHxHmvVUv7+6IKEXQSyshnp338MK8h5cXnLy55OAru/28umjnmUkXj497eXkxwMtrBUwlt1Ju30qRJZW4MZUyRzb1Qmu1Zir3Zp07k0pnBuVOyYHOoVRaf2ceJYatFGnuo96ygSHvNlYK81mUbIF4FnOFmQwGNzIU2MBcIIVbjel8sqDl5wcsfHeHlvdHU/lgPI+Pp/QqQeubSwa+turm3oSbk41GRoJbaTbdR597M93OzdToUqgypNDm3MCBimxeGLTwwaSJB9uyFfNmudzAns4wU12VjPQ0M9nXxrGVRR69cIQPn77K50+f45PrE3x4tIZPDhTx/f0F/OhAgJ8eDPCjw3FeGHNzMLaNVct9nAls5Xp4G3ciW3ixfCM/ncjm3/ca+R+Hbfx2r5MPZ1wcr8mn07NZZdK2JB3MdtQw21nDSk8NZxd6efrEHF+9vYMfPrqLTy+McWs0tr48t6Zw2n0fL5Zs40f9ufzLqpk/zOXys6l0fryg46c7HPx4j5OfHHHzi1MB/ni1kJ+eEDy4nx+eq+DV6TDXatL54bGQ2gf8+ZKbP5538I8X3fzhtJV/vuzjHy94lKro94K3vuxX0Ze/OeNVmPAvD7h4qDGbEyXpXGnUsrs0mxLLJqL6zVRY0xQXv9WZTrcjnQGXBL5sozuQSnsgiy5vBrNJLSMxDR3+NLpdGzhUlsOD7Rqe683kzZFcXhnS8XxvDu9NGnhvNJ/Xh3W8Pmbh6c4cnu7R8nC/iwM1eqZLxBClod2/Pjtv9aQxkdQwFc1lsVBywPM53mDhybGYyiE4VZXF1WYTdzosPC5z/0E3L0yEeGkqwlOjIa70+BQ5tL9AQ1soT/HERLo5V2LhRKOH801Wzjfoud5u45GhIA8OhXhgKMi1ngB7ql0MK3noOl65PqBVqIu+iJ4ZwTCEcxmJ5TFValUfs9GZoRDSx9oCXOwJc32wgFuDca70hHlwqJAH+gu41htnf1OEna2FdMfttIRM9MSsDBXJwtisZO/iGBal0EDCzqCMf4T9kzAzUepcl4MW2emLWekIGWmPmmkT7HPMRluBjZ6kVe1OZXqyWCfh8vksVDtZrnOzo8nJcpWZuTIjU6U6UkJ2E9bcdOx58qTi0mdhzN6KXZeFQyddQRYeGQfpsvFoM/Hrc3BrMtXj1WURtmjVvkCwDj6BvhmzFE/o/0hIZWwkctAqn0hCrVQHbeqRYiDZlFIYKoPyZ0ZFFRX5qDzNQQMjRTYWJB+z3EZPVK8OcRVVGdArFpG8X8xuxGfR49Tm4jcKCiJHLZOjNhn96PGZ9ETsQgU1MxyTFJ5cWkL57Grz8/BaFc/urePuYjEPLZby9O4GHt9ezSPL1dxdquDuQlzJLu/OJ7m9UMKNqSR3Fyq4OFNDe7EXn9OO1xfGG4ji8oVUIYj7HdRIYIPoeUsNzFfqWKzIZ644j+0VGg7W5bOvOoND9Vlc6tZzstPMcH2ERMRLLB6loLCEZGGZUgCVxMMUx6MkYkmShSXExHQmfoKCELGoj6JYmKg3QNxhZrHBz0s7i3l31clHOxwK9vb+WoCv7PDxtd1+3liw8cqCg9dW/Tw35+SlZb8a9by25Oe9HRFenXPx9JSLh4bdPNBr5+V5MYz5ONyio8S8kUJLusp8LrJlKLu+jHrqnNk0eSWrOZsqRwZl1lQ1H650ZlJhT1OcFjk4Ks0babRvptuTynhBFjN/y3EeDacx6NvGsGsDi6H7uVifwUeLOn52xMkPdjn42oSWT6a0vDeQxocj2Xx12sRX5iy8NW3i2QE915rz2VuUzr7idC415XK3M5/nerV8NGnlfVFJDRk5UpbBTCST3oSF1ooAPW21DHR0MNjZxsxwN0dXZ3nm8inee/gcX33wMF+7OMtXD9bz+f64Ssv63p4QPz6Y4FvbIzzRZmKvdxMrxi2c8mRwPbiFB8MpvFuXzm9nLPznHgf/dtDGT3aaeWYwl73VohHPpMxtpCnuZ6yuiNmuGua7qzgx18orZ6f47PYy37q1xIsHejjV6mPVt5Wdtvs47kzh9boMfj2t4a/Lefx6OpXvT6Xy2Uw2312z8vMjQX5zJsovTvj5YoeRnxwP8YtLpbwya1eZvt85FuS3V0P8+bKXP5x18c+XgvzH9SD/fMmhxkG/PGbl7w+a+eNRG784ZOKXxwz86qSD9+dtrEY3MmDfyFiBhipHJkXWLGK599Ekxdy3jYWCbPaX5HC52aiAgPMFaUyF09hRpGFcAoOcG1kry+fBbgtvTTn5aMbI+xP5vDJi5JleDe/Py74lyIuDRh7u1PFAt4N9EjdaomFPjZHt1Wa6g9mMhNLZXmliNJ5Ll3ebUheJ0arJnUGzM5ORiIbRcDazSYmqNHKp1cmtLgd3ep0cr9RwrDqf7UVZyn3c6sshnr9BLZkTxi0MF1k42hHiVLONS612bvWHuNDh5XC1nrMNZp4YDvHUSJCnJws50eJX6AjJSRfxS5ktnRaJTY2JR0kyUoTfY6DKlaPOqSMdcS50F3C9O8JDw4U8PVvD3dFSHhor4+5wMdcGClmr8dIR0FEn9OKwTXkE5MYv2v6OsFHFPw4kHPQWSPi8mcGkKIfWA2BECirAt86IFA6LUhd1xSQhzExnwk5nzEhnVMdIseCybcxUWJksMzNf7WBVuoEKI9NFYjIzkhJzGHFpMnHlZ2DPSVWHukeXiTM/DZdGVDWZuLVZyqjlNeTh1ubg0WTjF4WNIZe406CkmCEJfhEEtKiHzFlUCkpa5QWb/98EMYmRFF9AnZBFw397QrZ1lLMkinl1SERlc8ypDvn+hIW5KrfK1ZQfYAmjafBJWL046aw0Rl1ELTrc2jzchnw195elcNRupMCqJ2Y3qNGQKIEkcGas0Elv1ERbUKNuy3eWq3hqrVqNfB5ZqeDRFXm7hsdWa3h4pYJHVkp5ckeZeu7KsmmxnAeni3hooZxLy820lgcJ+Tz4/RG8Ir/0iTHMR9TnJuazUxG2KNewBD/Pl+SxVpHF9pI0dpalc6RJo4rAjlrhcjhIRkPEJF84WUyiqJjiZJjyZFgd/oXxMhLJEmIlxcQSMeKxANGIj4jfR8RmVN6G57eX8t6yh6+tuXl7UUxfAaX5f37GxeurQV5adPLiopWP9oV4Y8HJ+2tB3ljy8fS4hWcnrDw3ZePumJM7w27uDjl4YtLJ42N2jrVaKbNsotSeqfgm5eK8dGdR7c5WoyCxsIvxpcmdTZVlK+WyKLamUufNo8SaQcKUSpk9g0LDZoq0G6kyb1TZriPhLIUKnonnMhLYxlQklTHvBmaDKcp5+9FygF8fi/B3u018dXQzb/Vv4q2hdF7t28LbI1l8umzno3krr40aeGVAx3ujJj4c0/PhaB5fnzbwwYSWr6x4eGbQxJ74Znr8qVS70igW3HhpnN6WRsb6uhlqa2K+v5Njy5M8ef4Q79w5y0d3DvPxpSne21PJt/YW8+2dQX60N8wXO0K8OeHmdDKbReMG9rk2cSmyiYcjG3k1uY0vWvP4y4qNf99v4rc78vjOdgtPjAjLJY8y00YK7dk0FvoYaqlgvKOcxb5izi018NbVeb7+wBofXpzl6bVWDlaZmLbex5o5hZvhjXzWq+WfVoz8585sfjV5Hz+aTeene+388niAX5z088NDTn5wwM3PTsT50ckinhnM45mRbD7eaeUXZ0L86WIBvz3u4p/Pu/n3Sx7+dNrB7yV0aL+Jv9un5+eHjPz6mJ2fHbLw42M+Xpm2MevfSK15GwlTOgXipM25jz0lGh7rdXKvz8pzQzZeGnfx3IiDmx1WlqPbWIllsFCkYzCQzu4aC+farTzU5+CxbhNPdGh5acjAO7N23poPcqfHpTAhkwUZjMfyabZuodOZymRhPpOlRlp8+euHvMzTywyMFWTS5kmnyaehKWCkWSgB3lxaPZkMJozsrHazVm5TXcJaIpsDyUwe6LJyq9vOxRYru4sFdreNVlc29c4sKsxbqbWJZDiHky1+rvXHOdniYTmezvlmG/em4jw3UcD1Dh8HG4Mqq7fCma8AmN1xibTMYyBhpL/QQUeBixqPBGXpFMphssTBnqYw++r8HGzwc3mwgmNtcQ40RbgwVMXO+pC6vde5tCpnpTlspzloWc/7jVroCOrpliIQE2OXzPnXZaMqC6BAcs7NdEflUry+G5WzURRHfaI+SpjpELd0RE9fwkJbQHxUoiaSG7+FhUqrGv8IElsURylygMvN3q3NxKPLUktgOTB92gx82jTcmnRcmgycunWNvTMvA59Oxj/5FMjt3yxsn1xCwvmx5hGx5KqZvuAhJC1MeBdi2JLAF9HtSwUVrIREScqhL+axeikCEjwTsSmXsfgM6gPiZDMyXe5UXOy2kCx/jdR7TTT5jSqLszXmJmLOx63PJWBZdxYnnSZCJi0Rs06pgLxmvfocxTg2ELMoWZWMkxbqPJwZKuCptRqe3V3DEzureHipkkdX1g//O4tF3F0p5YmdlTy2vUQ5gx/dXs2VkRg3J5Pc3V7F+YVaRupiRF02/B4vwVAIfzBIMBgl4A8R8nsJOE0Ue/RMVVvVGGhXlQRabGGtdAt7m/QMl5mJ++T2n6AgLkiJOIlYhGLBa4cdxMMxYsE40XCEcDSkCo7XacNjMxB35LG92cuLO0t5e8XHm9NGPthu5+UZG89Pe3leEswmXTw36+PevIfX1iK8OOvkVbn5y/hn3suLi341Y39uxsuDow7ujjh5aMjKg0NG7g7aONFqpz0klvtMpdeudecqaJdIAWtdkreaqX6gOqN6lcRUZUtTnYAUCjHyFJm3UWXPoMaZQVMgj0qrhHRvptK0kU5/FtNFehU8s5DMZi6Wzlh4mzIlLfhSuN6Yxjd3e/mHM1F+stfEh8MbeaNvE+8MZfK1GT3fnDfw0UgWb3Zv5b3BbN4byubdgVS+NpnDJ3N6Pll28s64mZdHbZxvzGMxkUq7a5MyEsWdOmqLC+hvbWC0s5XR9iZGWxrZPz/BM9dO8tGj5/ng2i4+OjPBO3vr+XBHgq+vevlyh49Pl/w8P+DieCKDva4ULgS28HAsiyeiW3mlZBM/HMrln7fn8V8HDfz9LhPvT+g4V5vFZDSbMuNmCu0amkujDLeUMNdZyu6BCq6sdPDa+Vk+urXMhxfGeWy2jINlBpYc93HMm8KTRRv54Ug2f13T8aelXP5uJpNf7jDxvd02vnfUz3f2ufjxwSB/f66Ub+7x8c6SmXeXLLwzq+M7e138/myI352Qg9/Jr485+M1JFz89aObLlSx+slfLrw66+cVBr9oH/ORIiJfnfUzH0ynUbaDQnKq+X/tqzDw27OXRLiOPixyy28KzQ3Ye7F+PO1wtymO5MJeJwGb6XfczFtrMsOd+Bizr6WQHy1K53KZjT0k2A65UhuT27M2kPaihN2xkQCTfCT2dUS1FhlSqzKlMFRrZX+tkZ4WRfl8mNZZtquNsD2rpCmppcGZQZ8+k2bqNDutGlpP53Orx88SAl2cH3DzSYeLpATeP9bm53uHigmQY1DtZLtareNO+QK6KhJwqsrBUbORQrZ2jDU6ONDhZLdbT402n0ZOjRCky1eiI2pmr9KslrOAaxF/UEXMoSrLC57i1Kua2LaCj7W/oCHl6wgba/MILstDk11Hm1KoJRp3fRFtEZO4WOsJmBotc6tavHsk0L3Qoumd3xKjOw664RaV9dYjBLOagN25lSEZCJXamRDJbbGI4aVYObPU1ihroS5iZqnQzUSJKIgNzFXalPpJFcIrfJJjmnPUCoM9Wmbpy6AdFDaTNwKPNUPA2tyyGdVlq6SoIZ6F1hoTiaZCAl/UOQHj/QuQUjX9DxKFyAoQBVBOxUS1mMWH1h6zqFt8kMZKi5AmZVbEQwqgqACFJGDNT6cqjPaxlqtTBZLmbjrA46/R0FDhUeHJH1KrURhIPGbLq1x+zRnUAEZuBiFU8Anp8VoOig5a5xHEoLjkPLYFclhq8nB4uUAqfJ7aX8/BqqTr4H1ur5cGlCh5cKuOR1XKe3FXNs7treWKtmjszpVwcjnFtMsmt6QJuz8S5NFXOUlsRVVEPQbdDKYJcHh8e6QoCIbxeLz6HlcqQhakqE7vrsjnZpmVvbSbTVRrlIXD7/HhCMfyhAiL+AqJerwpraCsOE3Z5CDq8BN0uvG7JWXYQMBuoDBo4PBjlld1FvL/m491ZEx+tOvjqXjfv7nDw1pKLdxbcvDrlVMau5+Y8PD7h4skJD0+MuXlszMWj4y6eX4zw7GyA52cDPDnh4plpL0+MWnls1MSjwzZuj4YZiOUSFqSvNVvlOZc6ctWh3iBdgHQDznRqvFkqdrNOERrXi0CFLYMK+YG1bqFVFnu+TJXOVOvIUMvkpMyWTYIZlm5g3Uw2EdrMTEEqo/4NDHvvY8aXws3mLL7YZec3x/38TKSqI6m83buRT8Zz+Hxez7cWNHw0kca7I2l8OJHD16Y1fDpv4KvTZr46Zefrcy7enXLw3KiDi60GVsrzafGnUhPQUh6yU18ap7+ticH2dvoaa5nubuLcniUev3SM1x44y9u3DvHu2QleXyvig0UP31x28eVagK8vh3i83chB730cct7H1WgaDxRsVmOhDxu28JdFDf/3QQv/tVfHL5e0vNmn42Kdjn5PKsW6bRRZ8xisLGamrZ6pljJ2DFRwabtEW87wybUV3jk9wQMTxRwpz2O3N4XTgRReqEjjZyNa/nW7mb9sN/CTJT1frpr5coeN7+xy8JOjEb53MMjHK2a+sdfHtw6GeGtGw4ezefxwv4vv7DHz5S4t392j59s78vl8KZNfHxU1kJuf7vPw84MuhaX41bkEb233slCwlQbrFrpCGmpN99Hr3cpYJJWZWBqz/i3sL8pSMt8ex0bGfFuZDmxSHpB91XnsrNTRqxLD0ukLZTFWKDfbbBqc6dTbMxRCWtASHf5cFbcoRqfOiE65ZRO6zTQ4UxmL5TOf0LFWbGIurmMkkk+zYys1ti3Uu9KpsqRTa8mgz5/FwUodz4z4eHXCx5NdJh7vMPJQi5ZHe5w81O/jdqedxwecPNzn4ImxKNf6Y0wX2aiyZytnsTB+VkutTBXoaXFmqzFzpVdDuV9PlXD0XXp64h5mSgMK5Sw3727F+zFS4dYSNORSYNZQG7DRGrar9LDumHQINiVakd1lS9REY1R2nlblq5K/Qw75sTIPA4V2BoucdEQt9CTsai/QLRy0iIG+mEW5fmXMIyFXnVHpQmRfYKU/aVayUjnY58pNDBXkKlrqYNzAcKFVObKHJIWsUM9QXLhHWmbKrcxWWkkRLLNCMRuy8RpE/rneDUgXIEVAXr2CZ7Zo1jN+JbzFJKqgvPVioMJctH/L/pWsXi1Ju27d6CVLXZ9JSUGlGAgorjFooS0siw/rerBMWKImrev6fvEYBC1qGVxkyaItIosMp9oFKMa1X0eP6F5jFrpjNloL7MRsWkI2PWG7Qe0jZPaf9NjW3cV2I36bUYXPFDtyVTslBoreuIG5OienR+I8sVajZJ8PrRRzZ7GYB+ZLubtUyUPLlTyzu56ndtfw2FoNDy9Vc3uqhEuDIW5NJ7gxWcDVkQDXxsLcXarn2GAlveUBIh4jDrsZjzdAKBjC47Tj9/jwux20JqX9ymNffQ67anPVjiAWsuLyB7C7/XjdIQLuGCFvVB30MZeNgMdH0OvH7bDidVmI2EyMlHu5OFHIE4sJHh218s6Sh49X7Hx11cKHKxY+3m7l4zU772/38u6CS4XAvLMrzPPLXh6bdnJ70M6tQQ9X+uTVzuMTTp6fdfLijJMnx8zKJPbigpfHRmzcHvYxX24gpEnFr00nbskmYcmlwpFLhVVMQalU2LepRXGNJ51abxY17kyqxD0q4yJ7Bk3eHJrdGbR5UunwpNPpz6bBnUWlPZMyZRraRI15I32BNMajaUzGspiOZTMbSWPCv4Fx130sh1NUhu+31pz84qCdz2czea/vfj4eTeVbc7n8ZK+Fb69q+eainq/NmhXa+SvTRj6ekkJg5b1xC+9NOXh9wsazo3ZON+YxW5hJd0EelRI+lPTSXl3EQHMNfU01akQ0NdjHyT2rPH3lCB89coI3L8zwwt4mXl6O896il2/vCvC9PUHennZyoTiN/Y4Ujns2ci2+hTsFm3ixaDM/7Mrj/95j4P971MBfd2v47kQW743qOVOTQ7NlMyXmHGoibnpqCumrL6KzKspSbx139s3w9sUdfHxlkTeP9XJjIMCe4Gb221J4ILqBr3bk8oc1C3/dY+LX83l8e1rDd1at/HCvj58eLuDz3X4+ldCgI34+O+jn1VEj93py+WTNybd3W/jZfhu/PxXkT+dC/P0pBz855uIXp0J8f4+Zvz/i4k/nIvzhfAHf2O1jf0kmg55NiuHU68+kK5RDu1dgcVtosm1gNJLOSqmWyUAa89FUDtdrOdFkZH+lnoVEHuMFuUwUyxzbosYkzZH1fI8ukStG5PavpV72SLZMFQUrTtwKq4x7ctTlocW+jWFfNpOhLBYKNUzEc+iP5tAZyqUzqKfTk8PZVrfqSF4edfDmlJt35/x8tBTilVErTw17uNRs5nKdjjdnC3h5sZBjjU4mBTEjniJvPnW2NIYK9EyKOzdhVglcbQmXQtvURK3UxGR/aVKjmq6IIJ2d1Id0lLqylTm22mcmaTdS5DRQ4dDRFLBQ79XTGXfRGnXQEXfRLmdW1ECHRDXKNKLUzWyVT005JNRdlsCyaJY5vqR4CdVTVIvCQ5PLa1fEoBQ+9b4cpYrsj63vB3qiGvrCOcyXGVmrMrG9ysJsiUHJSUeTBmYrHcxW2RmM5TFeZGC8SLxVFsZKDaREbXnEnNr1pC5znrrlO/PTFY0zYMzF9zdYW9imUwepHPRiHIvIbduiIyDFQOSWVrl5awma1vN6JV9AlsFC4RMSnprzCynUJ5XQSlvUQVvErmRLDbJckUg16Qai6wohIZLKF0FhUUudqpVpDeoV7U7AbtL6tMftKn9YfAsBs1aNgILGPOIuCwm3GMsMFHithOw6ihz5dETNTFZ46S3QMVZq5PhAlDsLJdyZjXF3McmDS4XcXijl9lwFD8yX8fiOah5aqeD2QjlXJoq5MFzA+aEgd5dKeWCuhMtjIa6OBnlwppgH56q5PlvLaluE6oiBkNOMz2HB7bAo34DPF6A0YGKiVMP28kwmoltoDerwWk14XF4CAT8uhw23zYPT5qREFsIBN3abFaeMs+w59BRaONlbyL3lcp5fKuDhYSdPjrh4cdKl5vrvLln5aNXHB0tuPtxu54NlK19Z8/Dempe3dgV5at7FrWEzN0dcXOp3cmHAyeUhB9f7zTw2Zleu4eenHTw+ZuWlhQDPzQa5M+pjZ61FuYFl3xIUV7Ahl5A+kwJDOiXWTKpcmdR6Mqlxp1HnTaPRl02tO4sKQfR6JK/BRKM3hzZPGoOhLPqDaXT70xVLXaI/y+yCdBC54VaqrKkMRnOZT+awGN3KQnQz06FNLMS3MhNIYU80hUdaM/ls2crP91r41sxWPh7ZzLfm8vnBDjO/Pubjx3vtivj5jVk9n87q+PqsgXcnTLw9YeadKStvTth4a8bDc+MeLrWZmAxvoTucQY0vi8akk56GMgY6WuhuaaavtZHFwXauHVjgrbsnef/uIbW8felQOy+tFvDpngDfORzjGzuj3Os1cyy4jb3WDZzypHHVv5W7/hTer0rljwtG/j+HTfzPA7n8bnsG35zM4bkBA/sr8xQyOWFPozruoquqmK7KJL21Bewfb+f5M2t8dHM3X7m2xL3dYiQzsde/kauJLTxasokvh/L5pzUH/7Rm5kfjuXw6quNnRxN890iYzw/5+HiHnY+3e9Tn9/K4hRcn9Hxzzcgvj9j412txFSn5mwtBfn42yG8uxviHM0F+d9rHb06H+MP5OL87HeCHx8PcHdCzozSH5XIzI+EM9lXrON9m5Gh9PvvrDWqEN1uQzWw0k8VkGvMFW1iIbGUhns1IIIMe6f5UzGseFc5cGgSg5s+jypJKmVlGhZkUW7KocIhpLF3d8gcl0D6RzaIkgvk2syORpRLodlVIRrBeJYdNiYM3lMO+aiM3e528NB3k/aUIX12N8uW+Ij5eCfOiZFCPenl5OsSLMzEON9jpDeaomXpr2ERrQEenL49pyeutcCggmyCfB4s9dMfdCh9dH9FRE9JS7RcSsQhcNNSFdCr8pTlkozPuV+eb+KDqvBraIia1q5BJh5x3Qv+Uhe1okZUdDX6OdgY52hniYKufIz0J9ncXM17po73AovJ7ZczTKoSBkJaemImBxDoltFecxWKQC2kZTloYFwhcUsdcuVmp3ZZKNeyqtbFUYWa51sW0ICZqXAqjPSpfsyo7CzVuxkvF+awnJWxMo8CWq1Q80gWIF0AOfI8uQ2Gb1XzfolFjICFvSkcQVuaw9ZGLGMiiDoMqHmoZbM5ToS+SxlXs1CgwnBgUhBAqifTVAZNKp6lw62kUSajHoG7/ki+8Hl5gIWHTEDNlUu/TMlLqZCAudDsD3ardsSl0qjyScynMIuk8pBCFLRriThNRm5Gk3JalKNgNqkDELDl0RG1MlnlVfuaozPt6I9ycLuLJlTKeWC3l7mIhN2eLuSUFYE4KQC13lsu5NlfB8f4CTvUHuTlXwt3Vau4sliuj1IVBLxcHAtwcTXJ7PMG5/gDHBgqYqYvQWeymIeZQxShgM5HwiHw1l+FELiPFkv5jw6wzYzHZ1UHvsEnBcGK36CkQNpMnj6qAlu64nv2dAR6cTXJvtoAXZv3cm/Tw2LCTB7vNPC565yUf96bNPD/t4/WlKB/u8PPenIV3F2y8u132ATaemnLy8IidOyNOLvdbOdtr5lyvhav9Nh6b8PPslJenJ908NObk2bkAdwYd3BxycaTNTZFFAnzWv9ciBBCct0+fhV+7jUJLplr61ntzaPJl0xbKp8aZTqlpC9X2LOp9GtojwjLJVy7JHt82FSTe6k6lxZ9Noz+fCkcORdYMSqQrMG6gxbqBiWgW87EM5qNb2Fmczs6SdFYKNrAWTeFYfANPt27jizUzPz/k4Yc7jHw2k8Z3FjP5xT4zP91t4bvbDXy2oOPjqTzekF3BhJZXRiTwXcvrI0beGjPzwaybl8ZcXGjUMVuwlQ5/OmWuHOqTfpoqiuhtbWSgrZHxribm+pq4fGCO568d4P1HjvLu9QVeO9LAO7sL+XhHiI+W3bw17uJOhY4D1k3ss27itH8Ll7wbuOu9j4+qN/LPK1r+78NG/vchIz9fyuad8Xwe6DUzm0yn0rKJpCWf6qibxoogLdUxuipjrPXVcnPPMC+cX+DJ/b2canSwx3sfp0IpXAvfz72SzXxvSMvvV+z8dFbHl3Mavr/HxZe7nXyx18s31jx8uubna3sSPDqg5enhHL6138M/P1jJn68n+PP1OL864+dnJ7z8/Wk/vz7t4XeXEvz2Qpzfnwvyl2tJ/u5KA7eHg8zEsliJ53C8SsflVjPnm/LZV5bJSnwLy+H7OVKWyeUmHUdKtrEndj/7y/LYXmqk25uuZKRlxk1qT1TrSFcsIBm9VDkE8JZDhSWVFsc25hIajjfalPnqVr+fy51uzrV52FmmV4lgff4MNZufSuiZS2qZjGQw4N9Cn2cDR+qNPDYa4IlBBy/NRnlyxM/tLivPThXw4kolR5sdtHszlWRTbtfCB2v2CiPHpXIBxsVFW+pQBILBmJlGiVEMGqkP6KgNaGiISMqWQY2nJSx+tT7EUMxGZ2jduNpXZGOk0ktb1EyNW6PG3N3JdVzDXIWLvfVeHpgo5YHhMNcHQtyYLONgZwGLdUGGSpx0Ci9IbvtxWfAa1U1fPAKSwTBUaFZnQXfCSHeBToXXC3F1JKlhqcrCapWFhQojyzUOFirtzFba6Y8KpTSHgYSWxToP0xWyK7AzWW5jvNRCStSQSsSUrmb366OgHLUIlsNfHtkP/J9HKX1MecRtsmDVknCbiCi0s5aYU+bu64lfwhGK2TLV4qQz4aY9ZKdRMNFBC8UeneLBx235FNu0VHtEKSRxahoqJRnHZ6TYJYHLWUoKKnS7AYU3NalFsMDh+gqMKjyhOWxUsLmoXUdYPg+rhoTTSNQmEZdm4jZJCROHs4aYOZdmv4nxYpdCz/ZGc9nXGeLaRJKnVyt5dk1kn8VcHk9yc7acBxcrubtcyaWpIs5OlHJEVAJDUW7MlXBnqZJL4zGOdztUAbg8FOZCf5SL/fLq4c5cnBvjSa6MlXB5qpJ9XXEmq/10FztpTwgdUE97zELMZsCp1+O0mPDKQt2io8jvoKnEy0ilgx2Nds70erg7EeHeUpInZ3w8PePjoSEHDw85udFl4FafmSfHXbw45+benOSdmnl6LsTba2FenbDx2qSdd5YDvL7k5Y2lAK/Mebk35eXJKR83Bu1c6bVya8DFQ0MeHh5ycWvQwdVBO9d6zZxtM3Cu08zJbi81Ho3q/II2ncpZCMnIzWHAmZeOX5eh5tnChaqW250nb10TLWMe81aqbNuosafS4sumyZ2u9gEdPskbTqcnlEt7IJfWkGRAZ1HlESnpFuUxEDNZq2ML45FsFgqyWE2ksaskldX4BnYlN7I7KklcKdzrzuSnBxz87piTn+/S8Z3FDL42fh/f3a7hBzttfH/NpuBnX5vX8eZINs93p3OvI42XuzN5Z1jHh1N2vrYc4fVJD+cb8un3baTKuokSZy51hSE66yvpaaqnr7mewbY6Vkc6eODIAm8+eIz3Hj3GO5fnePtgI28uBXlnxsW7Ex6e67JyPpnFmuU+9lg3cNqxkQfcG3gheD8/aE3jv3fp+a/9Bn69XcvXRzJ4qTuXS01GWlzCQUohaM6ktMBNbVGYiqiTpiIfs13lnBqv5KGRKA815HO5YDOHHSmc8G3gnOc+XqlN5+/mjfzDipYfzeTxzbFsvjGr5SvzWr663cW7O+KcqM7kaE02J+rSlVP819cq+OOVQv50KcLfHXfw0+NehZr49dUyfnm5jO8dT/DegpeH+qwcaTAyGkpjKZnPWnE+c+Et7CpK5URVJne6dDzSmcdrY3Y+XgzxwVKQJwetHK/OZ6VQS78/g2EZBSXymYjnMRTOplcYOSEt3WEtTc5U2p2b2VNt4XKXl2udDk42mNhfpWc2nkWvN4162zZKdJtI5qTQZNmoAooOVpvYU5LPaGAbTeb76AukslSiYaUol52VJsYiOcorMleoZaXaTasvl0avRh2uogaUVLGukF5x9QWkpjj5xTZGCk1MVngo9xsVFLPGpaPBp6ev0MVcjV9FS17pKeCR6RoONAVUDrLQNuWw7k5YaZMs3pBkqOtUIuFClZuFYi0XekLcGAjz0Hghl/tj7Kz3MhA30ikjnYRcbIXn76A36aBdjcrEIKanT1AbgWyFq24N59IhMtmEiYkiwUjoFO5BojKXap0s13sZKxJ8tIXBhIGBuI7hIiMTZRamKwUtIYljNqYrHaSopZ4rj6hZHL+iAsrGpZUuIEcteiOm/PVxkMQ4yqLXlKeUN4KHiNn1xBxSAPIocGgochuJCcpVn0qpO1dVTtlud0dk3GNTLVLSmY/fmEHYlEvUKIleYtjKodSjo0iF0kiCmJESh8SsmZQbWIKOZfwjyT6ieRWDmBSAer+WAnMOcbdJdSdqIWzIVgdVoahvnCaSLqGMyudmUt2GcDWEZiiBFsv1Li6OJnhiqYJHZuXALuDCaJKrE8XcmC7hykSSs6NJjg4Vsq8rzIWJQh5WEtFqjnd7ONhi4dxAQCmDjrR6ONzmUR/j9mSYB0f9XO52KZPPM6vVPDyd4MG5Yq5NJLg5FuJYu4v97SHmql1M1LhYa/ZxoMXH4a4QZ4cjXB+PcLXXye0BFw/0eXh4OMBjYwEeHfVwV83wXZzvNnO938Kjo2LgcvDcrJOn5wM8vRzl1pCFp8Y9PDZgVQaql+Y8vLrg4u0VPy/OuLg34+fOiIdbwx6u99m5O+TlWo+DKwMe5U4+067nZKuR0x0Wjne6lKRMsiMiLhNxt1WNBMOye7EZCFuNRCx6EjY9hTYtxdZcGtQPmV6hN6qtW6i2baPenaVm/1IY2vxZtHklYjBDxQy2+jJo9qbTHsyi1rmNBn8O5ZatFGnvp9K6hWb3NkYLsllOZLEc2sSe4lR2lm5mV3wTB6MbuFa2mTcGc/nZAYGdOfj5/jw+n07ly9lsvr+s5XvLZn6yy8V3lgx8YzqPr07m8cG4hlf7s3hlIJuPZy18vuLimytuXhyzcKQ6k77AFuol2tCdR13ESU9NCSPtTYx3tTLRWceu0Q4ePrGT9x8+sy4dvbrKa3tbeHHWz6vjJt4cMXK3Npudro0sGO/nuGMLN10beMK/mTfLtvDj0Vz+Y4+Bvyzl8u2BDN4cyOfRQSO7q3Opt2/Gn7WJArOWqpiPuuKwGiEOBVO5163lH9ZcfH/UzGnPJlas93E8sIVT9hQeiW7im525/GHJwC9nNXw+ruPdCSMvTxu5NWBlR1Euu0v1LBekcbgqUyW3fW13hL8/G+W3lyL87HwR7+8t4PnVGFd6HRys0rBWnMH2kjxmi7X0RTPpj2Yxlchje3G2CnV5tFfPvREL90ZsCsJ2q8vO2SYDRxr0LBXlMx7OZyySz0gojUM1Gk7WajhUpWNHST4ToVSVMzwcylZy0NFwJmPRLMai2QyFMlXSWJV1PS4yrttIuW4D46FMZd4Snf5D3TbFALre6eJIrSh5tKrIDMiy2b6FSptcKDIot8guSkOrX68mB20Ri4qP7Apq6A7rFJN/WPDMwtspNDFWJPtKCbHKVcrEjpCdkWIvc9VBliudnGrx88RYMc/MVHN5IKnctcIV6gpIIpiOFjGrejX0Rg3MlJjYU2vjVJuDB8ci6kw40BRkqsRJs0+rJiASa9sXt6rw99FiB51Ri1IIieG1J6qjN5xPVyhXdQAtks4WymekSOb4FsZKjMyWm1iptrJa62R7vYu5ChuTJSamSs1MlhhYqpUOxMRKjZ2pYj0TJSYmS62kSGZutU9DgTkDvy5dFQC5+Ut7H9BnKsdvVGIcDaIAylGHvzzSBcgCVsLkRVIXteUqxU+FR5LBDCqPsjNuU1+EZr9egYoaQxaKXRoi5mz1MQQ2Jw5j5SR25CkHseAhZH8g8lFhiQv9bqTEpWzhEv6uzA9hvfpmifOtUAqPx0Kxz6Z2Dwm7VrmVi12SVWxWkDk1ojLmUuWWAuBlvMhBRzCHhXoPpwZjPLZUzsMLJZzoC3BiMM7VmXJuz5dzeaxQRUju6Y6qAnBtuoS7i5VcnyzkWIed031ejnX5ONIZZG+Tk0ujCW5MxLg1HuKB8RC3hwI8NB7hydkodwbtPDIR5MHJCPdWi9QC90KPk3PiZBzwcrLDwu3hEGc7XVzs93JnLMqldiu3euzc6vVysc3GneEgtwZlkRvk4akAl/tdXOtzcKtbx6vzPl5d9HF3yMztUSfnuw1c7bNyfcDFnYkQN4ekmEixcPH4pJdbQ3bO99s4N+jmXJ+PC11eTrXYON3u5FS7jYu9dk60GDnVYeN0j0+pBqLGdEVrTQjC2ylZzxYK7EbibhsFTvk9s4r3jFnySZozKRfHZVAMfDoqHLIjEBZ7Ni0+QfIKLyadFtdWtRyWcVC7XwpABm2BdBUo3ujOoN6drUxlZZYtClHcbN/MaCCV5UQGO4q2cbQyk8NFWzmW3MT+QAonY9IRZPHlmos/nfHwD3tz+NHsZj4fS+OLyRx+uKznx2smvr2k43s7bHy2LCwiLR9N5fHxtIYvVu18umjhm2s+Xhq3cLwqjRH/BsXBaQjoaCxwqxSzodY6RtsaGKytYPtoLzePrvHO3TN8cOsgH16c4a2DdcqL8fqUi3v9Zs4WpbNi2cBO6wbOhdO44t/Iw+EUvt6Syu/m9fxlRc/vlvL5fDCVtwbzuN1pYjmZQ5l2A578LYScOip8+ewp1fJ46Sa+3bqRf1rS85UxOzOOLQzn38cBdwbn3Fu47U3hpbLNfNyfz8dTdr6yGuKZcTOHq7NYLTcpfv1atZVTHS4ud8hyNIcn+nQ8P+XgVo+Jg9UZ7CzZxu6qPPY22dhda2R/o0Nhirs92xiKZjESzVLdwN5yDacaDZxqMrJWnM1ykYbJaA7DoXUelNz8+/zCyMlWXd9apY5DtWZ2lWqZCW1h1JvCRGALkxEpApn0BoQ3lEG9PZVWZypVpk0UmVMpMG6j0Z/H4Y4IdwbCPN7r4Jl+O0/02nhiwMG9MS+vTAe5N+bn6ekkJ9r8DIS1xDUCMcykzJFPvSePtkCuUtW0BvR0hkRKKXp6GbEIbdOiUsB6C8xqP1fvy6M5pGOkxM1UscDUbGyv8bG9wsL5ngKudhVwvjXCocYAuxuDrFb5GY5Z6Qqb6QybFcN/e7WTPdVGrg0EuTsR4+ZIhJ01Flp9GhoDJpqiLmoD6zvRgUKnQklLAqJgo5UyMmhWHbJwzITv0x7V0RzV0hbW0V1gUPLrvoSBhRoP22udrNWsj4JWKi1sr7axXGVltlTHSo2FpUojCyItLjczIzuApJEUIfdVKQt/PhFTlkriEt283Poj5lw10onZNIRk9i97AJNk+2opdBrVn0vWb8yWpzDScosXbb/aekestEdknmWjISihMrL8NavcgAqX3BZl8ZynRjfq1ZqnoikLLDkkbRpK7LlK6zopyxjBtIYM1In5Q5J0CkwqpLktalU7ABlHiZ9BcBSyeJYiUOKWAmBSXUlECoAETNhlfGRTvoKWYA5TNW6O9Ea5OZXg2mScI31Rjo8Uc2WugksTSc4NxjnSE2dft4x/CrkxVcztmXKOdfo52uHk0liMY90hdta7ONYV5MZUIXemE9yeinN1JMyt4TB3Bn08MunngTEPN4c8PDhRwIMzSa4NuLne7+RKn5OzvQ4u9Nq4NujlQl+QqyMFnGh1crbVybVeOzcHfNwc9HGzz84jI16emPLyyLiXG71OLnfaeXIqwAszXl6a8fDivJfHxj3q/W+Nhzna6eRwh4tTPW5Od9h4dDrOgxMRTnWYuTAS4MxwSP17DtQ5ONbi4mS7iyMNBs53mTjVbuZEh53DrVaWq0yUOLKJuK0ErFplthPjXYHDqPYssjeKuYwUes0k3EailjyC+kzCBkGB61X4dbWYcFwZNLtS19kyPokVzF0vBp609YLgT6c7nENPIEtBwaSDqHdnUmETb0EqJebNVJo30WzbpJQpy/FtrCU2c6Qik92JreyKbWUtmMLxRApPtG/ju7tM/PmUh9/s1fKDhTQ+m9rKtwW2tt3ID7eb+MGqie9tN/ONeQMfzxr4eN7ChxNavlgy8cPddj5bc/HqjItD5VlMBEX1cr+SvjbEnHRUFjLc0kBPUw09zRXsmurikZNrvHJ1Px88sJ/3r87xyp5KXpsN8tKgjduNeax47mfGlMJe5wYuBdN4MJrKE4n7+M5ADn9d1vNP0xn8aHAT7/Vt44UBPedaDPRH0ohqU0gYNqjw9jMFm3mhehuvt6ZyvFCWpen0O9Pp0Wxg2nA/R/ybOOJP4VhsEx/tKeTrx0p5ctrBwXotAxEx7G2k1Z/JcrWZiz1+7vYHeWzEx4UWOfxNHG6xcaDRwpE2F2cGIqxUGZgrNTAUzVE8/bFIJrOF+YzH8uiR71cgQ5EvBQTXHzUwGNMzXmxiKK6lxSkHuUiAc2nx59ARTKfLs5V+19Z1xVB1NicbtKzFMxROfKIglaGCTHqCOYyEM+nyS+Sj4EVyaPVlM1+oZW9pPsdrdNzu9fLYUJDHh3w8Mezj5akQzww4uNZs5FCNjblyD/WSSW7LU/kDcmseLzbSFcxTLtwqWzZlFjE0iqPXqoLsxZPQ7Neohauoc2TRPF1oYnuFi7UKO3sloa7Vy/GOKKsVLiYKTCyUe1mpDbFQFWAwLrd3m7rBz5S5WS0zcq7dxWMzZZxs8ygDllA+ZT9QJXvQiJOagJUGWRRLQYrbaPNrlBGuJaBXl2dZ+A4lrHQXyII5m3J3FvV+zfrlSgJoJOS+0MJ8pZ3djS7mS3TMFOnYXuditc7FYpVNdQgzFTIyMihKqBS7oUITKYJcFoOPBB4nrLmEjTkE9NlEzfnqh1iC3OVm/X9e5dYvr0lBR1vzVQGQgztmzVtPFrNm0xS00i5Kn4iN1riDmpCR2pCJejE9iAQ0aKfMpVdjo5BD+7cikKMObrn9F9s1KppSMgCkHVLzfhkBBaTiWRhMOuiMGGkKGSlz61UXknAaFHZaRkhlXgHPre8SkjKWcptUQHyRXUdXgZXpKh9tAlwqt7GnI8C1qSSXJmIc7i/g7HQlVxerOS7dQG+Ew50J9nUUcGmyjCujSc70RDjWHeXUcIwzo0lO9BRwsjvC7WlRBpVydSzO5dEYF0ciXBsMcqvfy+1xL7cnQ1wf9HJnOMLVwTCXuhw8OBxQ8r5zXW5ujPi5NuThQp+X8z1eTre7ON3m5FynlSt9Lu7K+GfIysszgjf28eiQm5s9Ls63W7g5IEvbEPcmnLw67+CpcTeXu3yc6gpwtCOoCtmpbi8Xez08PB3nxlCA871eTvf5OdTu5GCjjHy8nGp3c67Hx7kuF5cHnZzutHG01cbRDgdHOr20FRhY941k4ddlEtKvYz8k7D1uzyVhz6XIo6M87CRg0eIzi0JLR8SSR7EzT7Xi1fY0aqxbaXBlqGIg3UC7xAz6M+gNZdETzqVFAr0DOUqpIajh9mAu9f5sqt3iRE6lWOB0+k1UGO+n0baZTsdmxsOpzMbSFX56rSSTpcgGFgIp7Iym8GhPNt/doecfL7j5h+M2vrOUyRfzmXx3Ucv3V0x8d9nCt1ccfHXKwNcXbHxt3sJnKza+XLPx5Q4739vv56vLLl4et3KxMZfZ6BYVSlLpzqUu5qazpojupnK6GkoYqC9i90gLj53exXuPnuXDO/t459QQbywleGlQz9N9Ri7WaFl1bmKnYzNngllcDKZzN7aFd6rT+MVANn9dyOXXMxl8OZbD12dMvDBm4XBNDq2ebVQYUuiw3M+0d113X2rYQNKWyni1m/GElgHPZnrMKYy77+N0q45722O8sDfJvX3FTJdJiE4qjT6R4Kap78F4XMe+aj0vrpXx+EyS/bV29rT4WG0MMpE0MVNopCecR70nnUZvhtqdjRTkKNXPnkotM0mJU0ylxiK6/Sy6Qjq6Ixq1pGz25FBt3kqrJ4uBAo0qPgORDIaC29hZks/1TisP9Rp4tM/M9RYzF5qMHGvI52C9QYEDd1bksVZlYLLYRmdAR39ET5c3nTbXZvrESZ7UKsPW+SYXh6ptrEjYSaGOsWge/VEdA0UuNYcvsWZR48xR6VuLVU7GS2WioKXMlkmlJB/adVR7rcrMJZiTyVIbi5UOFkutrFbaWS6zsafey/4Gj0JE76lzs1LtYarcx2ixh/ESD2OFDoYKHfQk3bQUOKhy5SuJ5myRgf01Vk62hZgvtdETd6jzUbT+zQEjrWHxCFio8+hp8EnojVkloDW5MlVG8miRTRnOZPfZIF9PXy41QR01gsLxSri9iGxMtIS0jJeJSc3KbLlVmb4W6/zM1/kYSBgYKbYwWe2hu0BPayBPeQdGZQQkt/aEJZNCazZJaw5RoyB+RRUkS8l8lagVs8nIJ4+4U0NSbu8OGbFIiIyemMzwBRftNBC15BI2Z1Noz6dWEujDVmrDFqpDwvoxKYevcC9EFST00Lgjn7B8bJdRdRkSRCPzf1EByZ/LXGy03MtAkV3RPAUP0R4WZoZdSToFDSFhNZJXUB6wqaJU4jFR4jYo6Fyp3EZdgqU2UWDPU283R+0qX0CSjcYrXRzoi3J+TBQ+Mv6Jcn2+hnNjRZwYiHKiv5B9rRFODRZxda6K0/0xdtc5ODWQ4OxoEccHYpzsi3BjupQbE0mujAjyNcDJgRhnxhKc7nFxc8DLzZEg10fCnO10cmskysVuNw8MB3l4soCLPW7OdHm4PBDg2lCQi70+LvUFONnq4II6jJ1c7HFwY8DFw6NOnhi38+y0n2tdFq4IvbDTzpkuK0/MRHh2yqMgbrcG7Bzv8LCrycvhNi/XRmOc6fZwod/PxQG/GvmcHwpxosfNkVYrZ9qdCpglO4tLvR7OdDg40W7nRLuDkx1OjrSYOdQss9F8ahxb1AHSFcim25tBtz9L/WDJUq3MnqPyHcpDbqJOG36LCZ/ZQMQpKrEcolbJEsihzCmqD7l5ZdOi5KEZSvo5XJCjsnx7wznq44tao8ObRXc4j96YjvZgDo2eDGocqUpBUiqEUnEVW7bS4kqjJ5jFQDCd0cBWJoObWI5tZXtMIg9T2FeQwp2WNL7Y7efPF8L8wxEj357P4LO5PL45Z+CLZRvfWjDzyYyBb685VD7Alztc/PhAgB/stvP5gpZvr9r4ZNXLMyN2jpRnMOzfSL1rG7V+LdVhB20VCXobSumtSTLeXMKZlWGeOb+Dd+8c4N1zM7y2Vs9ry8U8PSIUTztH42ksmjawy7GNcwUZXAtv4OHA/XytMY0/zubzP3fk8/ezGXzYl8YLffnc7NKxktzGiG8rw8EMaqybiVu2EDBupMqdyYoQH8vzmZfQeft9iqw5W5nPvl432zvs7O0LstToYKrUpMx3vRLu7kmnwbaB7lA6E6UmekL5yqAlgSWCKh4oyGM4qWOgUM+wWjhaGI3mMBnYxLHqXK60GTlSb1C8/uFQhlrm1qmpQpYqCII6lkV/XyCd5XI9e6o0HK/NVcq1p/r0PNaj5Xa7louNWs41aLjcquNmt40LTQbOtUhBkDwNMwtFeeyqczBZrKMzmElXVFLhZMekoSsgeGp5O5+2qOSG5NImB2zETF1AR6U9Q+UZz1V6mavz05YwKcVZpSOHVpFpesxUueQskelEvgqPEp7+bKmNyWILIwnR0xuVT0BIojNlHsZL3YwUu1Uoy3CRi4GETXURfYUeBamUrJIan14lgw0nzIwm1jN9exLSHVgZiNvpkAIg43FJCZPwq8j6zXxCTFvRPCaTOubLZSy1rqBr9MpedV0tKSNyOftkr1oXMlLj06j8Mzdc2wAA//RJREFU37lKm4p7HBDUdNLEdK2PnpiW8XIrY2ViLjOo5fd4mYOpcispEtqScIheX0OhLHNl7KOAaiKtXJeHymil0K0j5pRXIzGrRpm9knJjd0g3oCdizlMmMIlylM6gVCqrR0ddgSSACRpap74oYpgQJlDClqsCYxIuPUk5qO3a9fGPQ2b4WrV5l4i23kKpmuIgFtmonl6BHUUleMZIU1hcw+vE0TKvIKjFeSy/NimqqBSGIrdZJZ2V+gxEnessooliB7MlEpruYK3Ny+mRCGcGw9ycq+LadAXH+yLsa/Oxs8HDsd44V2aqODdawoFWHyf7Y+sFYjDE+bEo12eLuTlXxrmhOMe6wxzsCHKoJ8zR/ijn+708MOrjSp8sVt2c6/aqG/bNsSiX+32c7/VwbsDLaRnxTMXVcvjacIALA15OdTvVglkO7suDQa4N+Lk15OXx6QgPDPs52WJSt/iTnU4uDQa4MRzgwRE/1/vdHGs2s7/Ryc5GLwfaXJzsdqtF9clOH8faPBxt9XCg0cr+ej3nOu1c63NxrdPM3R4D11uyudqazQPdQmc08uy4k+dn/Dwx4eNki4GdtQZ2Nbo40OzkcL2V3VUGDrX5War1KcpibcRJSdBFTBbFVp2SDQfELGjXKb+I7JhC5mwStmz1w9kcyKcjkEN/OJfeQDo9coAntSpspMWZoQ52KQSdgSw6g1m0BbJoFemoJ4sy2zYqnenKdCZBJNWWzTQJdE4WxqE0Rr2bWIhlsFqYyVI8VUHO9kTu525rFl/u8fD7s35+fdjAxyP387XxND5f0PHpjJZvzRv5YtnKl9stfGeHhW8tavj+TjPf323nk0UTn+7w8868m8cHzewtS2MsnEajK51yTx5F8kNfXcBgQxFDdYXMtJZxZLabh47M8eGdg7x/dYHn9tTw2FSYh4bCnG92suBNZUJ/H4f927gS2sID/k08FbmP7/em86eFHH45tY3Ph7fw3mAeD3UYOVVnUEV7f7McUnn0R7LUDmUmkcm1HisPdGk4WZXBYjyVLs8GmpyblKpJut6dnWEONrk41WjhWqeTM01mJiJb6PBvpcGzTcU+yqx5ptyuRgdTRRpmS3TMFuuYSGqZLzMzk8xjNp7JIfECtFjYVZ7HcqmGEz0R5iodKgFMQmBaXWmMJ3SsVNkYC25lJb6Vm91mnhox80RPNk/35vFot5ZztZlcbjNypd3A5VYt19uN3Oq2crlZx+UWA6frNZxptXCy081alZHp4nVHa2dYQ4tfS2vAwEDSRbsoBRMWmuRsUORgE60yNnFlqrn6Yq2f3riRUreEw2cwUuRiZ30BC6UeJosctAd1as9T59fQENAq5o48fYU2+hSMzc5MZYDpCr868IXUKeleQ6U+NVmQc6lZJh0RST40KRhmY0Dm+YZ1jo8oGJM2ugtMDAjrv8jBUNLKZLmT0SIDsxVmVmusrFWb2FVnVbuC5QoT85VW+gpkNJWvOguVyvi3aF7B5jeoLkBC5q3MVQk5wcKQ5BRLqliZldEyC6MlJobk18XihXIyXb7eLaRE5dZvySbpkJu8zPizlQNYNPUiqxSDWMyhUWYxkVtGLBo1HpJDXtp/ucUXeQ1E7Zp1ZZBVR9wqB7gc8uvFJaGSweT3cymya5WlWg7lQreBpMdEkc+iRklJNb/XqDFQmcRMhk2qAIgjThaJdZ58upU92qoKQIvkBEsllJCQv938lfHML8A5K1V+C+V+IY8aSEr34l2njU6UupkpEcaGjrU2PyeGopwdjnF9toqrs5WcGk6yp8XPjnoXJwcTnB8vZW9LkMMdQS6MFXN6qIAzQ36uz8S4OCr/bZKdzQFWGtwc6I5wpDfC8Z4Q53t93BoJcmsswvkeNyc6nFwdK+DySISTXS6OtlmVl+C0FIgekV/KYe/m3ICLc8NeLo6FOd3v53RvgJOypG13qa7gfJeHs50eLvYHOdXp4Vibg/P9QU60uxRN8UCDgyPtQfY1yYJaxkBujrXaONZk4UyzhVP1Gq62m7jTb+OBHgNPjjp4YcrNB6shPlgO8M6Snzfm3Dw/bOCJrhweac/lwQ4t55p0HG2ycKTVy/5aE8cazZxud3CuN6BkaPKDJmjvyN/ChYKGDHz5Wwjoc5V3wGvKw2vOxWkQ7IhES6ZT5ZVZp4YOXz69wXx6QtkMxTV0eDJptqfR5c9RaVRyW5XlYJtSDGXRITfVgNzg8qi2iVJkG3XONIUPqDTcT5N1C/3BTMYK8piIZDJTsI3lonVPwVJ4AweS9/FEVzrf3Wvh92d9/PygmU+mt/LR6FY+mdLxxaKZ72638OWyvNr57k67wi18c9nEZzuEZung811+3lt0caMtl9XCzfSHtlHp2EqVX0ttxE5/bSGjTWVMtFYw2V7GjrE67p6Z4dWby7x8epTHtzdyd6aY68NRdia1DGnuY9W8kZP+dDUWuuS5n+eS9/OLiWz+smbgx5M6XmrP43JNBtdb9dztN3OtNZ+zdfkcbzRysDqbW115vDCq4fVpK7fb89hfms5cOJ1BbyYtHmH4p7O9KIfb7SZeG3fx+oSTh3qNHBdWUkkGS5U6Fkr1rFbq2d9kY3tZPnsqdewp17C7Ip99tXpl/DouF4tWJztKtbRY7qPReh/jiTy1XByK5tPj2cZ8IovVwizWitLZU5rOucZcHurV8Fh3No93ZfNwZy4PdOq40JjPhWYdl1p0XFEdgJ1L7RYuNWm422fndq+Ta32S6WtkpUzLQpmR8aTc+qWLyaNX3LJ/C2Jvjhppj9v+RhgwKkOVzPSFJCCz9FqJp3Tn0Bszs7+tgIP1Ho43ujndFuBQS4Claglat9OpDFkCsTTRmfTQU+hipMy7Hs5S5GSi1MNERYDBEq/C04ipVbj8LRELjSEBYEr3YaTWraU1KHp+o1L8dEQF5ibgtnV420SZ6PJNzFUa2dvsYGeNnl1VWtYqNBxqdrKjVmieNlXs5N8ofinBTpS7NCqdTzJSGgIa2qMChROvgKQe5ipz2EyllYkyE5OVdgYTOnoiuaoIzFc7mRVsRJWVlCKnVs3wQxZh6IvbUw53HSFDHhGjED7zidhlVCOgN1HwiNQyRxWAiCWbmEMkoIKBkD9fVwclBFSmFsfZig4ad8jeQFLF1h8ZHxXKCMkjkkLh9ZvWdwoW2QNoKLDkqQIgla2/2KkMEsoZFzbRHjGpSiuOOeFriIRKmEASai8wJgmjbypw0FMWoq3QS3XYrvIFSj2CiDCq95OWbVrcxREtq81+DvVGOdoT5uJkMWfHijnal2B3i59DEvw8WsT+toAap5wbK+Zkb5RjnUGuThRxaSzB0a4gu5p8KoNzf09S+QVODcc5NxTj+mQJl4bjnOhwq0P//ICfK2MRzvT5ONXtWb+9KwWOi6synun1cnNcltIxzg56ONbt4HivhwMtDg61+zjeHVZqDDnIz3c5uTIYVnLSA4129tdZ2F9n5kCdiSNNFo63ylLXwZEmUfNYudpt4ZFBCy9N2Xl70c57S3beWbTx2pSZl8YsPNGj5Yl+IzfbNNzsMnOmUc/RmnyOVGs4UpHPofI8zrU6udQtSqWg2hmc65AdhEsVoz0NHtr8eWp/E7Ho8OuzKbLnU+XR41MxnTqV1ewy5GLXZuHSC3IkVeXB1vp0NPn0dEVE8ZCj9M5Ceezw5dAX0jAQ1dAfzaPNm6rku92hPNo8WWpEIW8LmrfRk6n2CyI1rbRvo1h7PxXGjSq6sNuXzZB/CyPBbQz5Nioo3Hx4AwvB+9kevp+bzdl8usOhdPDf3p7H18Yy+WRCw7eXHXx72c0Pdwb5zoqLL5ZsfHe7k28tmfnOLief77DzzVUzb0/n8cKEjqsdGhbjafT5sqgWxIUtg4YCGyNNZfTWFtImN8fGALvG6nj8xCJvX13jhQNtXO218siohwNFWfRpUxjV3Mcu2xYOu1I5Zt/AFW8KL5an8ZtVDz/fG+XFIQs3m3O4257Ps4MmHu3J54GufO72anmoM4sXhzS8PW3mtXETzw2ZuNWq4XBpOkvJDMaCm9hbls3NdiuPdRl4ZdTGaxNWXhgz89iQmQeHHFxoM3FKRjDtFs40GTjboOVcXS7X2/TqgL7QouFKp0QiGjnVYGAiuJUWcwrdjg1MJ3JUN7C7LIdrHSYu1KVzpmYbl1plXJTLwz16deu/057PrQ49l1r0XGg2cq5Rx4nKTDUKutxi4UqHQxWEmz1Wbg8FlR9AdP/TxRJwLtGKVoYKrUrC2Rsz0RQSxo6Dxqid+oiFhqi4ckWHL7hlM7VeWbrmU2nLYDhh4FBHlEPNXkUAPdZg5WidjcMNLg63hlmr9TNbIeITB5V+k4rDlVFLd6Gb3qST3ridYcnjLXbTV+hWc3yhEzeFLaoAtMi42q+lKWCgV4JaQmZq3RqFfJbRtXQqfYXC8heZaD4jiVx21klSmZ491VJoteypMrCvzsFypWQEGGkN5NMo3YnyTK3jp2vd+bSG9MokK3nnEjUpLKXeaB5jhVpmxDhXZWG6zMJkmZX+WL6Sf0rs5Gy5hfkq8QF4Zf6ei8+YgVuXTsCUQ9gooyAtMbNWFYSQNZeANWvd5CVqIEM2YTncjdnKAxCW5bEEyVvEJKahSILdRSEiMlE1HsolrkY8eeqgL3TKjVyvFCOFHpPaKUgHUujIo9gtf65TOwAZ8Ygpor/QRrOq8EbaI0ZVneURyFJH3El3cYC2hMzeZOnsVIyglgIbLXEnzTGPio6UeVnSpaMmbFPfwJkKn4pcm61xsbczwvH+BFfnKznWH2NPa5i9rQHOTZZwoCukNL5HuqPKDbyv1c3Z4QQXpyvZ3x1lvsbBrrYQB3vjHB8s4vRQERfHSjgzKMqhOId7wxzslHjFoBrVnOtxc74/wMlODyc6PJzudHO+28fZLh8X+sJcGY5xvi/A+b4gp3sCnO2NcKangLO9MU53RznW5udUm53LvU7OyXy+zsDhGi0n5FbfYeBOj44nhfsyaeSFGROvr7p5c0dQJYK9tujllTkfT406eGLExY0OIxcatZxv1HGqJpdjNTkcqddyrsvDwXoLB+pkeeXmaL2ZY7UGzrfYuNzh4kZ/mLPdYfW57K93sEei5uqC1IifxJinnNhebRblboMivbokU8KkVcltfrMs/HXKbCgXisqggwqfmSq/SSHD5X/ytrCeBk82XWEd7b5sOiUiMJRDd1BeRU6YoX49GM5jIJTLYIGEh2RT50qnVjhEzgwSuo0U6beQ1GykxppGuyudfu8Wet33KaNXr2cD45FUxn0bmPFvYMWfwo36VL655uXHe2x8vqjja5MaPp0x8o05E99ddfGdZQdfLtr4bNHIZ8t6Plsx8MVOG5/tsPKVeR0fLNh4ecrB9XY9S/FtdDjuU3P6Gnce9REbvVVRBmsTdBYFmKov5GB3MafrTbwykMvf7bPzrXk9j7aksepLoU+TwqRxCwc8aRz3bWOf7T5eHXQokNmZxixen9byWGsaz/TqeWHEzDNDel4cNfDisJbnB3J5XnwFk/m8PpLHWxNm7g0ZuN2l43RdFqdqMzhbK0XAwJMjTp4ZtfP0sInnx6y8MuHkxVE790YcPD1s57E+PXfbc3i0O1/N6x/tMfJwr4U7XSauNOdxvcPApQ4rB6vyOVaj4UhVFqfrcrjWruPhPnlfPQ9267jYlM3l1jyudRi52m7mZE0OF1otXGoXXLOFSy0mLjXouNyg5XKTgWtKAm3jWreNc50uJsKptDu2KK5/V0xMViYa5BD05tMk2AWBQ6qwKNk9GqkJaKiXrrLAqpbBVa5ciq2Z6iZ+qCXO6e4idtV42FXnY6nKyUypjekSm8ojHiuyMVnuojNqUIh6IRkLuE3tMCM2eor96txpChpoC5tpDkjglEH9XmfCoZztDd7cdeOqfF4BEw2yExWYZdRKV8y27vaNmhQMb6bUxN4GJ3sqDeyt1LFcmM32cgM7a1zMlzuV3LPBl6+WvkJUFsWm3P6FzNsZNigs9YjA3wolQlIKl5mJEiNLNTal+5+TIlBuYbLUxHSZmTkpAGVWJkvtpPyfMU3QkoPb8Df8g1DtTBoKjOvGqqA5g5A1g4jx/8DActRtXf5MoiLjDpFiSneQQ9Iu+wGRY+rU4V/kllHQ+u8VOnQUuQxKMaQ6AY+RUp8A48wUOTWUecUMJjuEPEqcOrXBF/RDV8H6wSCMjQ5hYYtNOmqmOyFtl5PuQi9dxX7akx66ijyKpSES0fa4AJ08dBf6VREo9ZmUb6A9KkEJfkaKXUxUONjZFmZPW4Dzk1XsaQuq59hgklMjRexu8XGkN8axvhiHu8OcGy/hxGghu7si7OwoYE93TBnFTg0nuDBSyLn+OOcGE6oAHOmPsbctyL4WN2cGwpzqkfm7XR3sl0aLONUT5oy6UQc42+XnbF+Q8/1hTnYH1cc52x3jdEeEC91hzrTYOd9m4kJrPre7snl+Qs+rM1bemLPx9pKHV+dEAeTnrdUob20v4NWlAE+PmrnTlcu52m3qFna2IZfTcsC32TlRb+FghY6TDXYutnu51OZRt/mrvQFuDBZwotml/t7rQ0nOdYU43uLjUJOXndWijrAwLouqpIn2QJ4K/i61SVqcRklDfZLPbPjbLkmXjkec5DL/NwluRCCCojATXpSZioCTMp9VAQPLAyLd1StkeH1A6K8ahZtu9croIlPN99vd21QhGIjkquzV0Wgeg5E8eiN5StpY60qjxpVBpT2dYsMWSiSr2LCFhHYT5YaNtLq20uHaTIdrIwP+rfR7NzIe2Mx8cBuzthQV/3inOYevr7nVLf/LJQ2fTKbytYksJRX9xoKeT+fz+Wxey7eXrXxnzcF3dzv46nweb41m8L6En8w7eW3WxY0uoVim0WW/jxJNCtXefNriXvorEnTGXLTbt7IzsJG3enL5zaqe/z5u558PWHi1O40DhZsZMd/PgDaFGddW5nypjFo20KVL4WZnBr887uDLnR5e7NPzUr+Re/067vXl8cqQhhf7s3h5JJs3xnN5ZSCL14a0vDio4blhPa/MOHiiX8dDXRru9ui5IAlgNelcadNyt9fEs4NWhc9+YdDEK+NO3px18+KomRfHLTzZq+XxHgMPtmm406HjVoeWW10abnRqeKBHz7WWbK41Z3KjJUsd/Hd7jdzo1HOlRce5Ri17CjezU7ARxRnKXCZF46TsoZolzMXExWYDl1oNarF8vjFfFZHr3WbOd8q41M9gREOtI4saj1bN10sc+WoWXuzIodYvTl0Bu+XRFJDQpzwVVL+3vVh5iWQRLN6ksfIgCxV+ZkpdTFX4GCpx01voojNmo19u+HE7XZKwFdTSKsobn1ah5OXvFJWQ4J6FXNAYttAqTl1R7UhBCoq736H2Dp1CKoj97dbu1ahCJQWgXuWZ62gVnHPUQneBmd6whtlSMzuqrewo17GjQsdqhYGlCovi+IhIQs6+2oBBCXVKXBo1HSmxZyufgrD/5cAfk2D5MgfDJU41XuqPa5XkdbLEyGKNndlyyQOQPYPsCezKBCZEhZSEMHsEz2DPw2+RhV2eSv0KG3KJSOCLGu1kEjanUiZJT04Je8mjxJZLUgxhVq1aCouKR3wEhU6Z5eeqG72a89s1FDu16kZf5l3PEk7Y8knK7sAlqh0DFQEzxa589ZR5DetSUMe6Q04yMcWe3SJLnbBJdQLyBZcCIJW0r9jDYHmQnpK/FYCkm+7EukmsI+5Q3UFnwktz1KnC6OXvrnHrVdpOX0y42Ta2t4RUF7C3I86OZj8H+yIcHylkZ5OfA10RjvYVsKvFx6mRUo4OFrLS6GV7c5BD/cUc7k1ycqCQ04OChghxojuidgVHe6RbCHOoLcbJngRH2gMcaHEr09jxvhhHe6IKBnWsVUZAPi73uLjYa+Fyn9x4LFwbFIeuW2n9Hx3x8OSondcXBOfg5IMdTj5es/LNXXY+2W7mgwUTL479/4n6r+4483PLE2Rm0sGH9+4N84a3CB+BMAi4gPceIAiQIAn6pPdkJpk+lZJSKZOSjpQyKS8d6ajOWXVWd5eZmTrdU11TPVPdM71WX/T13M4X2LP2E1TVxbsIggb+b/az92/b8K05Kx439RKhv1u34P6QFY8bbjxr+fCg7sTDpgvvtP14NRXA81G3LPrvTYXw/nQEn8yn8dFiBu9MRvF8MorrNQ8OsjZsJUxYZeCEA7KgGVW/GUVFj6JCP7IelaAVOZ+lEx60EcpHuZDfT2YkKevx8VqEGSWwPrtBGubiDja28QDgQTHEzdmFQsglL/OGWCUSPGCSE95IUI+JsE5O+R2LaD9mgn3iSSdcbiHSL6Xl9KK3w31oR7Ro+ch70WE8qJM0aNpxGnFiBMzHUbWdkJzBUqQfy+EerAUJLuvBUUqLM+opbHjewOXYMXx7vB//dM6G/3zHj393Xof/7qwG/3xWi//+wIR/OfLjP15V8R+vefE/XXfh31+24Z/OGvCbpX58vTCAP2xZ8JdDBb87r+KLJTcupHow6jyGQeMxCci1eXIL9uJ2thdPo2/hy+IJ/G8Hevz/blvw/73twT9sOfB4SI+duAaj1jcxYnoD4wbisU/gZ+sW/JcHfvx+xyzv4w9nTPjRghVfrdjxq1Urfr9lx2+37PjlugW/YR/Ckhm/3bDjJwsa/GLViB/N9uMni0Z8a6JfJJmntR48bw7g3REtPp93yOt+uOLCT9d9+OmGFz/d8ODLJUo3lJyc+N6sBd/l4j6hxyeTPJDo8c15bgQGfNDW4cNJPV4M9+FFS4Pnw3o8HzXjUdOCS9k+7KS6cVDS42JJiwvZLtytaXG/rsPDlhFP2w48mXDi0ZgNzyas+GTWho+m7XhCU0PTje1Bi6TISRStq2aUfQbUghYMqSaU3X0CHOQAm3OitYIdZ0pOnKv4sFNQUGFJUdCM6bQX8ylPhyaccKIRsmIy48dEwi25pXni5oluDugxm3RJYIxoE64/DLU2VYMwygg45Mxhhq6eNE/55tcyNZu5WCHJchiTyNWjYfr1aTE1YDJGKzs7TTi8ZiG8CeuZzpD9IG/EYcWK/Yodi0niVDSoKn2oqSa5gVBSpWTPTYA2UG4A7ODgyX+rrGA1a8d01ChOn+m4QZxAczEtDmqu12XwTnEJreWIhnZgIe3AsTy92156/Cn1aJFQSPTUiwzEE37KRcdGP0pCfOyRAofRkAENnx5l8nw4COYswKVFihZQRYeC34QC/eCqBWWfCSWfUdLBLI0v+rgxUCbiYk/fvhlF1YKCnxuFHkWVfn4rSn4rxuPEQPMddYr/n+zsyZSrI/+8vgFwA1gpR7BcjmGxGMXsYACzGR/m8z60WZicD2E6E8RIzCMyQ95nQVkxYTHzt1JlCw5Hw7g5k8JhM4i7C1nJA1wa9eLmdBK3GQSbieHaVARH4xFcnUjixlQGj5eLeLFWxOPFLO5Op3FtPIor41Fcm07icCyM860wbrQ5L+BCn8CjuTTeHo/iFuWiqQjuTYfwYMqHZ9NuvDtjxUezRvz0jAe/POvCP1zx4l9ddeNfX1fwT5d9+O2uAz9ZsuCnq258f96Nz9f8eDXnwLNRPV7ydNU04VndjKfDDjxs2PF4xCnJzOfjTjwf9eFVO4IPZqL4aDaMj2eD+OZiHB/PRfBymif7sLQp7WZdWGRpRdCEIUcfKm5emXVIWPqRcRmQC1gl8c1ZDkN/dHEJtM/Dxd6KiLMT7KNNmDJenpu7v5PqZiViNexGSXUhwQOD1yaOoICZ2A4LikE3SkG3bAb5oIKc6kE5QtJrRwocCprRivAbnhx/g3TFTvh7MMtNIGnAYkyDKbUbK6nOrICDTtksAgMY8fai5e9DxXsaBfdpFDy9iJlPIGE4jqarB/OBfmxFOSTuxkGmCwepLpyJnMJu9BS2g2/hUuI4vjGhwb+54sR/umnH//XAgN/PnsYfVvvxf7nqxH+65cF/uu7E/3zNhX85Yv+AAV8v9OHz1pv44WwvfsON4JwTf9r34hvTFmxHTmHEcwwN91sYd7yBQ4ah0qfwMn0K3x08hn8714X/85IF/+N5BR/NUoYzS0BqznEC0xZWNZ7CUaIHP1hRcGNIi73USXy85MKPzwTx9Y4PX6/a8fMlB74xqsOnY3r8eMGCvx748fsti3Tz/mROg5+vWPHFlBafT+nx8003frRkwQ+XTPjeghGfzejxYVuLD9t6fDJlxHcW3WLZ/Kytxw+Xbfgx/+2MHl9Q2pl34v0JO94ds+DZqAW360acSxzHtXwXHg7rcK/Wh3cnjHjZNuF524KrFS3OFbQ4rFhwoWLE1ZoZtxoW3G/ZcWuYp2A7zhaM2B7U4uFMEC/aPLB0EssXKzZZKGmV7FjCzWjyhhgyC3mTnb1s6VobNGOv7MDGoFYcNXs5upd4GtcL0G2EOnyM8osLU3G3DHD5zGW9mMuwjtHy354Effod9j6RNNsVv2AZVnJOTEYMWCkqMtCdoPuIck7cjNmEGXNpqzw8gFAGogQ1xZtB3CZ6fTtilm6TdoQ3aDOmgjqZc62lzGI7peVzWB1ATdXLyZ/SKNfQovxMWVAlNp/VuCGicexYLRBT4cRczICFhBHbFTKNqJ7YsFV24aCm4GjYK3WQzAhwA1jMWKQp7Bh3Uf7ngmhwaRC2d1AQPMElHMwGaKQIvEUGNW14aseWNxuzyHWs4tFgyG8Swic3C9o9uQHkXy/oFVo/CQkLWsW+RGtohR+QStxDR1vj3x8KWsXbmveZRB762wbAUgRuAEzFjUds0u3b+YKzV8CG5WIQy6UIFgthzOfDos9NJxUsFVXMZL2YzgYxFlOkPYzWrKyPb9cmgYz1nAdzSSv2myHcnc/ixlQCj1ZLuNDy4sqEikdrBVxrx3F1MoGLYyquTibxcKOB24tZ3FtK420OgMfDOBqN4Xwrir1mEOfGozgYCePSWBKXWkFcG1Fwe9yLJ9M+vMNQ16QJ316w4Gd7HvzmnIK/XA7iH64G8dcrEfzzjRT+/kIIv95T8OWyCT/ZVPCdWTseF7vxXtOIz9oufDhqwyfTfrxkToBJzXEFLye9eHfChfcmXALR+mQugE/mw/hoPo73ZlJ4Np3C/YkIrjV8ggHYL7qwmrLIQtr0aVFw9SJl75FwXt5pQsVrR85jEb551udE2mNFxueQsJ3MeCTJTVeXBUmHWXhRg4oNBa9V/o+CR4+aSiSITZqPSISlVbdMZrqPjjEzEgo5QmbBj0fsZDV1LLuDPjcKIa/cGHiDGKSEyNAgg4IurZz8uBGMqBq0WS1Jd4O4QTRYiLEzVo8JXzemggMiHbF8pKn0oO45haa/G/VAD/KOUxi0nRK2TJrF9UoXlokiCL+Fndhb2E+cxH6qH2dSfTiTPIW96Bu4ljomA9Z/eyOM//muiv/+vBFfz57GP2z24j9dteN/v+vBf75mxb9cseNf7Vvxd4tafDZ6Ct+dOI1frWjw5x0b/n7Piz+eC+GzWRtuFLqxlziJWc8xzLiOYTvYhUvBU3iafgufDvfiKNaF3UEt7k4rMvO5W7HgfKQLS97jGLEdQ8v5BiZDA2LdnE924+Wigh+t2fH1hg0/mDPjbvYE7qTfwo8XTfjrWSd+s6rF16tG/GzZir9btuGbExr8YNGKn2+48Pf7fvz5wIOvNy346ZoJX64a8Z05Lb63aBar6xcLTnxHHge+WHbgW4tOvD/jEOfRxbwOm5E+rEU0Al3bjpzEraoOr2bceNG24vm4Ae+19Xg1qce9Rj+ulnU4XzDgqObBYdWNg6JNyuS30ibpiSAwcDpuwlrWhgtVl3j/z+RtEiSbTXDgaZdTNjX0SfLxoyaMBvpxQMxxyYL9vA43mzY8mVTwZNKD++MeHNUcOFN2Yi5tw1SKVk0zWiGzYBbGYi6Mxz0iNxPQOM0/DxowTbWBUMOQSVQI8sfYuMVMxMWRMNbI2adjKO/EZJwsIfr1bdjIss+X5GIbphJW2VRY9EKe2Xq+YzzhzYAh2VbQiqbPgMkoyQYOzMUdUhU57NeJwWWIFbpBGxpsVVTNKCj6zvqp0qrKG7leNprNCnlpbAJjg6IbuxUFSxmLvH/7jQD2qm4ckhE0oor8QxT0Wt6GzZIdx+pBopkNyDj6kXJqBAgXceoRdmoRsfchZe/FsGqQhXIhpsNcqA+LkQGsJjsBj6kYJRUm1Don+awUwhiR9VHi0YtdiQlgWpe40fBWUGKxsmqVsni2f/F11WDngyUNtBR0ymCQncLEqJL7M5ek7OPGYjGIpUIAK5zADzJY4cVaOYaVchwL+TAmEl7MZvxYKYfl77alkMGHiaQf9ahTrKccfLfjHJTwC2KWHZOLP+Wd802vyEAPVwsy5OV84OJoFLcWCri9VMGl6RT2xyI4GI1gt65ivxnGQSMgsKWjugPXamY8n/Lho4UwPlsN4outEL7YCuPz1QB+fpDEb85F8ft9Fb/acuBnHNitcLCmwafj/fh83o4vFtz4pG3HO8MWPG/a8LRmx7sjXnxnKYXvLEXx2awP35rx47NJPz5bjOG9uShezIRlgPxgwo/7437cbvlxZciPzYQZM/4BjPv7X9vfdCj7dOLMaYjE0ulp5jdV0c90IQFUDowT3pf0YTITxHg6KCf5GFEPhL3JRkD4HrugCeDjldSGnNsoQ99auGO/rQXtqBL1HXHJ8KwStKEQ6NwIxC0m1NbOJkBMB4fCZDZxIygE3FLuEyGi3KFH0GlE0KaH39AncwW+ryUPwXLdWEqbJD08F9FgNW3CLPMCREiQI6T0yMfN3uLRACmlAxhVCQXrR03pRtZ5Ehk+1hPIG49hxHUCS6EunEl1YydyArvRkzjMdkmyeCfCPoI3cBh+E5+O9eHf3QxJMfu/OdBIjuDfH/TjXy5b8R+ue/DXczb8bNWITxon8OW0Fr9cMeKr+QH8bGEAf9y24y97AfzhIIKf7Kl4Om7CpVw/VnzHMW07hnnXMSyH+jAR0CBneRMttQdXW258MOXFR20bbg1pcCbXi+ngCYGdjUX0GA72Yj/Xj+8s2fGjuQH8fM2G7y058fmMCb+WHgQDfr/BOYAJX60xWezBd2aN+M6sAV/v+vHLDQd+tWHBz5f1+M22HX86DOA3e278bMOOz+eMeH/cgA9mXXg0YsGdphFXyjpsx7sw5XkTM8EuTAf7JLC3yFKS7ACejlrxwYwD706Y8Hy4D59O0fFjEJ//01EbbtQYdNKJi4dYlzYHpoJntmIs0kn4t6jlq2T3GGXGNKzqpXyddsfpFMvQrcLDpw10JabHfs6AO+MeXKsZ8HjMgg9pJZ2mpOrHg7YXN0ZVbBRIJ7ZhMmvHaIymEgfGiGCIOEWioazDDYJhrbkkg11cSD0ildA2upCy4MyQD6uDdCJZsczvvagGSykTzjcDYhWnDXYu0Xk/x+PWTnlVwop1BryImi5wHWPrGW8xtHCaZW4gM86AQWYEnHXWWTKjWqV7gITdJpO/Qb6OsqhJNsCpBPtR7BLQm40bsFV0YX/I2wHAFW0yCKYVdGXQhKWMEXs1DoTdOMMsR8WB/boHx2oBLtJ6mSxnPXoknRrBNavWHsTsvYiZTqLq6sVsxIhptR+LUQ0WI31YYGAnY8LKIL8gHI5okfPohe5Jzg8pekW/UQpg2kkFraizswEEOxsAPfs8LTKYVZZJOwthnOLZ50LB14/HXVjMeoWSN5Og84dXNhdWiio2KmGsFUNYzKlYKUUxmfJhLO5BI2iXtC+Hwe00364bo0k/qkHOGcwoqJ1fR0IWbDCZlyAgzo3rkzGReq60OQNIy6n//LAflyfCuDaVxNXJtOymZ4ccOKg6sMNAxaADVxoB3B33S4L2+1sxfLUTxm/34/jTYQy/O+PFb3c9+OGSAx9PmAX3+6RmwrstJ16NOPFBW8EHUwo+ngvio7kgvrEUxXfWE/icwa9JD74xE8BnsyF8sZbBt1bT+GQpgfdmKd2E8Wg0gMslB/bzTiy/Phnxm5inhQY3U78ZZboFAtToTchzcw7akAs5xH2TVywoui2ouIyYjHkxk+TwSMF6OYjVYgCLOW/H8pZTZaPmQh9/vWCTA8SmtYDDJGEvsfR6jJK8rsV9qEQ8qEbc0u3A62qFhT9xj8x8GB7MeW1ye6DdOB9wyWL/t6BYzM78gA5BuxaqUw+/Uw+vzQCv1QjVyj4K/rkWSTs3tH40AyyW0WIlbcF8jNJQH9oq5R8tRlWddBRQKyVJtuXXounpRsvThYnQgHQR1L3sN+5G3nISBUsXcpSGnCewkejBxfwADmInsR87gfOD3TiTOIXdyEns+d/AlcgxfHeqH//3Ww78r48C+DcXTfjd6mn8eVeHv9814TfrFvx8yYJfrjrw9aYTX63o8ZMlLX62ZMUv11wCifu7FQt+vavgl5sczLrxqEbN/zSW1R4s+LvQdB9D1nwMY+7juF+34J2mFu+1jXg1bcP1fBf24qexEu/HXLgfZ7MGvBi1ilPnqyUjvloy4/e7bvzpjAO/I/V01YivFnX4wcwAvjujxXdmdfjuvFHknO/P6PHLdSe+WrbKBvGTdSe+XLbhyzU3Xk4YcK3cg910FxbCJzETPI0p/2lM+ol46MJ0uBftYBfm4hrMxnqxkerBg1ELPpi04OO2Ad+aNODjkX58MmrAB2N2vGq7cKmoE7mOhg5auymxTEZ5w7dgNEpHTUfiGWaLIEkCtHD6tGgEtBiPGuSETcTxbtElhoTDohU3Gg68XI7ivdUQXs258fGcC58u+/Fy3odrdTMu1T1YGrSgnbZiOkvZxoy5lAMrGY/0Ec9EDGIpXsxQHei0ca3mfRLUWkhYsJZ1YS3vEfmHG8F6wYWllBErST0u1BTcGA3gat2Jyw0F64NEO9ukkH0qopNUO1HYuwWbuHBm+X0a1WMkosdY3IzhsBEjEdpGO1yfsYhJUBVcm2lf7cwfDDJ/4OeFc7GxGPuJLVhIE2RnxmaOgTFFeEB8O3tFK/a5TpXt0n2ylrcLDppp752iDbtFO/ZrCo5VA9SW6Ls3ohzonOYLzi4UvYzsG1BwkuneI6fIUbWTwmwHezHBej8O3MLk9pMFz9OloeMQcmglyVsJmDAa50LOVhyb6Fm8vnQY25SKzNIVPBS1oBFlxNmKGjcDH1ESVkwnPZgf9GE27ZWFn0Nfav9Leb+k71ZLESzlwphNqxgOO5F1G8SdxNAZW8i40VDyYXo5wZSy24wik8MBs+z+9OLSYsUvKIe6F1uqWDq3K07sD/txfoQnew+Ohj0ywL01oeDZBG1tJnxnzorvzjvw000VP1xX8cPNCL67HsU3VyL4ZDmK9+dDeGfchg/aNrwa5+PC8xEnnraceDGq4MMpFZ8shPH+rF98zt9eT+KztRTeX4ji44Uw3p1Q8WQsgnstFdeHA7jSCmKryEJpauE2lD3U6LXIOXVIi/uq47oaJAZbdSOj2ERvZ8dA0NppcosrFkTcJul3puwSNmsQM/VhPKFgJsM+UgXrLOApeLBUDMi1d4Xzl7S/0wjntkj3Q0axCgo67DQj7un0L8jm4DJj0OdANeJBI+FDPeqWzWM46kMtwo5oDnhNSLsMSNj1go8mPZTD4ZBd33mseummDjj0UN1G+B3cAHRQbbwlsItaj4iVwUUOxFhW34uRsEFOWVz4yZ+hc6jp5alRi1HKCvyejTBxrBc4GQfGPLWSPzTi7+kA6oI61Dgf0L6JkOEt5GwnMeHvxWqsB9vx09iOn8Jm5CTOxDgjOIFd9Q3s+o7hRuoYfrxixL/c9eO/PPbg3x4O4I/L3fjjuhm/33LiF2s2/JTa+aIJX87r8IM5Pb7acOLn227R3X++YcUv1+347Y4Pv9z247uLzk4Oo2XC5cEuXM724WzkJA5jJ3Et04WrqZO4njqJ5/U+fGveinfbZuEfrYVPY9V/Eo8bZnyzbcAvliz47TKH0lr8akWHX6+b8dNFHX44p8UPZrX47pQW358zSv7jR4tWfG/WiI9avfh8zo5vzNrxHrMAI06cTXRhST2JCR9ZP6cwTlKn7zTGAl2YCnVjNtyFSfU0pqMDmIprheZ6WDbi3Sk7vjGhwzcmDPhowowPx6z4aMSMZ2MO7GS0mCa2gUGtaKfykClcMXrEKe+4xDnDMqRqUCfFLfxarWYM0mO7OmjBWsaB3bwLF8sO3GrYcX/EjvcXVXx7Oy4L/8fzbvn11bwPb484cLHplkVwJmXGXNaOhTxL1y3YLLhwaTgohMzLNTcOChZsZs3YLtMkYhVZ56Cq4HzdL6dr/p5lTpuscMw6sJY04DZR7sMu3B914dGkH3fGFNwa9eKoYsXFIkNdZlwbMuNR2ytolbNZDZaSBgEdsihpLGJGm0G1GE/q5P8TKU2ZUy91lZwZ8HbEwTEfDqG5GbAfmANghrrOle04LNtxvkIIHr3/DuwPebBbYQbAKYs/G8CYCF7LsZmQtwUFx7KEeDn7kXH2oeobECIek5ZNvxYVjx5Ft14GgjVFI3yPZoBgJWqqp+UUNab2oaF0Y5RFCyEDSh7ODOgS0YGbC9tz2Agl1xqRm7jRdGYBlH5qYVr+aPm0SIuOJHzZ80mtP2aTAoa5nA+zOS/aSSaDvVgphbBUCMrAdzJF+JL/dbrYKosgcRQ8jdJhJJqz0imsSXk4YOa8gViJzi5PDjgtW7tDKi7RE8xPYsmImyM2QTV8Yy2OLzZT+P7eIL6zm8QPzg7ii80YPpxySYvU86YJtwv9eNIkuVHBi6mAcHxezqn4YCGIV9MKPpjhQM+H99rklnvx6UIYH8yG8cECS2TSeDITx6OpOK42VLFn8XZBlCxhURy2l3zcXLWoqmZEnVaELMRz62SxZCubamavMxvZWNpC7dwmiyqtmH6THqqlI6FwgQ1yYZUeZ6v8+4i5H0O8paXd4q5iIcV8xionnYOiAzeHA7g2kZHOBrp8qM1H6eW3mxFh4MtuREJh50JnM6A8RLw3vxas9mxGPWhGFNTDbkmHZ30MHnJeROSHFcnX74dUizJoyKS504CgBMV6EbD0IyCIci2CFmZNjBhUrCgG7IIW4fyJ8fiSS4Oah13DOrR8A+KOqLtPiz5MnC7dFkROkDA6HugWImk7wNNrf2dgzJaoUD9aoQEUXF2I6t5EsP8Y0qa3MOLrxmqiHxvRk9gKvoUt9S1sBY9jVTmGFfcxbCnHcCP5Br6c0+E/3gvjf38ewr8/MuFPm1r8ckkv7psfzgzg+9N6/FQ6au34u3WG7yz42apTfPw/WbHjR4s2fL3pxw+XbPj+Ejk5Fnw+ydmPAe80evFwqBfX0idxNfYWnlW68L05owxzvz1rxZOmAecl5XwK12Jvytv606YNv1nU4HebFvxxz43f7ij48YIJ35/W4ot2P76Y1OD7DGVNGCQTQDvm9ZIGZ5M9WAi8gRHrMbRsxzCunMCo9zRGfV0Y8Z7GuL8Lk8EezEf6pZ1rPsxD4QBqSh8Kji40XcdxmOvHh9O0dprwZMSCpy0zPmxb8Gjcja2sEeOqRn7GZ5NuOf1z6MqEP+2RNHxM0x0zaMC5khl3R7y4XjbgYduLq8P0s7PO0IntrB23Rn14MEriph2fLPrw7XVKrhF8ZyuCj5f9IgE9nFRwfcQtWOTzNQ/O1b3Y5M9YyigyzuXRIC7XXbhWt+N6043DqhM7JWYBFJyr+3Cx4cO5shN7RbvYKjc5Q8s5sZQy40zegjujPjwc8wjv/9kUUewqHk24hZH0ZMIjmHVmGcgAe9Z2CQ/pDEty4gaxUXOB58CZQUoGIfn9OEribIA3WEroJpl9EtzJgBnL5SV3kHRIX/pW1op9uogKZmxlzFhPm7CRs2E5bcZejXZXFsPbsTxowfKgFdtDKlYLbimGOZaw9yDrGsCgvQeNgAZTIR1G/X3IWk4gZ+1DyUvuRAf0VXCyt7MXQ7I59GDIw52frT7U8FgWTc2OdYBMdxL/qwX7BghnagWpaxkEBCY+b578Q1bUAkYpe6cndi7Bhx5Wp5Qgk5kxR/kn48JE0o5JLtaDPsznApjJBiQB3Iy7UQ07xTlUDntEo8772TzmkE0g7enQQgmryylWWfxbYfJBjFjOeWVAw5Muka/Xaz7cG/bgvbkg3p/z4dMlFZ8tqPio7cGrCZaE6AS1cGXYL6fya3U37rR8uNekPurGezMhfLIUxSfz5PJH8K31hMDfPlyJ451ZBrgCuD8ewI2Wir2cQ+yVixxkcdgUMKDGpKJqlZtTKWh/vWkZBZPBTmPemuix73jptWKn5OJJCYUncC7QXPS5+POJOkyyQIcdZqjWTqFPyGmASs2dUgoXXSZ23Xq0U3RDcFilYKfgwPmSHQ+G3fhkPop35hLCIWHQL+K2IeRyIuywIurqFMLw14BFjwRvHW4SY82yuNPOmVV4E2SIxomMi8VDhMJxkeeNzIKkxyEfDx1BARNREm6R7YjKLboNMlfghhK0cJMzyoZXCioYUt1oBBxoBOyo+myoBZ3I2DVy8KCWykQwf4hGvX2YCeuxlDTJYHgs2Iemr1ucQfxB4yl/lIA7Lw80vZiKaTEZ1qDqPi2D4ojxLcQNb4oeP+o5jpVwN7ajLKs/ibXAG1jxH8dq4CSWvcex7j6GG4nj+GpNi//laQT/x6sM/t0VB/601YNfLffhqwUjfkwUwowOf7fiwE9XXZLqpe/+G6O9eJI7jk/GjfhsyozvLzrw5YIdP111dtK+C0a82+zG88YAXjV1+GzMiK9WnPjNhhO/3mSa24XP2lq8bPbho1GdnOr/su/FH7es+N2WFV8tmfDjeYMs/jz5f7nsxOcLTnwy68S96gCOsh2I3rTyJsY9xzHu5+bZhRHlJCaD3ZK/WOLnhjkKfxfarPOkKsCeB2cvMvrjiOuPI2XpRsl2EttpDR6OsdFLh/PZAVypGvBgxIbLQzYsJ3WYYcFJ0omJMD33NoyFaLU0yTCUaAfaIl/NePHNWTe+OeXAN6aceG/ahStVI3ZL5Phb5BR9VLPi3QUfvrHswxfrKr6zrsom8AlvAcsBvE/W1rQHD9sK7o658KDtx50RLw6KVmwScDdoETgececPplQ8W4jh4UwC52oqNvIKro1Fca7swNmCFYcVJ84NuSRUtVtxYTdvw63RAB6P+/B0woNHbQ8etztJ/Yd8Rhx40LLj+aQHzyfdeEpHE9eRlh1Xqk6sJbQyR6VVWXIHYSNGCUgM6TFKxxu5QhGb0JQJfBsOW6Skpsm8Q8iE2ZRD6m13Bm04LNpwibjntAHzwW7MBnvEHcfh92HTJ9o/eUO8BW2UPVgvemQecYyLTsWjRdVrQMWrkeBCI6DHoL0XRbJ5nLqOPdOtQZZhHzflBq2w4Zm4nIlqsZYydFjhCa0gfXkaGObALcjreB/GuKnwg4pYMBQwoBLo+Fi5+NPKxYEPr4DLnLbTm59xYIGT9bhVYt5zGcoQTkyl3ZjPBjEedaMZtmMkqaAUtKBA6yi53xIsc6McVJAXCBy1aZ76qTnrUVXt0k/AmrUxlZN7j7y8FDPjWtmB20Mu3G+48WjMiztypWPaNopn7TDuDyu4SUhTzYmbI37cGQ+Jh//pZBjvzUbxciaCl0RLLyTxcjaOx+Mh3B0N4agRxE7ejXlayiI2wVyXAlYUiav2WlAO/I1oakcp7EQlqsjNqENRdcjQpx13SUBlPOEQqy5lHNouWc3IhZwnb57AuRCz/SyruqUbOemxdlj9Dt4AXje6eUwIuU2IcuFm0tthxKDLIDMaBuTOlHy4NxbE87aKF8M2fDrhwrcWY7JBJpgW56bicSHitiPMGcDrDSDmtnU2AK9NNiRKUVkfn86sp+Qzd1xAXqs0zakWHcJ2fgwWWdhVs0bS4ZPZgNzs5tJ+TMY9EvKrBJ2doiI7E+usHTVh0GVB1mlF2e9CJeBCJeTuJNOdrCQdQNreJ7opOfRky09Trgz2osmSEU+XwOR46m8pp9B0volh13EhWY55e+RhbeWIvxtj3Ay8fYgZ30JMfxwFywlMBbqxFe/BmXQPNlJdwrDfCJ/AdvQ4Vv3HsO17Aw8KJ/DbM2b8r+9G8H9+lML/eMuD36714Gfz3fj5ogE/XTTLyf8Xq1b8fMmML2eN+GzCgFdjBtzMduNx1YRnNROeDWnw+bwT311y4qNRLd5vDOCjpga/PRPCL9k6dsaFX66a8etVI36zbhIX0NfbHglv/WhOg68WtPhuuxtfLprwo2ULvtpS8MWyghdjdlwYHMBG5BRWo6exEDqBudApTPlPYFI5iQm1WzaAqVAfZmj8iGmwHNcJtXXM342K/TSytm4M2vqRtfUjZx9A1NyDjEuDhk+DtZQOV4asuFSjJdOMYdebooPPhzng7n5N87RhMurEWJBDUQtmeOCLGHEmY8DLmYBwgL43Z8MP5h0it35jQcHbTdo6iTRwYTNnw0HZgqczPnxzLYjvb4bxxWYY31j2y+8/WQ7gk9UgPl0P4dWCH8+nPHg158e70wHcpUzTDsttYCWlxVHDiWdzITydUYXou0maZtwoksqNkQCuN5l4V3C9RYCcF1daPpwv2fBgIoD35kJ43vbg+QyhjyqeTCh42nbjUcuKdyc9eDHh7NhZx+14NGrFI8k1OLGT6se02oWxQJ/0EIyHOzZnboQ03gyrJlkvqyETmpSA4jY0Q8wh6AWiyFQ00/AHeRvuj6m401JwreHA2ZwW+zk9zhfNuFS149qwG1caTlxuenCu5sJelbMAp9hEjxVdA3KyzzoHkPNQtjEj6ybyoQ/Z1ydPykR5bgAeBsN0HWqnR4chL0sgNFhNaLCd0mA3o8NKtFdKIhZiWnkW4zpMk+3OgEbcJreAoUDH203nUD1kRoO2vjBDEmYsDboExbqUsmCRQw6WvyQdWKQMlPFhsRAR21aJUeiIDc24QxLE1PuZOi4GnSioLmkCq4TdyHiYOO3EuUeiLqyWwzLhn5cTLxN8DszF7Dhf9uJyWcHbdS9uDDnxaDKMJ1MMRUXwYjKGpxOErRG+FsVjsoGGqPNFcWM0jkvNGDbzXrm10O/LIVaNwCa+Xa9dimiKYm21SGtaPkj+kQ2DASeyQQ8yATcyIQ/SQTdSigXNiANrFRXbQwFB2O7lvdimnSznRlIZQNClR9hlRdRtk4U84iJ33yQn/aS38/9yA8iqTiS91Osp13CzoIyjRYQ3BI9NFl4iOyQcFyJmW8GNVhAvp0N4f8qPVyMOfDrhxA/Wkrje8CHr6EfUY0OQcwU75wqd/4cbQNLrkIcvUxKK823amDK3CqhvKOxCJezBYMDRyQ24LPBbDPCbtfAZ+5BRTGglvRhJkrnixWKOCc2AxOsbMTdSXjMCNg0Uc7/0EActevhNOoTsBumBTvus8Jn74TEPwG/XIeTQImI+JYv3CAvJwz0YC/WioZxG3XUCLW8PmsppDHu7MOLrQct9GmNKL6b4wxjoEmvplMoDDnkrTIHqkGMtoeU4Bk1voGh6E23OCBJ92M12YSf5Fs4kTmLJfxyL3uNY8b6F3cAxPMifwK93rPgvz6P4P94N499etuPrFQ1+uqDDVwsG/HKFMpBFMAw/3vCInHM9cxKHmV4cxE7jMHIc749Z8L0FG36+7sQvVqz4yaIJX21Y8Yszdvxuz44/bdvwZw57t6z4etOGLxcM+HLJiK93XDJk/rt1Dz5fUnC3OoDDVBfOpbuwkziNGd8xzKsnsBjpwbTvJGYDpzEfIkH0BGaJzQj3yrCWsxXKESV3LwruHsRMx5FhMJSHQJ8OVUnnGiWgNKjoUQsYMKZqBOA3LYsaE9066YlmKQyZ9GzlIgSQDX9k4HMeQNlnK6PDk3EXvj3vw/eWFfxg3YfvER297sd745yLnMaNhh03R/04R2hdxY6bww58ssobdwTfWgvjW+tBfGuNj4oP5tz4YMGLj1bYtxHGh8shvLcYwKulCF6tZvBoISUL+9stt2DZXxGwOBfBZlaHtbRBFvwH5HBNhfCgHZQyGP79W2MBXKk5cHvYhXem/bIBEM7If88+DUo970w48e6EA++M2/F42ISnEw48HrPh8Zhdsg8k6Z7JGrGcJM+qTxyVkyyriZH9rxGsyTg3hmhnffzbQ/Y/g46zES3OlTrIlmcTikhN5IAR2Hd3xIUbtQ5a4i7zQRNe3J0gQdaHwyE6hEzYrbpxTEpYSPJ0apF0DCBPRLNTI72+g44BCWzRp0+gGjcIlr6kGRJiQMdP/YrgIQs2Ev3YTWuwz6tVWofttA6byQHsFy2CkeVGwC8+5aCqnwk+s0gdUhbDjSFKi5MWkwkL1ossV3BiMe2QomQOghnaoNNnMhMQ5gej2e2kBxNM69Eimg105KCoC3nqwxEF+ZALeZW9AGSD2GUDWKuE5eo5y0YnMrkH/dJedjAUwkGBiOQA7o368bAdxOPpCF7MpXFvLI4bI3Gcb4QFo7pdcIlGT/9ujXZXMo74uIwo+O0oytt0oeDnRuSWfmI6XjoVmqSg2sQGyUAUT+lpxYFB1Yekzy2/b8VdWCt7sVNy4XwtgHNFBfs5D3YqKiphE1IBG+I+J1QiF5wczlplYeYJPBNwygaQ8TtEQoqzbtPvkM4FDnB5Q+CMIEpUMyUg4T7pUVft2Mh6cbXixMdzYXw85cfLUTc+neIPYAx3R1TRI6UG0tu5cQRtHf3/bzcQvv24xy7zhbCDJNmONJWUyk+mgq1I+zoWUoLh3IZ++M0awY2Ppv1oZ/wYiTuE7TKdVTCd9WKcZMeMV3DeEZJqHbw56KBatfBaBuC1aBBkg53bDJ/DCI9ZC7epH35LP7y644jbupBX+lEODGA4rMGwvxsjvlMyB2h4TqLh6caoX4uxAHMFA5j092Au2C2n/JmIRuZhDP1MJ0icNGHIwxxBN1LW08IaGnaexHTgNNbj3dhN9WAv3Ysz6X4sB09hPdiNrcBbOAi9gXuDx/DHPTv+Xy/y+H88jOEf9/T41XwvfrVsxq/WFfxq24+frTvxs00HPl+y4lFLg2fDOnGP/d2qB1+tWPF3s/342ZIOP1nQ4cvZXvz6jA2/2bHhqwU9frVmwi+WdfhqWYu/HEXw9VkV31py4cWEFYfpU9gKH8eccgzTyjGsxnuwFO7CtP84lmTxfwtzgROYV09hKdaHDdoGk0Y0lV5UnD3IWrsQ6H8TAe1biFhOI+PqRVHpxXCQGjU/p/2oeftQ5e0+SOuiEaNhOlnoo7eg6TdjyGcSFs4oB74Ju2A+uCHw5j8Td2JMNYmmfm/Sh+9vhPG9GTs+nyXbio8FXyw6JZT24aQFn6+H8NlqGE9G7XLafm8hio9Wo/hkNYxPV0PSZfzN9RC+uR7EN1aD+HDRj/eXQvhwLYEXcwF8sBrBeythvMdyps0sPt7M4uVCRKTad2nM2EjjxVoKb0/48GiajK44XsxFRT661fLgQrmDa3g4GcLT6RBeTKt4fzGKd+cJdAzh3VkfXs54ZeF/MmzCs5YZT8nbGrfjKbHWIzY8GrXJ0PjGsBvnqzRbGDAf12EmqsGMFCNx8+zHZsEhrxuntTlqlM8f6Z+8Aazn7LjSIOxRwasp3jQceDDqwL2WA/dbDqG1Ppv048GIC3dbTtwZZbGNC/skqtbsOFN14FjQaeqgn1nLaBtAwWMUO2dJ2Bdm5Cj5UB4KOSSIUOSC56GcYpWhLsMOC0kTVlN67ObM2MmZsJEcwN6gBhf5hnI6nCuasFewyaxgJMhuXvYQW2T4WA3bUGOhASPXUQtaEaP8nzMpO8bFq8uTuwNDTAt7DRIwa0ZsWMirWGUmgHjWclCcQdNZP4YYMgs7UAi7MMjbQMgtEhFlldGYG2vVMBbzvE34MZn2YCzNxLAHZ+sRHNaDuNwK4qjpl2DJaoa3ECsWEgyi2cUVxSF2gRIY+4tpLQ26kQ8pstGwF4F9BGTbZH02CU0xOSu9yb7Ooptgp67qQdzDk7AdCZcVaSfxGE4k3Q6RT2ifXav6heNNKNVBhTMDL86UQ2inaJvUyYIfdlkQptbPBZi6O0/+fntn8VcsgmDg73kLyJC4Guj8/9wQ2PegWjRC7YzbOGi2YCPvw/Uhes6DeH9MwQcTPrw3SmQ0v8ljUlqRpH6v2OQGkPJxFsBNhQXxHRsnC+P5cUbdfNssj7ci7DTKAJpDXv4dav4+qx5eykAOA6pskCPPKatiml+XjA8TKc4CbLIhjCe5Uati5c0pZgmGkU4bcmkRYHDR3vn/AjYT/GbKS8yzEHOuQ9KtE+cRn5x7QGTLYTp/vF2ouzsbwAhT7p5u1FwnMeKjvt2DcR+v5j0YDfSKVDQV5g+nUVAEtOkxpcmYPqWQvP5N1G3cCHqwluzDVpq2SUpEnBecwnakCzuhLhwEj+FZqQv/dEHB/+d5Bv/5XgT/fODAHzds+MOGA79eM+OXawZ8vWPHL88oHc/+sgm/WDHi6zUDfk3YG2WcRTN+sdRh/vxux4lfbiv47X4If76UlFnBB2MDuF3qwor/GOYCb2E6cBJtzxuYU49jPnwS88FTmPadwKz/JJYj3dhMDWA9PYDltE5cUWUHpZ0uxK1dgvMOmXsQJtrb3IWorRtlvwYNyVTQFaiVgW5NYbuWHi0WP/n0GGVlIZO3RGMHOMi0CZ2TgEcOMun+meQTMmEqYkM7aMBuyYVn82F8dzWIL6et0p725aIVXy7b8T3yjjYD+MmmDz9ac+MnW358f92Pby378dGCT3owvrkexqdrof/6fLYZ6fRmr4bxwWpcIIsv2ca3GsXTWZ/Utn6ylcLLpTA+2kjh440U3luN4X3O7TYSeD7nx6ulKF4uRsXB84Cn6FEPbo94cKPhxH2GRdsqns+E8f5S7PXiH8CztgfvTFECMuHpiAWPhk14d9KFl7NePKc0NGrHg5YVN2tGvD1M6yj7eh3YzhqxnTNjI6PF2aIF54dsOM8+AJI8E6zDtWCEswAmoSNGLNLFlNLIRvJinGQAKx6Pu/B43COL/oMRN+63nLhdt8mvJAPfHPHgUsMpUtDZmgvH6AoJ2ToBsJClHylHp1O3HnWh7NHI0DdLZ0+AiU6rdPUy1MVfKd9Uffzi96LFRqaoVmrpzmQNOJvR4FxWg4PBAZzLMahhwnJMgzbLPEJGDAVMwuyvBFhsYEOTRL2oHfWAHsMhA5pB3hKM4hIqBfkDbBC8BNER09mAJH3Xi36RXjZzXgG78XW0kpbDNhRCDmSDrxvBKL0wkBZxYoWLaMKB6YwXYwm32FC5CZALMkGeOLuHI1bkvDpBSJdYUK+w1NwEYjMYy26F3ahHvJ1AlNMq0gcXX74tShHsIE4E7EgwNOV3ykKZDrgQV+xI+T1I+RUkXz8xnxtxxY2og7WbZkTtegHiLRV82Kn6sVUOYSsfwG4xiN1KGItZD+K2fpF0GJzigspTPV/mw42Giz07knnbYOqWXb28cTDJS9slF+KY3AbIfRqQcFXarpWb0WHFjefjKj6c8OGDcR8+anMT4HU2iLVBt5BdufGEXmcA+LZpL2UHAD8HvB0w5cv3j4s/bwd+Dq05h7Bq4TcNiFspYNVDtdH9o+sE86j750KYTAYwEfNKf3RDZWKTRdheLOdjGIt6kWMPhduIkKUPIXZY24kcZzc17aXW//pwtkEqLdEftYgbtbAXWY8ZMXMvEuYu5Oyn5eQ6pjIpfAI19wmUXG9hyHca4xGmUYmc0GLU24thT49IGrzBjgY6CeMJQVD3ohFgX3Fvp3xcfwIF+yk0lZNYTnTh7GAvzuf6sRE6IcXnG+oJbHjfwKXIm/jmuB7/fMmD/+1ZFP/pjgf/3aEJf9kx4HcrA/jdmhG/XrPi6xUzfrtpxW+3LfjZigY/X9XjxzNa/HjGiN9tefG7bRf+dC6AH68peHfUjCu5LuxG3sR2+BhWg5R3Oov/lP8k5gInsRrrxUq0R2Sf9XgPdgY12M0ZhItUd3aJ8SNiOA7VdBoxRw8S7j6E7T1QLXz6EDB1I2Lpkds7U7g0jMyG9WgpA2j4+XNiRMXN/AWTtBaZ+9E1yMQqO2xpE6/T+OHXosUBfFiPiaAJk6oZ4/4BzMc1uNpw4N22B59PO/HjBQd+vuqSIfgPV5z44bILXy458aNVlxTYf3/Nju+suvDZohPfXnLL8/3tEL5/JoFvbkTwwbKK95Yo9wRlkWfX9sulSGcTWIrg080kPtlK4N3lIF6uRvBqPYH3N5J4xRwObwjzfny6kcLLuSCeTHoFSfFkSsXjyYB0dpOU+w7BjouseU1I4fv780G8M+XF41G7yECPedJvdgCMlImesmK1ZcOdYStu1M24kNfhfNGI8yUTzpct4uS5WLXhsGTCpYoJR3y54sF81ICxMB2MZgyFraj62JXdi4VwF27ULHg5zTyRD88nnLjfMONuzYwHw3Y8bDnwZNSFJ2Nu3K4TMU3yqBtnS1ZsFGw4FrX2ImrtQtTKXX5A2O1B04AsMkVHL4oOVt4Z5YvOEzgDY/Tp0+7JAFmFmr4AkvRoBzVYiAxgO63HXkaHM6l+nMtqsZfsxcGgDltpHbbydowH6QwyCoiJw2BuBiw6kLIDr17+vzoDDxEiBMyohKntWyRpzMQwT4iLeT82SgGZ1BPfulkiq1uRarRBj0bshoWgUwaRtINy42DSmH53WeRViwySqS/XYx7JLdBWSN5GTqWU0imqqUcUNFQ7mgFGx80CkGOp/EoxLN3DRBuHHBbEvE4kfQ6RPERm8dmR9DmRC/qQ8XmQUpwoBL3I+3kj8SDrdyEVcCLM07vXgZjPgaDLDNVhEsIqE867JW5yUaxX4lirRLGQ82G9EpTAHqF9UtvJ0h5Wdwp8jY4n4r1NIrkQs01KK5EK1OLpvGGalzc+cnsidq1s/JSAEtYBTKdZHu3F/ZEAXo165AbwcsyD53UrXrSYdI4gaacOr0GQtlPZSMzi5qG8xKczcyAXyCCvp8zkMw9IaTy7psNWrdw6Qja9zCOibhOKITcaMS+Gox60U6okt9mkNBGjLZAd0iwA4obtR8quR9g8IP8XXUMJB79f7CiQS+VmpsUhG0De15HhOHzucKgsKKtupFw2qEYN/NpTyDp70VT7MBbuQyvYg1awD0PKadTcpyTvwm5bulUmQrSW9qNB2UNh7WEvxjkgZto4oJP5QNGnRcrWh4SxB1HNW0gbiGrowwb7c1MaHMR6cTbeja3gSSwpx7ClHsOF6DF8a1aLf3dHxf/yNIj/cN2Gf72rxe+W+/HLJS1+uWrBT0nxXNHhVxs6/OGMEf90yYu/XIzgq20VL8f1uFHowl7kGNbUY1gJvok55Q0sBU9gKXgSC0Ge9unsOY4l1mSm+rGTHsBGmghtkySlc5aTSOjfRET3FpK2biTt/Ugzy+MeQNzVC9V0EqrxJCKmUxIKzdi7UVE0EuBq+Q0YJZueNE6vAU0GOL1GgQYS3U5CJ12ANIS01H40Q3rUffxzrhe98roJ1YQxLz/HekwzTBailDaAZ2MKPptlLsKLn+2E8OM15iac+Mm6F99fcuCH6w58sWrGD7fd+GLJKtZasdiuOfHjnQC+u+HHt9b8+Ig3hOUQPl6P45P1JN5biuLjtRQ+WI5LTetHG3GpSX2+EMC77MrmBsH5wEJIFv6XgmYPib5PeejFbAjvzATx/mIEHyxF8NFyrPPyYhQfLlJ+UmUD4BzjyYQLj8boCOLLHjwec+HRqFPkmes1C46Kepwf1OAgM4BzWR0OiybsZ/U4XzDKc7FowKWKDZspI2YjzARoJW9V9WswHOiXbMTZQR0ejDjxbNyBVxMOvBy14VnThIc1owD4Hg9bhbhKLtiDlg33Rxy4PmTC2YJZJKdjUespDDp7kXNrOo1glgGETH1IO3hVpqVOi7J3AHlFLxA3OoGKbtbx9QuFj3A3/nAxpkytdD7Uh+2kHhsJrQyFD7J6nMsMyAd5oWzDRoro3k4LFE/5HB5x4a8R8eonNI43DbpjOoNi3hDIE2qE7aj6uVlYJSbNxXA5x/CSGxtFFjR4RAaaSLrlpE72DBPFJXbUhuyokTUfdWMmo3S+eYN2cb402BwWcYtnvaI6UQ66BHCWDbpQDHtQDbC5R8V+PYHtolfogmerPqwWgij7bYgzxeqyvpZEeOKn/GIT+YMbAiUfJmcHvU7kfU6ZC5RUNwr+zo0h5bMj4bcjqtgQ9joQVKwI2zQCwTtqxbBeDGGnlcZyNYyZrILdehxFxYAQQX083VPqYfbBbeoU67zeAHiLI6GVtwDiuolYGFTsSEv4ivJPP4LWfqSlCc6EqKlXvh7rgw5cr3rwYTsoYbUnw048qdvxaMiGt0eikgvhsJWSDk/9DNfFXSbZfITxI4s/MwnMKHSsphwIx5y0gOoQsw4gZOxHlFRQqw4qLawevs9WIdDmvBYMx5UOdz3jRzvmEtsuZcdawiczCDqGVGMfYhatJJqpOzPIOOjm96hFCoiSclOgjZRVpAa5wdJGm+fG7LHCa+hFwMgT7WmUFCaKNZIZGPHSx/4Wht0nMK72YjqilXLumZgJIz4Nhtl169eg6WXBuk4sz2KJ9nUkkOzr9HycnCHzm6jYiZ7uxTaToMleHBZ0OJvuwWb4OLaCb2Iv9KYU17Ml6//2dhj/7ycp/E9XnfgfDnT41/tm/OsLXvzztSj+chTCz7c9+HzegjuFk9gLHcNe8jiWgm9gOXRCHi7684FTmPGdwIL/BFbUU9hhfiHRL0692XC/tKoNuU8jKQv6aUTN3Ui5BpBy9CFNM4hbi4yDAcHTiPFgaO5CwtIttyY6A6kI5O1dHSomD3FePVp+Luw61OSQZEPdz02xg2xmCUvTN4Bhf5/8m5GgWYrXx9lHHDdiIkB4H4vKLWjHjJgg3TWux7mSF5fKbqnz/GTRjS9XnfhqzYVfbPrwkzU3frrlwY82eDOw4GfrDvzxrBe/22XC2oFfbbvwi203vj4XxrcWHfho3oX35714tRjCu68Hte8uhPBqOYaXS1GRed5f4etUuRk8m1HxaCYkltDHM+zt8OIJHT7zHCBHxPXD1P77M158NKfi1axfGss+mg/g5bRXPP/P2dXR4pDYhrstOx6MufBwzIV7TRverplxyNL7sgWXCkYcFUw44Pw0zfWSi78ZBzkjdpJMeBuxmTHKYk/cA1PQo4EeLET7cbFsFWnnKQuixhx4l3mIYQse1wx4Thtq04YHhO01LHg8yrmADXeadml4OyyzQ8CCYylnD6p+HUqefunJzNh7MOjoE52+yde7+0QCYmuYlLUQDkct1UcpiAhnXrWNHU62wivJALaSOqzENdjOGLCb0uB8nrMAPc6yzSdtxgKb6SX6TKJfh3VNjV+6LumBJ+dbeDU2+aYih7vuN6MRsGDIR9mJwxArFnIerJeplXtlI2B5zHIpjKmMH80oCZM8/VMGMGE04RVOEDcAQUgXI5jJ+DEcdmA45sFwzC3DXJ4gq7EAskE3sqoLQyoZIF7sFQM4X/HhHMuUsy6s5wPCOEra2W1s6ww4FZbcOKV6Mhf2IaXylG+XRT6nujucG78LxUDHqkrYGu2SlGRSXgdClGco03jMmIiYcWUkhr16BOtDKhYKbol9X2xEMRV3yryGp3xKPUk3KZ028cvTdskwHBd/2mAF0+CjQ4oIDHYvWxFnEIx+fLdeyoB4U0g7dSgr/ZiP85vTjvcnQ3h/MohHzDjUnXhcd+FWM4TFQZ9UPfLW8TfdX+ylvIW4OEsyIKlQFrPI69gJzNrRnKLHYjGChVwQEwkFtRA3JEpeOpk/UbJh0VDc2iOsc0pA4xE3Rrg58wQfdqCa8omcxUxDyMoAowFDIVpAHdL1MOgzIec3CYcq49GiHKLd1ixOtjJT4YpebIqkjPJzErAMSP4gZO6XRa5o7xZ4nCTcQ/0Y8/dizNcrTpZpolBiZrm9Dnn6UPNq0VT1GPL1oOHrQ51DUE+v9BTn3KeRtp1AxnYSaetxpKzHkbOdQEs5gZ2cHudyA7g4SJfPKZyNnsaW/yTOhU/iTvoEfr5ixn+46sb/87YL/3Ldi7+e9+Gbk0bcyp/GxeRJbKvHsRPtwpp6QrARO+lurLEEPnAcK+w3YGNasB+L4QGsx7VYjQ1gwtuFqvMUkvq3ENK+haS9Vz4/TFMnhAE2gLilG2l7L9K2HmQcPbLQdyTgfpRY5WrXIGPvQ87Rh6KTnQu0emtlMxxS+qQAnT+vzPvQylj19KOsaMWzTo4P4Wv8WScdk4EnYhJmkvT9mzGXcGKEbDBKQ2EdxiJGjPj4/xgxo57CsykHfnZGlYrSX2068YsNt7ibfrPrxN/ve/GHbQ9+t2XH3+858a/2XfjrnhP/cKDgj+dV/GhTwScLTrw768E7f9sAljkE7iz+8syF5ST/AU/68yG84MK/mMTtqRAezaiy8D+bC8qQ9+PVBN6fJ6o9gI/n/fhozoeP5v341moEny2H8d6MFy9nfOLIeTThwa1hm5BOWWx/f0zBvZYT14csOJvR4twgNwE7LhUtOMyasJ8x4FzegrNMIifJVTLJBnCW6eRBPXYKFmzlTFiN8+SvkZa0x8OkDDjxtKbHO8NWvOQ8YNSN52MKHvBtDnMYrMgt4c6wA1fKZlzlXKFgxnrWRBtoD6peop41aIY0KHu6kXd0yQ5O7jsJjCxv5w8x0c8VLvZe0h6NqAaNKAboazei4uM3Qz9mQwNyyl9Pa7GR0mIrQenHiMW4Xnot6/yGYVDnNbemyRN9xCHsH54YeMqvvL62c1NgYIyzB8o1NaHiWUSH5y2hzRRhigUxDqzkFamOXC5ysQxhNOlFNeqRDaDo5793Yzhox+ygV1hCrHNj8nUy6RGSKFHTVUWHIZbLBz1IBuxIBqwyeFxI+3CmxB5hF67Wfbg65MHFelDSiGXFIPJOyt8ZwOZUJzIBDqEV5EJuJLkA88+YkCVl009ZytGhX/ocHYeQyChW0dSpn9PiWfXbcGE4id2hANZKbtxZLuFiTcGdEcpebqG0krUfI2dfXDbk6xslAJdWuOh3wGsiBTFMRYInJSGXQZK4fMgWZyFQ0qXrOLs8OsylyRey4VlbxbvjATwd9uJexYl7Qx7cG43iwnBUFoeovV9SxWEmgwUDwS5nDr5pA+28T0kmsF0aVFQ91oo+3GoP4vZYGpcacZytR7FTi2NnKIa1gorFPJPdXqznFSylWcatoElMtNeJos+OvMckmQlWkYYdOpG+EqwOVR2oqC40QoqEwYR9JM1yJhRJUHydPyBmnB9rzsXTqVWqA3kwUE09IkVxcEzURMjYg4zlFIb8GsHttlStBHNoz5uM6DAR5hyAvu2ObDES1ApkrubtFyZ9lcNQtR9FVxdyFgaj3kDKdhJhw3HELMdRtB9H23sae5k+HBW0uFDU4UyyFzvRU9gNHsPbudN4WngTP1404MVQNw4jx7ATfBPb0dNYD5/Csv9NbIZPYCt2GlvxLmwmX+cQ4j1YjvRhPqIVf3idqVznaaTMJ5CkdGPtlgWcMlXS1oe0YN5Z6tSDmK0XKVc/0vZuwcAMce4hDCVth0vz+mej7NaIxl909qHOxT/02gXEl0lpVc3yOZG3z2E7XUBRs0jIlIPapGMmzFhiADJJJLEDc2mnOILqdAa+fqgKMKnPz/9SQotHIw58a86Gn2878dUqB+VO/P1ZP/68b8M/XvDgN0RpbNrx1wM3/rpnxT+dteGvB178bIuLv0da+HiSf3c5JhLQRyt84nhPHg5vA3h/MYh3ZgN4OhvCs8WEVLo+nY/ixXwUT6fZ3BeQLu4PV2J4b0HFNzZi+HgpgA/nvPjGEjcDLz6e9eKjWQXvz3jwwQKJAC7BXb/NU3fdjjtjPrGOni90FvaDnAln0uxitsqiz4Pz2ZwZe4MGnEnpsJemHGTCQcGAy0NWXG/Ycamkx6WiHpeLelwrG3F7iBh4O56P8PRvxzN2dQ9Z8XSE4VQHHgzb8GikIzs9GPVIVuByySYy/RZvACVnN2qMznOYE9SK97Tm4zdwj4S/Bh28FmpQ8tH1oEWNaAJXrwx1agEthqiBBllOzAHvgKQFaQHdzWhEy9tODGAzqcVUoBd1Tw8qPg1K/g7WlJhougNEK3xNAyWlshFiGTMdIE40I+z6dMnwiP+GcLEq5SDq9xHHa/eQTXoCyP+fz/kxnnBhLOXBaMYv6OmxpA+NoA1DXoP8naWCH3ODHmnzGY06sVAIY60aEzvpcESRBTrutyLuNQqVdC7lxYVmFBcbQdweDUr693ozjLMVnwwpk4oTUfr9w4oE0fJhN3KqC7mgWyShbMAl1ktycgg/K4YUQSwPMiilOkS64Q2CC3rab0FMsaOoWLFTCeOwFcNy3omjyTTOld14OB7FVsEtTiSe9OmikRuEm4utXoJW2QDfJlEY/L95ozAiTk4SazlfbwCUiDo9zaZOcIqLo4eDJgs2kibcbnrwdMyPh00Ft8oO3G/6cG80gutjCTkFR8zdcvoPchjM1C83Pi/Z/h3rLV9m+xpZUJslFZebtNGl8aCdwQE302oQ54cTOKxH5PdHzTiujA3iRnsQh01uEAmcbWawWU1iqRDGCLtZ5WZIDLUGMYdGPpZBjwU5DzdqN5pRH+qkkQZ56+PN1IS81ywP50DSNqZaMR71oBVzohFzYdDH4TQ7i3Xw0kKq64VP34WYtRdpRzeGfANiv2PRhuAi1H60IzrBUbeYLA7r0ORNIUivvBYlRzfKkik4hVnfSVRcbyDt4E2gCzlr5xQe1R1DxvQmxn092C2YRBa6NNiLM/G3sBN5E0fpt/DO8ABu5E9jK/QGVkMnsZPsxUa4kz7eiryFg0w3Dgb7sDuow1pKL1bBquc0EqYTSFiPS+dB3NKDNL+2jgG5+fDzxhtWzNotLyfsfUjyBkASgHsABXcv6r5+zKSIMbZhbpDUXBPGY2bx+leJfvfSym0UWBlP+kywtnxdmI704kzZgZ1BNrRpBenMvlqilSeJdiHumNC1KJn5bMziXMeKmk8nTP8K4ZGuASFdsuic6Jhm2CgUzXstNz6a0OPrbbvQTX+/G8Afdtz4x/MO/MNZK/7+jEd6jX+1xTY2D/5yoODrbQXfXiKewY1b4wxuefD2uA/PF+N4ucAhcFLa91i9+t4S3Tt+0fifzkXwzkoGzxeiHc1/Loxn3BRmVTyfVfFiNoD3FlV8tBLGRyskBnjFhfTelAvfXgrh8xViXhS8P89GPV8HSz0dwL12ALcnqCJYcDZvlEV+N2PAGVI6s2bsDL7+lbyjLMNwepzPW3BYsOBiwfRaLtLjBnuDh6yC4X6beYiaBXdeSzyUex40rXhA6adpw62aCfeHbXg67sbjMQduDhmESXS5asFh2YpzFfYBuOlk4G6vw5DSI1N77v48+TS8A4JiZaKXeh1LjDkQG1U1mIwy3NEnroiZuEH42AvhfvkASCbcTfSIrrWX6JerzWaKrgoNmv4BkRqqfj2GFJ34henGoGeY5DuWHhMhzKHzKNt04jztG9GKsTe2w5WvRSmhdDoFqhG7XO8b1PPDDrQidunlHIvZ0KTMFLdjsRQWYig7hAk526zHsVqNYjThRntQxeSgKiiExXIUzagibpwsF3EC5lghGXfhUotl0UHcYYl8y49LVR8Oa0wl02HjQMLnxKDfgRLbrSJekY8qUT/KET9yAZdIQFm/E6WQIk857EU54u1YMzm09XU6iylh8HU87a4XAzgaTWA+aZOqt62sC9ebURzUI3K9Zro55mCPg1lO/1zkcn47svT9E33ht3VY+sRJCKL7dRezyESdITE3gAwT324DErYBjIZtWE9ZcaXkwKNxFbeIu2h6cbuh4HqdpdlpHFQiKLkNCFs6iV66njg0z5JVHnXJ7IXp5rlcEPvNNA7rUdxsqnhvNo5P52N4NOLFUdWFo+EwDoeCOCgHcGU4gRsTeVwcTuLSSApXx9O4NpHG1XYGhyMJHLSS2KpFsF6NCAhwsRxBI+mTYXAn7GdHLepHLeyRm8CQ1Ety+G+TTZxEVFbpDfl5ElXQFOnPjUqE1lgd/AyYGfoQsPBlDfzmPvgNp5Cy9cj3K9Ot9K1PREhPJYtdJ8NNDuNGCPWKkN/Sj7K9B0PuLmyndNKbPJMYQNbdhaKHbqNecQwFjcehGk7C33cMGfObmA5040yyB3uZLpxNd+F8/A28GtfjVqkX2yEGzF6D6FI9WJfkbhcWImQZdaGhdEmvQcx4AkHDW1ANJxA0npKFPWkj44twxgHE7ax07QPRL2lnHwY58yPaxasTeywNHWzcIxBwMW3HYsqC5Uyn2WokpEPF0y3rRDNIZw8b2syYDJskrT8V7MJqsgvXmlycDLhRt2AnrcF8ZABzURNmIlYsJlyYDRP5YEaL+ZlgZzZDNEsjYu+0eikDr7sedJhNkeprw1LWhUsFE76/7sNvzyr49Y4Tv9324g87DvzToQN/3jHiX+0r+NWWBz9dd+C3Z2kVVfDJrB0fLgbFu7+VGcBmVo8r5AbNRvF4it7+BB7PhGWhf2eB8k4QH7CPezWDxwsscgrh/oQXj6ZUPGVd61xYUsKUdd6Z9ePFNFPFPrxPGWgxgE+Wg/iQv+ctYEHF+wsBvJwP4t05yk5RvFrJ4MF0GNeabuznjdhJ64QHtJezYJd9CJTLB03YSRuwlzPibM7YkYMyBhzmzbhctuP6kAOXS2Yc5nS4UODrdbhUMuBOi95/AvGsuFU34u2aUfIA3Bhu1y24XTPhwYhdZhGXq0Yp42EY7NyQE8dGg0b55ubOzw2g6ulG3dvbYVIENTI0mo0MYDE+gKWERpKBbJ3hIJcci8UoJR4TdtN67KS02E5qsJPSYCfeJ4u/OCAyBuwPmrCeMgg7mxvGdNwoltCVtFkGVOx8pc2J0lAz6hCv/ygr1pKExREqZ8MQm8XoOpChsUFuDvVI5zZQlYGuWzz9a6UA5lJ2Ce4wT7DbiGG7FsNS3ofVclCsoCuVCGb/JhWJ3GRGe9CHWtgtg8aU34Yc+4oDHSjbftWHm+Nx3BkL4mbdg0tDhESpArBKU8Lx2uTU36k4VFAKe+XXcqhzo6hG/fJnQ7GAvFwOeVGmTBR0dRb/AOcBRrmxVMKcE1gwl/Hg7ckstssqdhoJrOa82E57cL4Rl6Ebf7hpf6TDh8NP4pZlAwg4xMHExZ7ZBAbj+DJP/jw1UzrhJkBWDxlKGcX4urqTeA4z5iNmXCg4cXvYj6tVB24wAl/34Ebdh1uNEI6qEUzGvcgqdhnmMtCW5QmbJT/82oRscmrfb1DuieFSxYuP5mP41ZkU/rgTxG+2w/jBWgx3h724VPNjY9CJw0YMF2sxHA0ncDQcxSVudEMqLo8lcHMmh8vjKeltuDCWxLWpPC5NFdDOR2TmwAY7zgS46ZVDnblNI0wHkFXkHzn9s41OMWAi6cVo1CUyEHMoPERk/RaEeQswDwhziFZVn6kfXmMffIYeuRHQFVegDOLVSD6F2F4C50gR5SbQYK7A0yV++LL7FMZ9p7CWIDyReIRu5Nw9GE8YUVa6EdYfQ8xyGlHjKahctAeOoWR5C9NqL3ZSA7ia7cb7E0Y8aelwMdeNHRI5GdxST6HhegsF61uI6t+EqjuBAP8P0ynR8qOWXtnEk3Ym9Q1IOvpE70/be6Q3N+/RiGuPcMGC0i9SrKBZfOwUMAt5cmnQLYv6csKGlRSZXDb5GLkJ1P39IguxEZAnf3K/ZsIGWRP2cjydmnBnSIsnTT3uNww4OzggpUOjZNcE9Gh5NTI3YWCsqnZKpJgD4gGON/yGMG4MYg9th3WouE9jRDmFCzkjPl1R8cOdAH684cYv1xz4/bYVf9w14c+7Fvx1z4Vfbznx41U7frjuwQ+22GsdxIu5EB7ORHBzQsX5GjHuVlwd8YiUcmfch9vtAJ7Ox/F0Joh3F5kRSOD5chpPFpN4NBfDPXr852N4sRDHs/kIns9H8GIhhMdTLOlx49lkBy3xat4vnJ97IxY8nvLgyRSxED48pW20reCduQieEuHeDuJ2U8Hlik1wFzz1b79+uAHscEMoWLCd1opEROv82ZwJ+zmLsH4uFK04nzdiP6PFXnpAXEN0WV6r8MZuxY0hPW439LhVM+BqUYu7DSvu1Ky4NWSVW9S1Wod5tJlna5gT8ykzjjU9fRhydWPI3SMbQMl5ClVXF5rePmFZE507z97UZD9WYl3YSGuxFKfdU4OFsAbrMS3OJDU4mxrAfpqDCwPODPIKY8LZQSPO5cw4lzVhJ6HBRnwAW2k9zuRNAnviB8dJ9oWyBVtZM6aiBiHftdjGE3dgJGLEBK+gcVYCcjBKPocVG1kXlhJmCaCMRy1ykh9N8frfaQva4bC2EcT5kZh46ffqIexUg9gZ4hDTg/UqayI9GE9z+MueAhPKQgk1I//aMpkhq4fzAy8xrFbsFt24ORbB2y1C4BioiODqaETgaUW/o8PF9zvlZC8n/9cbgGwIr59KxCfav/xZkLWHikgn8vBtqTaRuBha40bAQTelke0SOw9C2B6KYTsfxLl6AuNhYrMp+3DgSXcLswtm0eEpJ/EW0dkAOid9Oe0LFK8zC+DtgIwkbgASlFJY78ieACNmow5sJm24NuTD9boiVrS3R/yyAdysBXClGsJY0IEU6aOOTi0kjQA8xc0XgtioJ7HXTOJcI46rQwF8Mh3EV+th/Hrdj98se/HVnBc/XErg1WQUt4aDOCx5cK0exNvDMVxrhHFjNImDKnMPQZxtxnDEW0ArjOvtJJ4sV3CxEcJOWcVwTJHht98yAJ+V1lSdwP/KfjsqPiuKXjOKAbrBKP8wvGXDeNIriw2lJG4A3LR4A+LGyGFwwNQHv6kfiqG3cxOwGSSx7KPzyNKPmK0PBZogWDITYm+rTm7BI0Helju0zLrnBPK2N1B0nkLR3YOsk6n6blRVkkZPIW48JoPhgncAEYat9CcQ151AXPsGSua3sBXrwYMWr+p64f2TX8SBMj36If1xBDRvImbtQdTWh9jrk33c1ouoqQsJa2/n9O/sQ07pF1lnJGjAVMSMYc7eeGgK6FH1dk7bZHHxMMWyIIa3ZuPsfzZiLatgka17QaOkdYcphQmvRicI9bmUBVNRPebiJqykLLjIE2puAPeHtHgwpMWtmhH7JSuGvD2oeDuycpMzBTLBpOi887POgqKq3PxpAzdhKmnDeIjUgAFMR7pxWLLgcTuIh9M+XG+Y8HLCgq+WbfjNhgm/3XXiz+d8+Ic99mL78bMNF7675MKHs258uPT6xD4dxLPFOO5NBTrPdBDnyhYJrG5lTbg87MWTuRiez3UGvU8Xong8G8GDyYD4/QUBMR3Cw+kgnshGEZWF/QVnCpSFphQ8n1QEfPdwyoM740552AD4fE7Fw3EFzyZVQVbfHaYXn0A7O/ZyJiEmbGYMQkfd4xygZJcN4GzeJI9sAHkzzhQ6PcHbgzqx8Z7JaLGbHsCFogVHJQsuF424UTbhZsWIOzUjblf5mPF2mb+3427Dhes1NzaTPGh3iM7sbyE48VjNSehTZ2hUdnVJpJtxdzp6qHm2A92YC3VjMcKKOg3WE31YjPZiOarDcrgfuyk9zlDmoWUpNYCzg3psxBkwsWEzqccOhxxc7Af1Ym06m2ZAzICLeT0O0/24VjTgaoUoUwuWxR1kEfmGnvuRMIsTDJKAo2NoPm7FuaIDt0ZCuFB24gwb74cjmE65RPpppzwCjmNjD8sRDikxDEewXwuKhXNvKCR69GYlhLVySNxATAPzxkF5IM+kMYvseTJmDoAOIsWMmqLHbtGDa00VNxo+3GgSBpfA9dGIDC1zPFlz4aGsE1RkI6Drhqd9LvrlIMtQHBJMqoS8ndfx9M/0MPV6lUNinkZJSHUK9pk3gGbQir2CX/IAHFjvjQxisxjEfjWCNjcAL0/ulD8IvTMhpxhFDmEPAMNgPOXzZjDopd5PhwwrHq1SikMcBRd/BqXyZPRzIEiQmoOyhhlLEQuuVFXcHQnjas2Nm6OdXoJLJQ+uNiJi/0vY6CDRy82BJ+v1CmsxU9ipx7HfSOBiM4qbI+EOUK/lxAeTCr49H8bHEyo+mU7i1UwKt1oq7k4mcLURxNV6CId5Nw5LPtycyMqcYKsYwN6Qiv2qF3fZxTyXw/mSB5uDbjRDTqRcDJVppDeAnCCC5mgNzTJQ59J3EsC+jp14lNIPbb9ST2pB0Ut+DTdJzkG0sgGELJ2BsCSX2VNA3DbbyORm0A+VUpH2FELGLtHNmcjkPECGwd5uLKg9WEnqMEzonJd1qQNirCBiOms7ibz9NGKmN5C0HEfeQY3+NOKm44jp3kLE8CYi+jcxaH4DFcdbyNtOIWp4A0H9WyLrBAynZPYSMZ1Gwtoj0k7KTst2LzKOPhR4ynf1o+jmzzCTupRqWDloxGSUpThM6JowHjaJy4z0SYa06NwZiXRyLlQCpl8n8du86RDVnOCizM4FewdaFtRhhvC2ODcBbhoWnMlZcLNswPVcD67me3FU0mM5pUfB1SO3Di7upFnWfcwQUFbqQCc5W6gpA2h6e7GQNOLKqIqbY35crttwVDPjTsuJJ20fbowpOFe1ipTxs60AfrXrwfdX7Pjekh2/2XZI+c1PVzvD4g9nFbw7F8CjSQUPJjx4OquKA+jpbACPpgO40w7g5kQQ56pOvD3BxZ1/puLpfAgPZsO4Ox3G3XYQD6aCuD8dxs2WBw+ngiIFcSbAmwVDYU8nvbIRPBp34Sltn/T4j7kkNEYq6P1RN55OqXg44cPbLaf0Alwsm3C+ZMZuzoTtrAkbGT22cyY5/QtJIWvELtfQJN2UA9jLm8T5QwAeE9usCeUtcT/XsYteqThwVDDjasmMBy0Prhf1uMO5ADeAigG3qybcbjjk9rCesaBkP42cU4OcQhCkBsca7l65AQz7OeGnzsdhUo9o9ROqVrjpU2oX1rlbpXgL6MFKfEAq3bbTBuzQrpTRyelfPMexfqwn6QAiC0iLPc4D+A4P6nAuZ8CVkhVHRQvOxnpwJa/HjZIRVwt6XKTFKW3BRFAn6GFeM8fDZIlopLh9IqiXD4CBictFFiw4sM9PGBuxcorUuXGoS0fQWs4hxQ0Xh6M4W/Zhr8KaNAU7JZ/IKcROr7JMvqAKZ2g84cFIyo9Gwi2wNlZSUkoo0s6pMMxikcGrbABNP26NhaUJ7PpICLuVACqvkcWV1xsAC1mKQUUW+kpYEc9/kcNfeTgHcKMc8qAQ5GyAuArKRh6UVBbXs0SF/brUqy3YyftwoRETdPV2M46dSgTnGjG5yRRcOhR85AwZ5SbAVi6e8JkL6GwA3Bzo9iGjqKP90x4qGwMXf8LzSFDlnyl6JPl4dKj5LZgJWXEu78PNehBHZReOqgou1/yyUF+sBWXTpaOE/vx2OoDdRgZ7Q3Hs1xI410xhvx7DfjWAw7qKC60kztWCuDuVwocbddysh3CzEcE+pZ+yG7cnErjZiuJtzlmqKo4qITyYyePqcATXWmFcHQ7hdjuFu5Mp3J/O4O1WVAbH4zGPlM0zyR6wEQtBFDbppmYkzANSaJ9y6eSEP8SK0VinoIahv0GXHnFrPxKUS3gj8lkRZTDNzoBdJygX/VuegXZWAuZIMbXq4DMNwGPoh6LvQtLBGQEddCZpIJtnNWJYgxm6hXxciE+h4edsrRclB5PCp5Ewn0Ta3iVumryrC4PW4/JEzG8hbDkFP+2axuMImU51QljWbqj6E4hYeFs4jrD+hNhW07Y+gTRywEz7dlGhi48zPOLFdRgn48jPMhy9DHP5czXO20DYJCf9GakstGOKJ/0k+3EtqAvqwoCqvwdV9iUkLeLomaTkE7FiPMSNwyqOHzp2aOJgKnUqosHZggFnkt04HOzGxYIOW1mL3DbydIJ5NCKlSrkLuxnYwMXaRGI2gqyY1eNSrcOreTGt4MW0Cw+Yah114MWMivszAdwc8+LBmBPfmHfh+5t+vJyySCHO95Ydkgv47qIDH0xa8Q67OhZCgn6g7ZPP01m/nMqfENy2lMDDuTiujwbwfCWLRzNhIYE+mPTi4WwYN8Z8uDsVxsOZqAxub48HcG8igMfTQTyfJRTSh8eTXjyb8gn7/+mkDy9JBJ3049GoGw/pwBn14OGYItbP2yNcO6w4VzLgbFGHiw0HdgtEPuj/6yawSQl9sGP5PF+2YSs1ILIanzN0C+U4JO5UX57lkzdhJdyDvawJl2o8NFlxVLbhcsmKqxUrLuU1uFrU4EpxQBLHF6tWoac2acIhz82lF+PHsYqzF1VXD2q+PtkAyu5uOQWQpz7mH5Avzkx4QMh46yktliI8/fdjI2XAVkqPraRW9Cy+Ixx8rcc02MkYsZnowxk6gdL9wgO6kDPgcpHvmBkXGHbI6HGYNeCoYMRl2pxKFuykdJIjmFQHsJSmU4CsEA0WE0YsRLmh6HExbxAv642aE4d5C7ZZckDSaJjDOXZkstTEhYN6CJcaYVxuRXBuyIedght71YBIB5vFEFYLKtZKQSwXAlImzzRwNeaQATMDYaRX1qNe4foMR+zYKLjx9kgY1xsBvD0awYWKB1dYFNEIYyTmkQWVp29q/pSAePqnI6ga9QqdtMK5QJAtZR1KaYkn/Sglok5aOe93yeZBciaDTdSuh/x2rKQVHI0ksF3xY380hd2Kis2CgvWSKhJQkv26dA9JCMoki1maej9REAp1faPYHbmRSSbi9TyA9E3eDkoqh6RWQWVk/Py/OnbQyZAD63FyywO4OuTHhbKC/aIHV1oRXGqGpTaS2nFL8BoJbFVi2KtEsVMOYrccFtnq7FBQtPv95iDOVKK4NpbG7ck8Dvh3ikFsFXy4NBzD3XYa90YSuNtK4nIzhXPlEG40gnjSjuP5VAyP2zHcGYvj7tQgbo6ncKHix2GtUwo0mvJLx0DQpumU4tj1UjbDhT3l0EtTGqWxEqUuZiO8ZiSdesSYgrYOSPags4F2Am0xoiUsPcgwH+ExIuFidwIJqkaEnSZJarv1ffCaBqTQXpX0/ABibGWji8VnEDfQWKBX9Oua+zSKjhOo+06hoRyXnoG09RQS5lOCYS9wPuA4gZL7NOLmt4RgGrd2I2o5iZj1FKLmk8LkiZhOyvA2ae8RGWjQqZFUPq/xBCMySFn0DKBOjd3HW0cPWiodSjRscNG1YipiwmzMhrkYh7I2LL0uRJqM2QXSyNvKSNSIVliPmr8HIyzKIYKAt5ygEUOKHk12g9A+zM+LuQdxF7MkWpG4RkP9WIpTomBIyYyVuFbyPoOWk6i52ejlEiYYF/qjugfXhv1y2mV3wNmcHleqFtxp2fHOrA8vpul4I7/GiafTfjyadOFx24Xnk058vBLCy4UAHow78A7tl0sKvr3qwyeLCt6b9eAJ/y6LWRaj8rxaiYu882jKh4c8sS9GcW2chxMPrjQJfOtYPflvHs2q4hq6IyC4MG6OKHIbeDhFN1BEbgHEP3BTej7tl02AJTD89cGYB3dbnAW48WBMweMJSqbWjvNmyITDEgtu9DjkYjyoF+lnLanBbrYzBD4oWXFQtMizXzDKsPgMD9evw2HEO18oWaX5i4fsqUCXGAEW4jrMspwnpsF+iY1rXJf7cLGkw1FFj6OqAQdlIzbzFrkNdsitJsQcOhwrOvpkdy65ejDkZeijC3Wyfdi36u6SPksWLyzEtZI+W45rsJE2YCU28HrHIv3TgI2kAetJPdZoA03psZ3oxx5dQBkN9rM67CR6cT6rFw/qJZYr5Cw4X7DIrYDT7MtFE65UbYKV3syYsZa1YKeqYC1nw0bGjP2CDReLVlyvMczAT6pTAmYXqy7sDFqwWyDn2id1baxJO+DJtRHE5WYIR8MhnK16sV1UcLYWxVY5irlMp1iGjWXEL1dZkh6zoxZzYijolHLzetQntwCyitYKblweovyjSnPXlYaKG60ALrWiEghLOQkd6/QRMEHMX7nw0xVEyYU9uUWVoDiHDHmbyQDKYbeU1lCLLwV4A+AGYUOBGQxmEPw2TEWduNig5dSPM7Ww4KGZA1jO+4TOygWKg+DOKfa/6f0c+Gapy4dZgUkWkkkWe576SSyV9jSXQYJSFb9ZQH85Lv6E3SlGsV2uZjw4rARwsaTgsOLF2ZIX54eCuMSbVT2KmbSCmbRfwl3rpQjO1GI4U4tijzOAWhwXR9PiYrrUSuByK4bb4wncnkh1bgajSZyph3FQC+LaSBLnSirO5FWcH87gXC2KKzU/nk5F8WI6jmczGdyfHsSt6QKuTuRw2IyJhXSjGpXS7BSTq3adtKQFiIlwcCBsfp081iDnsUhgL+lgoxjZV1oEzP0IWgYEh50gfsPRWehppS16dRJGG3STMcQmNa2gLygF0S5Kechn7IXP1CvSkNdkgMekgc/Sh7C5DylnP8pchF1d8rNVcHaj7DqBunIcJddxpF2nkHb1oK4aUfb0omg9ibrYscnV70bC1o2whf78HiSsRFacRtZxEnnnKaSsJwXHzKEubdGFAG94+k4Qy6dHnZuAt1/SyfTpN4XYqe2A16LErXukY4OBv8UUawhp1TSh5tVIEIuW7hbLWULEEjOnoxN3XsljwKBTK59ThvcYolMMPVBtGkTJhzKRr9SFptKNpqdLXFJFZ1enljOgkc5d4qEvVCy4OWzH07mwuGwYknrY9kn6lnIKh6nvznjw7owLL6bceDat4FHbiXdmFLw3R56OA0+muCjzJu7B41kf3p1X8M6MBy/nyebh6dyNx9NevLsSw+M5zgCieLEcx9OFCJ4s0OcfxvPVJG63g7hScwnQjZLOwylFbhpvt1VcaxGd7MfdyaDcAB7NRPBoKohHbT8e8/2d8ssGwPeZiz9vBPcm/bjb9uFe2ycWzUu09+a1OMppcSGnw+WySRDQF0pmbOeMWIz1YZ1KSVqPXWk/s+Ji1YEDWoNLVuxR7kkP4FzeJGiIcxwAk7NWsEgb23RYIwoJERG078+xFzuuFbz0bsmKfTqGqjZsDWqwnOjHXFwrPcKUCYn1Z5bmWIFef3svsnYGQDis6UPRfkLKs8d9LINnEYQeSzGdfAGX4mT+D2ArpcVmWov1tB7rgyasJAzSj7mR0GE3ZcDeoBnbCV1nmp3V4wyHFgXCj0w4nzXgctWBoyG7fEOcLxhwVDLiWtWMo7IJm6k+bFESKjlxtq7g/JATl6u2ToqtasflMqFGHtwe9cuvN5ssivDiSkPB+ZoPuxUFF4e5e0dwdVjF0bCKc3U/dsoKtgUHrWAs6sZsPtwZAjN8Rtop4+skj4YcqIUcGApzUXaLxXSj4sPVRgDXGn6cL/P0r+Jmy4/LI1G0QjZJVTKENRTzI0+MRIgykFtayoijGIr5ZPHnoLeZ9KEe98qGwFO52CZDHuRo3WR4KWjGcMKLetCJVsAiobPzFc4CgrjUogzkw0LBLwsUFzsZ+tLeSa3/9eKfoP3PqZHFny4nzjfktB92dRLCCge/ZuQ8RpFFmOSu0pMdsckQsapaMJt2Yr/qx7mSB/vcPCtB7JUDOBwK4XwjivWiKn3N02mvYLbXK6qwijaHGPBK4EIrjVszRVweT+DedALf2izhm6tZPBwP4c50Rv6PvUoQ+0NRbBSCUnqzVQljddCNzbQNl+sq7k9lcHM8iWsTgzjfSmGtFBIKLPuh6SFvClXWLoiJoJzItVB5inczvMjeYSMGyWZiQtnFzgQ9wm6TNKORRxRloQ51fotGnD9B6wAGXf2ohaydsJ2jH2lutE4twtZ+qFz0TX2dDYTSk4WvGxCsBeF6ef5gGU8jbOlD1K5Flgl6Vz9KzMAoPTIHiJiPI+Pqk/DTkMKbQg9mQlq0I1pU3ScxaD+NtJPefN4q+pBx9SBlPy1D45yiQcrWjbyikS5vPnT3UF9n9SoxwRyyUp/vhNVI4GUTmlZIvJRgKL1M82Sv8vV0MelR92oEM0yXDk/8/L+YNWFCOMKP2zIgw3avhRgQXYcjRdeRvQMT5K0r5dChomjF05+yDwg1oFPozs4AYjR6sZvV4s6YA/fGnbha1eERU6yvT/Yvppx43rbgkyUPPl32SK/v+3NEKJjETXO3ZcHDcRvujDpxnSfzKRX3Jt14tajKAPYBB7LzATyf9eHZtEfcOo9n/HhAvZ4ef9JAV+N4MhfA08WILO4PJsMCdWORy7O5AJ4vx/BwIY63J4K4NR7ArTEf7k+GcJc3AlpCiUdp+/CcwTD+mym+7MejtoIn82Hcn/Lj3oQXNxuUYwy4MNiHqyUjjookf7pwuWLGWXYNpCij93duAHT6FEzi/z8ackmJyyVC4MpmHBSNOCAjSKyjGll3d3IWLMQNGCGI0NMrdFUO8ieFzGzA6iBTvlZsFZxYSRoxF9ZgLmqUDgYO2wcVSqUdntgxenHzEgJhIrgXLQZafL3SjjSl9grcjViHjYwRSwkmfI1YjvYJtnQlY8JskgMlAxruU9KxupwwYimmx3rCiO20+XUoTCeDi4OcAedzRmwn+nD4OuHGD3I/p8P5nBYX8wO4VjXhfNGAvbINc/F+bOQt2M2bcbFkxvUhm4Qi3m66caPRiTXfahC4FMAhYUoEKFWdUqAuJ/+aH7cnopKg3S44sDsUxEoxhLGYW7IGU7kQRlNeDCcUcZQM/c1SGrKhHmEC2Y1ahFgJFxYHHbhUVXCDG4osyD4c1X04GolgKR94bSdkq5eCgiz6HpGD+Gsl0tkIajEfWukARgeDGE75MRTlnMEu84YKA2SSGjaiEu1A6JohjwTV9ssB7OXc2CkEcDQclx7QxYIPIzEOQfUSJMsHiJlg0tgh1E9uBvR4C7fJoxML5BAX+pBTEBm8LXDOUFYYxDFJkI6DOS5KBY9BbgMTSRu2yop8rBfL3Aj8OF9RcdQI4XxNxUrWg7GYHdODfqyUw9gcCmK9EsB2PYZzIzlcbA3iaDQjfcs3x8P4zlYBP1jP4OOFBN4eCeFoJIkzlQg2cgHsDCWxUY1hs9JBfC8PerBfj8vGMB1zYDLmwESCchw1Z6OcrDmYXC8RBR5Glvq/TSeAPLepFz4rF3MOtQ1IO41IUxZyshlNKwlmbgDU8hVdDyJWHWLU/p20tBKnYUQjyc3fIjcozmSYVq+8vuklGKrzkXrK0ptexG0DCFj6pI2s7jUipjsJr74HbpNWbhsMXA16BqR7O+/WImkncoXuHCMaZOR4TmI+RtdLH1rKSZTtJ1EkhkHRIO3gsLdHFv68T4eUoxdR82mU/DqxTXKx5deQchxzLxNJdsfqMSOLgRWrGZughGdjekzGjGjHzWKqoNVSCsnD7NWgLdbYQbu4B2SgTBksYOqRk77PopGOBT4qP3d2HWI2hkQ1ktwnJob4D8IAs7Qiew1CEKDzimyhlF0jCWwC9c6Xrbg34ZZ6xvsyPFXweJzJcyvem3XhnUmya/rxasaGj+dc+GTBhU/XVNxt2XCNhMu2G/cnPbg3xbkAC9jtgm2+32aZkRUv5gN4MumWm8CjtgsPJhUZ8D5boJvHi1crMTxfVPHOSkxO9Y+naNEMygn+6VwAj+eDuD3hx90pbhBRXG24cWcigLvjXOQ58PXinZlO6xelnxczfjyjFDQbwP22D3fHFTyc9Iv2f7Nqxo2qCVfLRpzPEYmjE0z+Xk6HjRQdkZyVDoi7h1IYjTBcKwl447p4oWIWSuhBxYz9ogk7GQ22BrUixy9n6E7Uo+LpQyNgwHjMgaWcV35eV7N2rGTsWMt6MBfnrcCGSQZmgxYJBvJgxG4Nwj+PsaM35+gVngerG0k4HPGcxEywF0tRtn2xdqwPC+E+qXxcT3E36cJklGEuLQriniFrnTH4XimPp9NgPsGZgR6bCQ3OpImF1mMvTfuSVixQTMFR7jmg1sX6srwelysmXCxyEbdhr+zEYsqE6YhO4FBniw5cKDlxVOpEoknTo/+VXIurZac4VS4NOXBUd+Fq04sbrTCujURxvdVxr5wfCmCzHJIu4amsiomUV2ikExm/JIXH4z7UA/YOkiJKKJwFtRADaW40ggTCeXC+4sGNZgCHlY52fXE4govDIWyVfCgTikdcMR0/UlGooBLyoBrhRuBCNeyVoNLYYATNhBfDSd/rkBIHzRbkyPPhD5CXtkUHqgEnhkMuSRpvZHzYL4dwphLAlVYcW3m/nL7n005ZsDtJVxeKfjdyPhdyAUpLTL1qMDfolMBdWSEO24WK3HZ4Y2GhD623JiwkDJjlN1TEiDo17CBtlCbUQyYsZJw4qoXwdi2It5sh3BgO40KVcpAb25WgJGtZ/L6Qjwid9bAVwUEjhr2hGC6NDuLicBpnGzG5Kb2Yz+DxBK/+MZyvqzhoxrCe92E9R+kujOUcHz+WcwEs58PYrKUFBT3M2xiHjoSNhc1oqzpsDTpwVPXh+nAElxsJ7JZjKLsMouf76Qqy6eAxaaEYmBruaPm0ehJKx43BresWDT9g4Z+TiaND1t3pXc5xUfPS2cU+ZtJlCZpjM54RKWr9ilFmPsRQDEmdpxMxSkW2AYSNfYjyJsLNxUxZqDM0JryProuUnYNnwhd7MRrp4JLZBjUdZAFNr8zbGCTjrSEnvRMDyDlOC6eoIY4i+vpPox4xosWKUY9evveYUciR0BswyjCYDqQppm45bA1rZQA4GyPaQidSU83P07kBtZBFFmxuZKqpr7Nx6XrgJiyPiAy7vpOHYNOaZUBuAuyjpuRGcB8DhBHHAPzWXoQpxXlIgTUKdqPAYSPrIl1aKYCnPs2OECKJ3+aglLbMMSeecWjLzt8ZB17NOHAxcxwPWkY8GrXg+aQdHxDnMOXC3RE7bo+5caftwT1uBG0nHkxyQ1DwkAjmGQ+eznnxdNonPcAPJix4NOnA0xkvns548M68D+/M+/F8TsE7C+T4B/GwreLBZAh3xrwyH7gzoeBcyYSzRbvkfI6aPlwf4QYQxP1xH55M+PCMQ+Axt7D3mfR9OuPH84WQ2EQpE90b47A5jJs1Gy7lB3C5pMVhnr59WuQ5y+wXJxA3gjNZHbZS/R3bZ8EsG8HfbgBcF8/lGQzTYT/P4W/HiLOeMWAt75TbnIR2AzrMJGxYznrkdicVurzl8RCQZudyp26yFTKipGglFR6z9SNOF1DZQ7ZHPyoull9oMEL7p68XM6F+zEeY5uvHQqRfEA/LMfb+DmAlrcVEqF82jkFJoHJB0aHg1YqUUHJpMOLvxXKKTiE9LpasEuY4kxqQ4fD2oKEzVOZtgqygrAlrcVqezDIQ4U1jKesQbCwj4SyNZwpzLWWVaPQ1kinrNlyvWHGl7MBRxYXLNQVHQ05cY2dnw4urTRU3RyO4NRrC9WYAF2uqDICX8yoWCx3uzCTTiVm/lJDM8FTOBHLEgaG4E2WiqIOsMnRjKOzEZNKBS8NBXGsGcL4ewH5NxbkhVTaZvZIi/Z3spS2+DngRiVCi1z/cGf7WiCmIeDCW8sum04y5ZO7ARYT2UBI5OXTk3+W/JcN+OOqW4d5KxovDZgIbeQ8uNKI4bKSwyzBb2iE2Onr4y6oDdSGnmlFWSR4lRE8v9j6ylIR06rPJiVbCZqoDE1F2MDuxGDdhJklENvVfM8ZiLhRJYI1aMZ92yND1alXFdQ6A6yp2cm5sF3zYrUZRV4j1sKAZ9WMy6cdWKYTDWgpHrbS8r0z2nmumcXU8h2vDMVyuh3B5NI2DkUHsNNPixFoYVDCd9EgP8GpOldnDXiMuwb2JhB3tOG29ftyoKXivHcS3p4P49kwIn0zH8P5UHE9GI3i7GcHZchBNn1HcPUGLBh59L2x9pyTYRdmGlFWisLnIOTWnZfEntpqYDCap0wTk2UgqHZDTUYwuIKtWuoaj5l5BZRAsFzb1QDWcRtI2gDyH8G498swUhJyIWNiNS3+/Fj5LPxTzABRjPwLGfgSNPQgZOOAlcK0L7ZhBJJi2ypvzABYS/WirrKokVI7UXQ0qSh+q7m4MKxqMU08PGVBRBuSHmeTNEX4tSTv16pB19clBrPCaSTQS0KIdMmDE1ycoC9pAWaWadfTJKT9uIxaCyeRueLSn4DX2wisZiH54zRp4LVooJg3c3ABM/XIbIMqbH2OccDimx+38WHtFJuLLUesAEnLipyNJg6yjVzhhNHRw+Hm9zkGvE3dGOsNdJlap638878Gnc058Ou/Ch3NOfDjvxb0RKx5PeqQ96+GoHXdGXLhSZwuWHfcmvXKiv0/L5VxIHEJPZgN4PuXCB9MuvJqw4PNVBd9b9+HDCT2+PW/B91Zd+OaiBx+vMgkcxNPZsFRLHvHAOMGcSRiXydoicC1jxXaZsqcHB2UHrg57RXK+P+HHY7ZscQNoe3F/3I0HbQ+ezQfxXKBxETxoq3jEG8S4H9dqNlyuGOU5X9BjP8/QrE7mAOcKRhzQ5smDsdhAO3bQs8XOMJi9KtsZzgg6BTF7BZO4MTmPpVxIs07drxWS7WLGieWsuxOATbDXhLBNvdh5uREww8Eb/kis0+wowUF7H44NMQBFrj/DLa5eNNw9GPP1Y9zXh4WYQQq152N60f8Z/FqM9gugaZrR9yDJnUYpOKeXWgBcigEFex9q7i7hTTPevD+oxz71q1i35ALmI32C2SVznVNp6pSzCSNWBu1oh7QdHTNuR4V6OAeZRD0EeBswYDMxgDstL+40Xbg77MFR2Y4LJTcuVTy4SE9szYPLDRWHVS9ujkZxeywuvx4O+bBb8mGzGMBy1ovppAsLWQWrJfYMv+YHyQCYTh4LylE7huJc0J3IBSyYzLhkjnCx7sfZGt1EfuwW3LjSDOHCkIrZuBsFxYxyyC0unwLdErSSUkaK+VDwkXVEBLUbYwmPvB3iCgr04zMPINZMC0pMsEY6N4dKwIpG2Ia2hNuYYfDi/HAcu+WI3AK284pc/7hR8frO1PZEYAAV0i9VB6r0vyt0iphQCXpQYjYhaJf+3+GwE9NRJ5aSDsyxsD5mRUs1YTxCnAbJobSD6rGcduJSRRWP/qVGCBeacRwMxbBVDGKtEBJphhbCVtSDitcqTPi5uAdnqx0XFpO9F1pZXBkryKZwuZXBfj2J3XoaK8UINisRbFXpKlKxnFWxW4nLAJnAPgLH2lEjjpohfL5RwtfbWfx5M4Z/3ongz+sh/N1iAj9ezeKbUyG80/Li0XgEZ/MeDPv1spj79BzUauHS90Ex9skCxyExZR+eyhkck54COoZkMWMtqgZhSy9UY7d0DQg+w8PUqkWyBGzIS1j7JHGbcerkhBsydQkcj/IHJb2UnZA1SlCdWYGi64Jf34MwT9A8Weu7Bbc+FTfIqXw22IOlEHuIezAdGpBcTtHei4KzTzDTdBW1VROWM6Rm/m0DMKHBuY1CIqlevP/Etne4XDpBu3CASza/3BTo8HLx/eos4Fyog8ZeBE1s+uqXUz0/N7LQMwBn1cni7zF2bjLcxNjdHDJ3nFP8+NMOjbiRElYiJwxI8XX81a5FztGPgqMHnDFyU6oo3VhO6nCtbse914v/My7e43a8aFvx4Ywdn8zY8I15J74x58ZHsx48nlRwtW7FpbIBR2UjrjdduDGq4MqwB9dGCRcM4G47gBstDw7rdjye8eF7awHJA3x/Wotfb7slI/DHHRv+sG3G35914+ebHny+2glwPZoJ4qBix2JSh9WsFWt5dn0omE+asZh1YjppFiVjM2/Fftkh/cDsBL477pMbw71xHx60fXhCdDQL5WdVPJwM4l47hFujAdybDOPtES8ulAwCcbvADSDHPJRB5qIXylYZ+IrXf9AoAdv1DH3/pH7St2/CQpQHbiO2iw4sJOjO68Oo2icQPur/NO8wVMceYZ72Zxmki7J2k0VKnacdM8uaygxGztmLJM0Fjn4JEB4TKxmbrnxGDHm0qLt70fKyqEGLUU8P2gGWD+sxG3q9AYQJfBuQztS2FBd3EAIEjTFsRJY4S+aZJp6JaHEmZ8NWvB/biV5sJTViDZtPmNAQ4FwvKn49GmGL+Kg7bWBmtGLUXO2ohG2oBgl7s2PIp8FkmPKREdeH7Hg86sONqh1Xhpy4WHFjP2vBtYZPnDoHFQWXKEVUVen6PVePYH9IFQmFuhg3gNm0B5Nxh3QKLGbdmEo4MMsawiAbyqwyD6jFXajGfajGFQxHrVhL23BQVrCVd2Gz4MWZohuXapSE/JhPuCSYREmHzCJhnIRtaETYM0CCqUMeDlzrRBuTfBqibm/rnPpVWkE7lZJsMqM9lDWNdCC1giYZjm4UufGEsJEPYTVDV5MPE3HKTTYMh/W4OuLDlZYqPQ6UrkpewrYsqHgsKClsXVOEl0SURjtmx3rWizV2LmdcGCa4K2KTWwHBefUIJSEL1pJO8eZfGvLj7JCK3SpzCClsDUUwmfJIaxdnQOs5BfOcI0TtaAbtmIzSnsvy6QD2mylcaRdwaSSDS8NpnKsnsVOOSG5gI+/HZlGVk/98KoCZlIpm0IGm34J20ISjZhTvzg3Kaf+L6SB+sajiT6s+/GrGga/mVfxkIYIfzgXxg8UwvkEnybgf1+teLCft4lwJWnVwGTpSjGLogyKF8lr4DVz0WHrCYbFByKmUeCj1MDuQZq5CYUBOLyfaDi7EKifbhKVHhucc8ObcOsEpxxwMofW9lj5MskCGzXTzkLSpk1uEbEj6fnnb7N1mOGtaJT/LKPiU2XA35mJ6CWUSz54np4uwOVWDMZU0XbPkCPj6Yd7sOET2GsSlw6IQIZiyODxikoQveVvMacRtxFxQ3umFV98Pn2FAOhV8hj75lZIYPyf8c96WuBHQ5spbADcAJqHlFsOAHPHZRs4ltFK2wyzCoEsn+Am6sTgITjt0KLh1gm6hTZW3ySwJokq3nGo5IKWXnpvA43EnHrZMeHfChg9n3HjZtuFRXY9nYw5ca1ilJYtzg7dHCVNTcWPUh6tjflxo8fHh7ckQLtXsuDjsxKO2Az/b8uKPm0b8ZdOIP2+a8fvVAfzjGQP+YUuHP+8QJ23DhyO9uF/rw4NxN85VbVhM6aVecTFlFWfU3GsY3nhEh8moFmvE2Geoxdtx1HBLxS0X72tNDp7DIiE9mQlLh8Cd8QCu0ZQypsr7fLXuxI0mJWoLLpWMOJ83CMJBAmFFzkF5A9DLwZqGG0HjZG0y5CUeZ4p9FAmzoHPIXiN5lid+oc4S0EdWW9iImaStM9znjCdJkJ8L07wNMLCXdkgFJ2VBzpYS1m7pds+49DiWd9Pypv+vLV9VD79QvYJ1HXZ3YSJAfXJAfPirCSNWKc+E+yQLwCHxiMpWMPLniSQwIM9ho5+pQw2WMlZsZq3CJV9P6LA5aJOSbaJzG1zwZaG0yYJJjAMRz7WQGUMhCxpRm+iT/OYmknYyRuCcWXT+Ow0Xnox4cKfukA3gfMmOA+7S/HPaPfMOLA9yce+c9Alz2yyHxbrI7t/tWlRkoLlsQPz0RESsF33YLoawNOjDBE+1HA7HOw4eevebIS6GdC35cCbvwVZewZmiB5fqHMyGsJT1SOcwF4nRiB1zKQ82yyrWCwoWc15MxN2dTYADYQ5iaQllg1LEJYC7ipziqb1zkMzCGDtqHOy62MtgxlY5jp1yFNuVGHaGUlgrhrBWDGAi4ZbP11jUgCsjARw1fLJY1Dm7iPpQ9nPhcsiGwHIbAeDFOSRyYTPtxErMgvmkA01uwoR1xV3yd/h/tpN2LKcsOF/04HDIj82yguWiD/NZ1jd6UaH/POzAeimA81U/Ljf82Cq6MJ10SiPUVNqH0bALs2m3nPJ3K7TjhrFfDmO3QCktgb1aAss5FZMxP0YTqlBSsw4DNgYDeDw+iI/mcngxFsWzdhp3miG8OxXF5wthfG/KhZ/P+fD1ShhfznrwoyUffrEZxk9Xg/hi1o93JlQJCfJ7mxWUQVvHIsoCn4j0IJOjpEeGNyR+/vl1CNpfB+OYw7DLIF0CMwzcSR90B5EeN52WQS4DdsLecevlBpBwakQOYbqYD/8dSauDil46damtKzoNXBpC2fqk6Hta7REoGOFfs+FeTEc5SO7tuIb4wx7Vy+mZITPKRbRpp22nUQ1Q+9e/5mJxvkNabqehr0hOlIOFOT3SnsYbj1tuQxqoVg6/+ateZiAhNsu5zfL54e+5YcrnyqIRHAb1f75MdxX/nDkL3ozSnIm4edMaECmIGyVvGEnHgMiPFfZ4kNcVMCLn7EfB1YepmAmHNTcu12y42XLjBmcBw3Y8GHcJqfLeiL1TlF634FbLhUtDVhzQ/DHmx53JsCyuJHpeaLEIyoz5lAFHNBMMe7BXMgoD57vTJvxpTYd/3rHgj0ta/HFFi3+1Y8BfNkz4y7YDf9i24RdrZnw8rsHDlhnXh904bPAw5cRO0YX1LG8EZrkRiJumYMdS2ohN4mxyRhyUbXJi3yats2LHlbqCWyMdp9DNUa84h7jwX6py3mHBdeYAKgZcHzLjZt2Oo4pVrPF0Ph6WzDjLDSBjECmc8x8ejudTVumppopC/Z7rHzH6HPiSplx83bVQ8eowErZIE+ISjSEZp0i2f1v8uRHw4cszGc4TTWiw2ZESkJ0bfR+O0eaWsPVK+KfgYi+AHhPUjwIDok1OB/uwmjRgJa7HasIgCWC2fW0mdVhOdCihZS9PTFoJHdGWRl1qMm7CXNIk0LiZkAZtdqm+bgHLufpF3mlGnRiJU+sm/K2zAdCDzdMzT76NEK1t+s5OHNFiLdvpzbxc0ONuzYJ7TYfEtC/WnBJEOyzYcaHMxdkpVziSRIn95f81m1E6PvpaWCiby8UgtusJ7NZjwpvZqqg4HE5juxzFIsvJuXjFFRR5IvdZJAy2knTi4lAIewUFWzkPDqp+XGBCdjiI1TytpZRDeMOg5ZTMniAOhrw4GktgoxzCGJ1FYi/lkNmG4aQXrbhHJBkW2LCzoBFwI+93oEy8MWUbhfZMExazHDbHZVA6lw2inVSkNpHtaNycqO8uJS1YTFowxth91CVgOw4o61EPGhFyjxTh4LcTdiynHdjMOLHGVHTOL8PmsYRTNsvZhCKWzKVBlwxbrzdUXB5SsF9WMM0wUcKJzUoc7YgTc2kFawUf9goe3Gu48eFMALcbfsxHrJjNhtFOBjAec2Ei6sB8xofNEofEKZwZimMx48cEKx9TfpQDnLfwBmGT7uHH7RQ+nsng1UgYT4bDuD+SxLO5Eh5OZfD2cBD3WgE8afrx3kQIH0758fmyip/uDeKHW1ncZ0gw58Jc1CaOLw5x6VXnKZzBMMpxFdUm6Wcu4jwNNWIKmjFFKKyMyTOPQUwGoWo81HCQSf2cByXeArgBEJsRNPci6uy4KlJsV2PJjXUAhdck0ri9H1EbpadeKJRTjAa49FopZFlIda74q/F+rMQpi/bLiXPYR1NGL+qBAdQDfRjhoDigk889wY156up+oyDUm3R2qTRiMNzWi4itR/qSOcNg33OYvcvML1i1SDM17rUJLoOWWer5MVensY1SmFSMuk1iiVWtrO2kRKYVWYj/PsHuh9duKibP6UDLvG5640ZJeUyaAz1amU/MkRkUY/JYi6VBC3aKNHeYcVAy4UrDhWtNyioO3Bhx4GrDhlvjCm7yBjeu4hzt3k0aEKy4NuySYNadcSKdPThTITKmDy21F9tlF87VHLjYJPDMiC/mLfjzrhn/uG3AXzcM+MuWAX/aHMA/bJvwp3Ud/rKlxR82jfi7Fbtgm28Oe3BYdeGg4hA65jY1+oIVOzl69c3YJJqBw9msXt5vbkhn6NYp2LBGv/2gSWaPb4/6cKXpwfURpuXdwvu5UjLgRlmHW1W9kDk5FOamwECX3AIqVlm76LLskFN1Ij+RiTbC3hRnF1p+LSpuWob10q5W9utRoWMrYEKVsm/SJXIpb/ELaacEYWUD4PA3wQ3AgamkXX7PlyfiTlnLIuYuqJZeHOPin3GTKdIjC3PZ04fxiBFTET2mw6SA6rAa18oVZTllwGJ0AGsJhrUMWM9aZAOgS4H9qlywq34SD/s7qFxfv3iSmSqeiNowEnOg4DOgwJOUtH9x8bJiJELujVFqJan3k9HCLmBuJrwptGhvS5ixMGjGXsGIt5tOabq5P+KSb46jYbfsxkLNq3hwvhnCcsGNVoy3CROaEYvshLRG7Q8FcL4RwZmhkLhTCCzbKgewmFdEj96uJrBcDKOd8IgUwtM5ZwBFnwHzSZc0ch3UWBEZxoV6EBfLblxvdqQmJipnkh5xx5xnWKkRwJWREA7rAZytBrGe92Mp58dqJSJupJl8EBOZgFhO+bSIJ/bZpMuYOYIyNwKeSOnY4VDXx2ucSTz6vHXViTcI2jCi8gfCgYWMH/NZL9pxR0eeiTDMpqAScGAkqmA07pMNYDzhECsg7WHLGY+4tijBTSSog3qxX+kMVHdLCs5VPHg4GcNd3i5qPizETVjKeLCU8WEt7cUGLZtZojZUPGi48b1ZD741G8XZQQ/aYRfGI06044oM2dtJP6bSKhaLcUywo4G3K34PRJ1i8dwoeIW2+t5cFB9Mh/HBdBQvJxN4Op7E86kcXswW8GhyEDeaUbGkXh5O4tpYEhfrPsGOsFDjDDf/qAWLCS+mE16MRTyoq3bR65P2AZFymiyJZ01ohEN4IsW5KbukS6BCKe51TwKzEnS48fsxy0yFVy+WS7pu6NPnqV4WSatWUBGcJRBLQaYQGUnVkEskoYChC35TLxQiJEwGuI0aFPxk6HQSnDRDzEX6pIKStmpipXnilw5YX48UKU3wUBXSo+HVoujWyoGJqJC8Sy89vryBeI1dCNgG4DH2SWgtoVgRJS6cjW0ODv60cnKni4mLN29AAhNUTLIRRF0GaXdj6pktcwm+zJCXXdex1LJ7QXVJcp1pakpbcWsfkk4G7npl/ci7+5H3kBqqw1LajL2SHecqdpwbsuMcqwi5CNbtuFg149qwHTdHHLhct+BSzYaro15cHPZit+rEQcODo2E7rg1T/nHi8RQHsG7cGHHJDWBzyIPZNG/GLuzkjbhPJ9GkBd+e0eMP2yb80xkz/nHHiL/umPD323r8hdTQXTP+uqPD7zaN+N6CFc8mXDiqOHA2b5GF+FKTVFq+vzZc5AJec+CwqMdBug+H2X5cKmhxtc6/T3yDCTt5O85kLcLloWvnwpATF2pOXK27cLlkwrWCFg8bZjweseJOne4nGipsgnq4zo2H8lbFjt086at6rKRNYuHkhsneabbRjalE6FNqZxdwB5zXodKygpNGgP/Ga+LPNAe+fHkyyWEw0ThuLOUVzA+6RAriJtCKUJ62ivJyjGjWoaAROXc/Bu1dqPkHxF9KfgjJhgsxrVhBJXkWGcB0sFdOLes5K9pR6nx9EmfnLsUkIv3IxM9WWRzh5zCKnb+dujg6UOhBH+TcgWjngEX8q5xYD7Fblb51v0mukAXqrYIw6PzdpnyQFvmGutFScHdMwY2GHYcVCy41PThbtuOg0hnUcpCz3Qhjsx7GZIpoYgV7NRWXR6O4TpzDSBg3JxJi4+RmsN9KYDLjxmjUgalMAJOUgVhYkXBJFzHTsaWgCdMpN7arAexyztCM4vyQX2iWb9dVHFZCmI87sJhyy+ayWyUmQsWFZhAXmyHBJ1wdieHWVBY3Z/I424xipaSinfagFedCTXmog2UocW7wuqeYny+C6mRW4+103HIR6wwlOfBxYzLmxHjYibE4i9MVzGR8mEq7MBpzyOl6NOrGVNyNsYgDE2lFPraZlAMTQWOnqCPrwUyaaWenzE+uD4dxuRbEjfEIro968fawW9hLt8bDuD6VFiz1fNKJjaxXglwc4K5m/WKRfTHmwt0Gb0iKyGDTUTJmXJKloF10YjCEiWwY1ZAbzTjJnHax5z6ay+Gz5Qx+tBzCTzbj+PZKHE8nVDwYC+PheByPJzK424jiUSuJO40wrtdDuNAIy62OXKSGn3KDCQs5osAVjAVMmAzbMR5yiq2V8hbzA8J9IhCOQ/pAp7RGMhOvZRveDmjHzflsr/sSjB1arI+oBV0nMyNNecwOaEUiCdu4UOo74TCrFhFbR2Iqvc5mhBkWs/TL4Nlr0ou+ziQvpYUlWnCjOkyGNULanI7qMB7oFx8/LX7jsQ7MjWwfzlrIzGdGg+iOmIXtXkRXcANgWlkLxTKAoNOImGJD1GlCku4yNsFJirfTAsYAIW8/TIpTtu2QYLn40+OvR5gsJDsLh4gL0Eo4rlPtaZDioSxtx9T1XRphEREBnrB1iUW1RqcRT62+PrRZS8mgaEIj6AJuBBfqDlys23ChbMBNLu7DFtwZdUkgdDdvwNEoy4Kc+P8T9ZfPkaZplyeYZrv7TldmhCRnepyZ2SUnyUUuZmZWKEDBzByRzJyRkcxMVZmVVZXvWy+0zfTYfljbnjVbs26zsd6ZnZ4Z2z/hrJ3rUVV/cFOAQiFwv+8LzvmdrQ43dtpt2G034wKVQL0OXOwlkdeBwz1+bHVzBMpRrwkbZSvuDjvxdJ8O783Y8MW8ET8tm/HzmhVfzenxzbINXy8p+GzGiO9W7Hhv3o7bPSac6bDjQMmBraJd8BS7dQ8Oc8RUc+JYzYlTFYapK3h8yI37gy5c6bTgNPcSZB5x5FxxSgdApy6JuTzcKes8yJ1FzY5ThLKRzd9hwel2M051OXCozS5yT+4t1vlxCMgs2oSFNJMxY75gw0zGhDGKbiJNguIfS5hkFMQ8Bpo1W5jHTtNmUI/emFVGRL1xk0D2ZPEb58TDJYwn7jZHUnZM5JyyIB5MMuSHog/u+2x4pDdmFlwrq+waNaV0DhICF9II7nU4ohE32UCYIdgNMsPvdLI1YTWlQ87VgGZXgyBjmeGZY8C0UycB3XzRUILIQ5SzcS6DaKahWogscNr4OSeUbFWfyqDhi/BvqOISZZLE9gZMaGPWaNSE2awNq2QKtbJtdOJgmwsH2n3yjRtLMBlJh/GcC4ttUcyXfNjuigkVdK3kwm5nBCfrEZyuh3CiK4TDHSGslv3yjaqnPKinfWIEq2e96EuryWGqMogzYRIvnZgpesWJu1zyYqPkwcmaD2dqQRyshDCTcWO+2YdNXiptfmwTQdHqE837sV4iaTM425/E+eEsjg8ksdOTkBjLgZQd3TRqhEzoipNHpKAaYWKVU6pTjsa4UK4EjdI18ftZ8TFjlaYfG+ph3voudPOQT7La9spN3x+3YSDlwkCcZiAzxtPqPJAPjoCmkgpmU06sFr043hXC6S7qm4O4Vo/gUj2Ai3U/LlHT3O3GTfLMhxI4PZjDXMaJ6ZwLSy0uzKZMWMg7MM0uoMKdhx2DvFyyHgzmgzJKY8YDL7metFdGXvW0V0YuFTqdQzYc78ng9aUqvljK4k/baXy6EMXTYwlcHUrJyOdqXxI3+lK41ZfB2WoIV3rSuDSQw3rRg4WCB5MZjqw8GEi6xZXcE7WhHjSjHjCiL2hGt9+I7ih3M3woaHGxaiYGgvA3qn44v9eJuSlHkJ6TFwMjNVXHtIw2PXpBhkj1b2uQxaeoeqiqITCOrmKyiCgd5QVgoVGKsalOJLiMtvJyaELAqJEQG6ZdTWf0EpVa9zeh1UX2jkZGpgQwkuLZTTx6mCEs9NYQjW5Gi0+HoOnfIWj5nfgOCLDjRUSSKyt4XgIhVvuSE20R7wNJp6z4aWJjJ8RF99/2FFx80xFOSKAgHYSCqnYNdJWH6Pw17VdjRLkwVxrUMS1Hvd5GFJV/QE7571DxNcrYtxakH6FRchM6uD8M0UzahKVmu4xml1us2KpYsFM2yaz/ZM2Co61mHKpacahmxzYDU1oVrLcp2Ko5cKhmw2WiFuo28QGcHwzg5HAMG+0erFRdWKk6Be98u8eAD6n6mTfjyxktvlvU4ftlA75e1OHrZQs+IT56wY73Zl14asSOkzUTjrQ5sdFiw7EOSscdOFb342DdjwNtDkndutFlxutTHrw97cabk268MuHFnT47jlYMgm1YKyrYaCGihqldBhyqWLBRIHvHimNtDlH97OQ1ktp1qsuOY+12SQObTzUJWXk1rxf8M6cp00kVnjefNQpqhzG6ZKsxMGaOOeqUDIeYyNgock4W1hLkFdCqqp84D3c7hjNOGfEOpJwYSrvkAuB4aDRtwzBHxBmaWp0Y4jgoZsUjdARyxshUrg4+ET370Up7eoAbcFIDTRhiXKR3P1oZEsM5vnOfxLelGCrt5uLJiGG+wLxa5OwaSbjiPDHnVUcoZM2UvKzkdSh49aJa4VJNKloqBehF8BqEU0OqJqMOqY6hbLIrYsEQ25moUTbczIsdiVIupcdaWcFqyYGVshdLFT9GKSNlcHdEHcXM5j040pXEdjWgulnbgnvS0AiOdwXFxbtArjyJhgEeuEQ3cx6vyOG/WA5hWkLMXVJ5c3ZGs8VyyS2S0vUWp/DyT7X7cKimAtDmCz5stoVxpCuObWYSUCbaof7+eD2BUz0JXBzK4MxgAsf7aZYKY6MtgDkui3PqfJ5ZCHQAE3HdlbBjIO6QzFUucLrlwLfLPmEg5sRggiRUB3riNnQR35uyS+s3lLRjMGLBaNSMmbheQnkWYqzITFgqu2Uhv5pzYC2r4FSHH9d7vHh80IcnhwJ4cpDh1mHc6vPtjWJCuNLvF1jVTMqMtaIfqwWnMMivt2lwrZMGFiOmm70YK3gxmPGiN+OV3U5f0ouuqB09Cbc8+Gt+XZ0JDyp0O0ecchE9NZrBZ0s5/LyRxqczEbw8EsGdnihu9mVwtZ7EtZ4ErvUmcKErhjOdMRwo8gIOYL0cwnY1itXmIGazHsy0BOSgJ/CqJ2ZHX5SwM46izLL85q4jz8PStE/Qzqx4Ofagxp1ySGYrJBWOeAjYI/SMKje1YOESWAx/PqN4Aiih9Joa5ECPmptkZBJWVMgcVTFJc4OE0iRcPFQ1sicIGBrER8Ag+ekklT+c+fOFTWaPFtMpEwZ9+wTc1p8gnZNpeVp0+oh0IPaBh/5+MV9FyDci+dRukA6Al1mM6V92xj9qhQDLfYZ4HJgb7TLJyIcIcXGdE5NB9R7xIQ6juKZJQOXIJ+EwyC6DexNeDlRF0d3LGXSrl6gJE6azVKtohXpKw9l8ThHxCKvTZvs+jCRNmMsaMJ83YCKpwVTGhPlmGxbzFlHzbfOwLOolqGS35pCxy067S8ZAaxUblisObLc5cb7XjdNtRlzo4YxdHROxS1gqMtXKiQMVG273O/DWtB1vjzbhowktvpjX4+tlAz6dacQ3CyZ8NNmEDyYteLrHiDNtdNmq4xfO7U90OHCEpi1eCK0uHKgoOFnR4qleI96fcuDdUTPem7DirXEFTw0oOFHRiYKHHDR+jIMlM3bL5PzQyKoX7D3DsajlJw15p2zGoVYblsnxz2gE9TybaBB9/0rBJERQ7hyIgyZck2ZZSkU3+G9bzNjkx2lR0M9CYE/myweVlHweyaI3TdmqA0MUvSQ5UlX2LgG7uh9Ictxrw0RGERYUL4CBhAOP9IV1kvxF/j/VPznz/wVlwUM3otPXJItbzvHLjn3IERpHCJU4FA1IuI1IMnTDZ1YNQY4m5JxGRO0mISemXFyoWVBwG8UVyOVQljNCtwbNbn4sWsn1qBI25dVKa5txaVVmjd+CjqBR5ZkHVZiUIGmjVpmPjqXMWBbAmxNLZR9mix4MZ+wYSDnQ6jXJBSB5syUvtis+HGzjSCOJXcELB3CkPYDt9iAWKwF0EQFBLo9TbfUZHTlTYBB8EGvVOMZyfnTFHGgNmDCZdWKZaOkWL1ZKPhkDETq3LMogDzZauRsI43B7BAc6QlL9H+2Oq67CjhBO9iWlE7g8mMLZTpe4Ckk8ZFTcwZofI7J/MYp+uz1skzHOKHMOkk4x/QzGnRiMuzCU8GA4pVa+NIDM5VlJaLFRtmCZGuKoBodLCk632nB/MIinB3y4263gSrsNx4nSLtiwlieYz4qr3W7c63fiqUEnnhn24KkhL273M8Urils9Xjw5HMOFTi629NhpbsD1uh2vTwXx+3U//m3Hgb8ei+Kp8QAmYwbBNoymfDJ/745QDeTAdEsUw2k/euJu2QfwiccDuR63ozXiQmdQwWazB8+MJvDmiA+fzYTw5WIarwzF8PRwM652pXGjP4/z3XGc6YriZFcUu+0R7NTiONyRwmaRIR8RzOV84sfoDFrQGSXi2IN6iJ2hA9MpBSNxLsWI+DDJ84yHHbMEIjz8HCaBycVsevXBhDH+uU2DtF0jOysWLTTRUP7JwzNKPLS5UcVIcPRjo5KGC1iC5Iyii+cOh0qjuEMjoyYGsmcVyvk0mE4aMBo1oZN7EHZ27gaMRHQY8O/HBBUcUaZ0NWGArl93I9pc+1Fy62Q/wa4laiGjyIAMjYQukzg7sy46dPn5aVUSrGQ9MLiHr629w96pXm5ph0Fc6FySEwyYpBHOrpP5P4s3/js1Q9qAND+eWytBMoMJMxZbHJhLG7Cc44LUiuWcgsWUGRMMcArrMJgwYbZgkyXqbKYJs3k95gomTGXNWC27sZw3yyG83aLF4aoZR2p2kXtutdqxXrZjpaxgruzAapnVNOm/Opzu8ciYd7XqxEY7l8HEKtuwWbJLBX6r24i3J614b0SDd8c0eGfSgAcTRjwY1uLNgUa8MmDErU6zXDgHqg55HOYFwJSwDieO1JxYL1mx2azH6aoeTw1Y8PaIBZ9OK/h4xokHE0482WPG1S4rjlRM2CgYcLhqxeEKGWVGnGw1Ybesss8WxARLJpoWB1qMsvQlFHNrL86RWOe5+H5B5Syk1TjIlaxe5MA8/En95GhpTRDQNJBZMBqhsU8rcb0cD9IIRmw/Z/u8ADhJYJHDRS9VePz1aNYpyqDxlA33N4aw25+VEWNv2IjOgBmPsMrnfInVP5UHzbZ/QLP1H+QD80lK6z153wyGTzh1khrF2XzBx0pdjxxngZJEpcYPMk2LL6AEKxOF7lYaaYg5UFUCXBRlrb8TgwvNDMwb7giwytkvAdtFdhcMn/eTW2KRkc5QRIveEBEFNFNZUPHqUA+bhDszXyQWwYPFShDzFYa8BKRiH824sdkWwMGOEHb4to0YhRAO0RXc5sVB0jx7GD8YxlhKrbhbvXppoxZLQayVQlim7r4cwlDaKQtAjl6GkwpmsnbM5DwYz3oxlvVhttmPlaIPG0W3sOtpDtuu+kUFxDB0ulRP9oRwrDeAU71RCZO5O5DA6+MRvDZsw2usLIZtEt58otWDxZwdPXGqhNzo51gjqmAwzhBtB0YSNkzwBxu3YSihoD9kwFaLGU+MePD8oB2vjpOL7sWzPWZ8MOvBu1NmvDNhw7vjTrwzbsWDUTtutJpxIGeW7OYbfT483e/B04NuPDvsxYvjATw36sX9ARdu9blxo9uN+71B3O/14MVxBV+uO/DPh134f53x4T+fsuM/n7bjfzzqxltTDqymGEDCLswvss56hBWJG+MZJ3pjNvSmvBhI+TGW5mUXkA6KlTrlqgNxcpbCeHEigXdGnfh8PoKXGMXXncTVehZX6mmc70niXG8C53viONubwPHuNHY7EjjanZYMgoE4LxM7usJO9Kf8gpHoDRoxlyA9NojJqF7CSzgeY9GRdLJbZYoYyagmpOxGGYEwXpKZAKzoYza6XhuQ9zI3mRgIIiV0iPLAZ4VML4GiR5haeotG/m2cl4OlERETU7m4tLfI0rgkskgNSvbHwCjW4ZhJErfafVT3GNDmeEz8NyR1TqUtGONiL2IUB3CXZz8qpIqSs+PiBaBB1KxC2HhgxwXNYBLsN2f6jLD8WxgO5/z8vJuFD6VeAlzkZt0ccZlEzsnXJrk9HPMkeanwspCDf29XQGeypxE1/35M8hAvqsq7dbr3s0bMJDRYKlBowWlAE6YooSTHq8RsDgOmOObIGDFfUDCfZxfJqtiCQ1UDdtsMONRqlN8fYKVMPEyrHQsVGzZbLTjD2XunCWtENLR6sVbzYLPDhcWigpWyR8KflpvJBjPg+WEbHgxr8NaYAS+MO3CxpsPFNg3u9Zpxo27G6XYbDne4sFXlc9CDg+0+7NQ82K7YZYkroe25/dhpacKVbiten3TjzVELnu0z4k63CXfqFtzotuFU1YiNTAMOFTTCL+OFcJxOZ+4ky1b5nhB5s1u1ShF2omLF0ZIZx0t6nG0zY4dM/7QOi0ki9Bn+osUWUfnNRol8ZBoYoyLZFayxO8hyL8CMhwYpCojuafNqRPAhUve9sU9vwi6Z6KNZD4YY6Zlxyj5pOGHGwd4MduppDMcpqzfJyPkR2sR7Qxqp8mueBkHJMhCGfHAS5rjoSTmakBVlhPnvwSNUSqgJVGrACCsG5tFmyFvf006n7YRXEWpFyJQGJaIimADk2Y/hlFWIhFwUDcSa0B9pwHDCCO4kOO/vYOg0t9pRdgAaSTGqepklapa8YCZ5TZfI9ac+PYilShiLlZDk/85VGP3ISsGPnc4ItttZfQcFabzbHsTRDo6CIvIg25/jGR7iUwUPpgourLaGJHh9vtkrM3piINglMI+4k7GTCQcG0m75NRer0wUfVop+HGwLCZvmZFcE5/rTONoZw4l6Chd7k7jQG8Clfh+uD0dxZSiGe/1+vD0ZwLsTdnww7cSDSQdeGnPhyeEQNsseDOc86M+4RKM/GndhOOXFVM6JAwUzrnc5cK3uxhqrjFgjLnWZ8cqYgoejVnw+z8NTwe/XPPh1zY5/2VHw500H3hsz4+URK+52GXG11YrrdQZqePHSaACvDgfwzKAHr00n8OpkBC+O+fDSZAAvT4Xw+lQMLw178fqoE385mcd/OBPD/7hjxv/joAH/8bgbv61b8dWUFq8PWbBbssrYhWylsZwLMyU36qRSEkGc9WI0yc5FwUSaexzub8Loj9K2ztllAFMZFy7Vw3h3Koav1gp4fjqLi31pXO7P4Wp/FlcGMrjen8E1LoX7Ujg3XMCJviRODKRk10P1A9Ot6OOg27o3zbAfmzhoV5o9mIibMR63YixKf4MHHVzwc7nLha/C57VRZt+UTXKe79c/hqhlv0icE4r6VhgqtkapillVc7YeJ2aaevq98JgIF6Z2/jmTlwwCkksa/zshbk5l7CiZ/6/yeqPemwte5uC2extFLj2dooLJKKHso+S6JG2Sq0tGF7tyduB0GXPsFDETNMeLSSW7shMvydiHADwN8nIBGGUUlHGRjKrdu8TUC0DNkzZI+hwX2/TkcCdAhc/fdP05D5fEOqF6kkVEbtFKUVGlk81mGeUsZxhmohdp5FKJ+yALBqKNGCKfvubFfDOhdDostTCK0YSNkgXbko6lw25Fh6NVPc52KzjBXNt2KmSsONJmwkEmWZXNOFYz43iXBYv5JmxUHVjnwrWmYKuV3bgNWx1eLNeCGEs0YbesxZPDNjwxrOBMtxVL2QbsUIPfYcbJTi6g7Vihb6jqwqHOgHTm/Ho2WmkKU2SfsJZrwpGyEadqBNPpcLNuxNlqE3aLGlys23GKI6Q8EfdUB2mE9MlxDeMZD5XMOFRRsM3RUKsDB8sMc7fhWNGEM21WnCQWolmHNYbAJDSYjjVhLqnFRrNF3SUUDNjKMkddIyohXiLMPJlOGTAc0aLL2yjU5hY76bIayXLuTzpl6cvxMS+AkbxXilbO//ngTo6LYKbAURLKnUE9YhbRyyO9PFxDGrR7qeJplFFPSazbTTK355OAM8CU0yQLJM74Of/kWIcOYFb/cjl4TCj4LUiLuoCtMpdFjSj5mlDxNqEjZBAHG51s/RGtPMEJIRuKNP79IUqIiB6djKxL2kT1wxEV2x5eALyQupNcJrrRk3QKh36qOYSZQkDm9cz9Xa74sdEewnqNC1hq+yPY6Qxhq+LFTqsPOxU3TtUjONMbFZ7/CcLiuiI4UItICPlGLYRlguO4V2hTlUSzlQiGUi70cpaddKOTh0vSiXFKOgteLBQDwtSZzTix0uzFse4kTvWmBdUwl3fgRD2Mu8NRvDyZwHPjYVztseOpES9eHnPhhUET3pn24e1JDx5MuvDSRACn++Po32vneGBNZdyYyTqw02zCiyNufDznxhcrfjyccuGVEQXvL7jw/rQFH04p+HRWwXerbvy44sQPszr8stCEn5eM+GzGiecGzbhUbsSTA6z4nXhuxI4XBhW8MurDq1MhvD0bx1vTYbw66cE7S2G8NePHu4sRvDHtxmuTdnyy5MVncxb8vKzgv98N4pdNP94aMuLDKTs+nvfjWrcdYwkD6gwgSZoxkbdLC0rOEAmyO7kGiQ1k8E8fg8a5HI4w/tMqsltepssFN16bacGD2Ryu9EdxbiCLy0N5XOpP4UJ3FNe6YrjZm8SV/jSOd0QkTeziaAHHelNYzDuxkidP3YHFAo14YcyUY9IVjmVdohaaTLkwG3djLuHFcNQlgTYlzvgp+3QZELE2Cu6A4xVijrko5liFBydVQ0RsU9qZtHHMw2qcFbNWFDNU0rBLpnKGQoiE0ijjmFrMLlwcJtHNZByShkXe/iAxEKTpRvVC4B0O7sdy3oaRqEZC0Vm5ke3CPdwA41EjerSFjQibHpNxEzHWCRs/N52gq+UQD/ASoEqHnYAa+sNOQBbATo5Z/4YMV7HhJHmywmcOdW8uIAo8GSVJhCh3IE2Cha6HzCIc4EKSi1OZb5PvlSfC2C4U3vWyA3MFKwZjOsFc9EU1mCPSvZVGLYuYnqij36qYsVMx4zA1/q1WHK1wGWzF2S47znUpwgA61WHAdkmPdSZkVew42uPDkW4vNvh/dfLwdsq4c5HjkaoNc1UvxvJ2rLKSLxK10Ch/N8X5umj8LdhuY2aIA/MFKzbavPKgRHu9ypGuDbNZvXQmawydogS0QBhbI3aaibJnaI0WB0oc5+hlLs+kLmYWc+RDiJvIQXnwV+zyPdmu2EQtxHyUoxWrVP+7LQasZUgD1Yv2fzDwKCbiZP1YpSM/UGBcrh5ryf1YSTdgvcWM0ZgWvUxOixH/wfNUK4VA2ctC2Sr+I9J8hzJOGYFLwluCB71FkhIHmH+ecEhkbnfMrkpARWZvwCMdrPTd5ErvR6tU6CQJalH1aEShIyYTN8MgtCgzWs9D9Y5F2kmGltDswiqK2v6MoxEtPtq/G1HxPoZasAHdEa1AiXqZS0o+eZBpX6QUagQ4x4UuU8cohWM8XJefmaGsCi3oChuEBcMnPoOt+fn0ph3oSTnRE+cFEMJUM7n0EczkvVgs7oXB17zYrnmx2xPHke4odtr8omff7QrhZD2KE92EQHERHBZoHPcBvAQOtfpxtJskSy+GkgZMtjix0hHFUjUiL14SQcdyXky3hEQ/z6jDA+0xzOWd4qwlxngwbsNEzoupAuFotGAbsNRsFWfqq8NhvDUVwR3a3vsteG3ahxfHHHhhyImXRjx4ayaEB8tZHOnwYDTnEsftQimM1WoQGwUT7vZY8M2SG39YceKXNTt+WTLiT6tW/LJiw4/LNny1YMO3q058taDg6wUHPpnS4/NpHb6ateK7FQazu/BCnwkfzYfw3pSCd6ateHHQgBdGHHhjNogP5iN4fzaA1yeceHfejw8XQvh0PYG3Fv14ecqJ16dceH8uiPcmXHg4ZsPbk068OGDB6+N2vDfnxWvTAVzq9WGKKPAWP2YTNmzlrbjUbsSDBRf+9VwO//2ZDN6Z82M5b0BHnLhtFwYyAYzmghhIegXQd76ewDMTzTjTk8SF4SKujbVINvGlnjgeH8rjWk8K5xkR2ZXAuXoaRzsS2KDLuNmFi50BXCYRNmfCoUoQU2kfZooJjBWCmGgOYDBmx2JzBCvNEfQyJzhkQy1gQVuQ3YABGcLkyLs3qfLKlF0jFTCf33zLi4AYCBqgBBvBipqXAGWhSoOMRdMuHfI+k7gtWV2TLpuxsWVnx2uShS4jWNmWT2SJzTAIsG0o1IjJpAH94UZx0tPGT3yzhKQHm2T2TmQH5/FEVzPEhg78NOWYLq0oxLiopmy1hWo6j4oW4cJXAotcTIJich0XvnRC65GRHYH6dbHT54UlC2SJRmUmQqMYkNpd+zERN0kWxlqO82+TqmZpNuJg1Y7NglkOO/JqqASTcJKMRcZFa1zUtilYzWmwXTELFO5wm10WsNtFq8y7d1spRnDgXDcfFpztMmOnSvwKWTwKDtT8ONDqwiaJv90eHOq04XDNhFPdCs70cRdow0TeIbkdVAQu0cxVtGO62Y75ohObNco71UN/qezEKg/9MqGGCpZaKGk2YYbJhqzCW+04II5djUDbdiSJy4RtRi620aGsSIALxzPLBLZldWIWWy9S2kkpqAFrWT12Kk4s5G3y2C6r+QAHmw2SmT6bMmJkT+Y5kdJhjgqgtE4kokwBW0rzktBgKmVAD1EgIZJjNbJg54i8yHwPD7M8mKFulzhcij9UBZAdPTEbeuIKeuJ29GWIu7dLJnYt6kSJEnv+nJ0aPFKVKDneKKq0iwd/zatBh2e/mBBIkZN8Xoa0h8xo9RkkUJtseS7GqFH/myutzUemUJNY2Tu8j6HL9xgGWA2IllmHETItwjpxB5J5Qudbr38fetgVhJlXqhO0KSWRouTwqcuO7rBeXgzdbF1iZtG4T5WimG9NYKYUFZQATVY0Zx3qjuJIdwhHu4I43ReTw/7k3oOjHx76zJk9XAvJyOZQZwy73RHsVN3YKTpxhGyfNj+mCzYMxHWSMLbcQtOTIgcxQ0wOdySw2xHHkVoUB1uDWC95MJsjbiKA6UoE/Xk/OqlFZ1hKxo3FkgdXBqJ4ZjCE54e8eGrUiedGFbw548brYw68MujEU30eXO924/JAANNpsj0o3/JgpZbCYlHli3+yFsHvl2z406oTf1wx4x9XdPjHBQ3+adWKP6/Z8adNJ35dM+OXZTO+nTHh83kbPl5Q8M6UBW8NG/HBtBUfTVnx87off9l04/crNrw3ZsCbow68OubCBzMBfDDjw4MpN96d8ePDmQA+nA/i3UU/3pzz4oOlCN6fDuPDmQjemw3j4awXr00oeHXahZcnXHgwF8FLExFcavdgJ2PE6YIOH8178T9dieL/czOG//V6FP/zeRv+50tBPJh1oh7ch7aAHf0Jr6AtRrM+dMZV0uipzhhO9edxdqAFF3ozuNSTwKW+NG4NF3C+Ny27ld32BE71N2O1EpZR2UY1iIvdQTw3FseVmgs7LS6sV8KYyvoxkfFjPMdFtILRnE/t6GI2aaEZ6COpaHsoaI5UkgozgxuFecOqmQd5zqWVHGQymvjgBcAZOxlO1NhzNMRqmzN3/ppGKfo4+GcExsXICrI3CBqhPWCU8RdzeRlnSswDTZV9MR26w6rGm51wd9gooC+awbjM43g0xVGUXY+4nZeVqviRcQ1fx3L4q90Mx0Ks9kX26eHCV90JyDKay112Az7VIxAxPyp0UF6CfDRz6S1ybZoQdej2azGbVbCcV7DI5W+WCAMD5oRiSXIldfwWzGXNovYZTxtkCTyZMWAmo8N6kVW/BUfaHdjh4rRGsFvg73m3hyjrbrPiRIcVF3qJeibU0YalghlzGdIxWdnbcLiV3YYBx2tNkgn8+KAF1+omHCwZsFyyY4o7hqILC802gbjNN9sxy0OeYytW/cwGKdrVw58Hf1aVXjJkZbXFivWiquyhpp/LWB7+O3mDOHs3m43y4LJ4o8WEpaxOLsG5tEaIxmslO5bZXRQVrOXMWEmbMBHVisGLy3CqnDayeqwwSz1N0icJC42YTutlxEMcBB/jCZ1E4Q7F1Fx0Tk5orBOvlBz+KuqDnCUKGuizIhKChz5Vk5ztd/IMjdnQHVdpC7WIgrawHYW9/RB9HFzqP0JJG3lARTcRDnq0+7QqDM63X26owcB+aUkJJqIElO+TI+yNDkpa0cOU1plQ8zRhkK0/n8ze/ejxPoYBsk5I/Qw07QVBU+FiEDRtt78BdcqaAk3CKKeulR+HLwwC2fjFsAuoR/lr7gMYacflBZd4NsyUQphsCcisayyrsuk3eSB3RmXxe7I3gZPd1PsHcKIrKKOe3Ta/pEwd7SQdlDP7CA52kk2/txgueXCMzPuuGDZbfcIGWWt2YqvFLSEwOzR18d+3RXC0PYadShAHyn7hA60WaELjIjqAwbwXbUkanbwYyoUxxx1Fiw1X+8N4vM+PF6b8eH2OIx87Ho478Eq/FVeqVqyS/pcwyH6EoyVC0giBm827BD71wpgT3y858Pt5Pf60YsJf18z4vx924V/XLfh1QYd/3bbjX7cs+Jc1A35bMuCPyzZ8PGvB21NWvDdhwVezJvyyYsdv6078acWGP61Y8JcNF/646sG3Cwq+WHTj4bQDb8168MFiGA/lUvDh3UUfHi75RA/9yXIMHy5E8P5iCO8vBfD6lANvzvnwxrQf7y3G8f5cFG+OufHelBW/7Xrxn6758F+vK/hfrtjxX6448b9eMeH/e96C/+FYEOfb9BgTEQIphl70E1XBoJ6ICdNJCw7UEjjT14IL/Xlc6Mng5ngrTvVmcbAjjgMMnq+lMJOnD8CB2RYfNtuj2C47ca4ewpGKWzoCLufncm5MJlwYT3kwkvOgHreh5NOgmyaamOqmrvgsKDOP2W9HiR4Uv01UPKz22eXyQCUqmrP1Zu7ACI5jBU2JpIyCuChVAVs8cKmooa+AOzP+PfX09ALEeFi7mLymiFy5lyHrQQO6fWqVx+d3f8IqIT0ddMmHmOOqpntRDk23fIw7AAtjMOkpUE1gTCyjPJTdiIyEGA3q4hhIzUNmtci8g79dUNKxCL5ZRVqQY6R2LCZ5XTNukg5oFnt061dcjYInGEsYBVhGbxBNbDMZAv8cWCm5sNKiyEGqKn/0Qv9kst9SwYhNqmuomqlYJMyJBM9jnR6stzA4qgGH2ixC/jzZaZdQleMd3DEYsMLcb3YXLRas7/l/GAxzp8eA5/sa8XxfE253anC2TYutshGLFQcWq25xEy+0mLFQsmGuRcFKxYk1dio1XgAKZvNmOXj5+VLLT10/q3Qqkfha4+e6SQUOw1maCW9Tl7t8e6BoFgXQQqwBq1lGNfJysEveAT/PxRwvB0Y6WjGfMGA8yrOxQSp9dk+baS02s8z61WE51SQdw3xKJ8idyaQRE2k1v5kYCO5dWAB3hfl8MApnjajwAgsJZb+Mg1i0c/dF5Q/BmZ0MT0q5ROhQ9htQCRjRHrWC4V8ZpUEUYuQBEfvzSCchUq5GwUFXaOH2NGCAJrBgA4YC+zAS3I/hUCP6Q42iFCq6G5BR9gnzg5po0h97mCgV1GIopMVgoAlDTCSifC1IBlATuj0NqNPVGNRJ69sdJOCsSbJHuyMmibOjPpyGJzJuOAvmMnEw7cIg5/0xC3rDnBtr5MUyFOPyzIgRypvyTkyST18i6dOBdS5wKyEc7U7hWHcMRztCONYZxumeOI538uAO4kRXFCfqcekCDlT92G5lYAxhZkHs0gHbwf1AFEdqIRyu+nCiLYQT7UFJAGMXcYy/rvhVqWfVjyNtzAcO4VDNh/m8HX1CM1VQi/BAc0r31B/XY7PkxO2BJB4fDuGpYSeeGbDh5VEfbtWtWCcpNal6HriIXij6sFj0Y6HFi4UWlyA5jhSNeHfGg6/njPjDshU/LSr4y6od/7JmxT8v6/Cn+Qa5BH5bNcol8G+rRvxhwYzPpgz4w6oHf9104182nPjjohk/zunxxxUT/rJmwW9rNvx51YqvFux4Z9aBN2dceJejnkk/PpoL4Z1ZL95fCuKDxQA+WY7go8UQPloO4cGMBw/nAnh3Loz352N4dzqADyYd+MfDYfy/r8bwv9z24n+7acX/cdWI/+OGFf/1poL/7ZoN//sFK/7LxSD+fCSBW3UfRoN6zGbcONaVwmLGI5ryhRY3Fguc+2ZxZqgkncBuVw7rbTEsM0UsF8R8IYittqi6ayl4sNDix1zWjlnOqpko1hrDcou6oJ9OcwnswnSO3BSPONDlEXcKT4fxm20M8nFb0BFmDgPDz3l40nylIqGjZsYzEnfchGaPGQm6cC3cE+jlwcuAFwDD51WyKPdkFlmq8pDmbiBk2S+dQNGjE5lzHxdzlE2GdBiOmTHE50qUEES+4Pk5OiQPQ3YGcatIkUOGRxExN4jXgGA2sn14GUiIvdKEKFHVLpNQZskkKhMIuDe25WXERXZCgmmocGqU/ANeBkl7E8pBQhiZMWBEifJtGjp9RomNLdgfQ0/MjL6YAWNpotv16PI0oY+dSoAkS9Wpv5DVYiHDqlgvDv01hp2XaP6y7mV6mwWpwBHPTqsVB1pNONJhw+let4DiDpHlVOE+yIyVkg1LLSZMZ7RYLtuxRBdt2Yjb3UY827UfL/ZpcLdLh5u9Fmy3aLBYsmKZC902J5ZLZqxQTVSksk/BYgtjEs2Yyaqdy1xaK9JLSi0PtJhEpnm4YpMDn/h6hk8xi5eVOy8FkXLSvMXUroweBySkyoWVtA2LcQNWsmbJ+J1lKDs7oowFqymq0HTojzShJ9gocbrHSRItmnCoWS9Z6JSwMvSdah/mm88kecGaVf+V5zEJ6iLri4bZzjAR74zd5LieJkEu53meqkW0ZEOHLeiI2tAaMIp6sY0XQNiMCsF8jAB2NKLg2C+U4UeoyKm69qHmaUSr41HUnI+K05dz+brnUfQHGkWaxjl82U0H5H7kaEWX8Q+VOVoJnmDVP8wnclCDgQAfTWJC6vE1idStw9uEdj78/EJUNnVHSI/umAU1tiw0O8Wd6KVSJO3BUMaH/rQX9SQvAdqYzTI+6uUeIKB6AtgSUwI6XXCIF4B4ZGrxSZxcKQawzXFNZ1xGPaf70jhSY8BzTFQ6vAgOt/oEH32g6pOIw/UWF3ZrYbkATrRHcLw9ghMdYRyvBXCMULeKE0fbvZIFfIQdQ6tPxklHa34crriFCXSoPYKZgl/YPTW/RTT8C81ejGRtmM5zxBTCmQ4/Lna6scv5KSuknAnjMT3m8x7M5e1YK6leg8UWdiFOrJXVJfB82oIzVR1eGVfw0WoE97v0eGvMgV83IvjLkhV/XTPinzYd+PO6E/+0ZsV/2DDhr4ta/POGDX9eMstF8ZdlM/6waMFnE034YUXBd8sKflj34KcNH96fduC1MQVvzvrw5nQA781E8f5UBO/PhGX2/3Dag0+XQvhkIYDPV6P4WLqBKN6dieLtqSjemwnimxU//uPlPP7T5TD+8wUn/n/3I/jfr7vwf15X8H/ecOC/3vDiv1714z+d9eLfHwnizWE/TpXcuFQP4ZXZPG71pXCkzY8DnVFMZ9yYoNqrWU1AG0u5xT8wlnRiORfCWp4B3Fmp9BebfRItORajld6N2Zwf07mgICpmsl5hF02nfZhN+zAac6E/4kCHj6HnFrQFrKiFHegIONAX9aCT1Fb/3qFJ+aSXBirq/puEd08jFTX0XBIHjTR96SV0nhJMdgvclzEzgLiIrIMmKoN0EgxVj5gelczhWpBOXxOGEmYMi+1fg7GYGSMhuu45+qGZzYQ2nxld7IiDRgzE7cIBipsJb+ToVr2MyPhn4D1HQbyAyCGShDNGfhJPHlTk6yj5GRWqjquS9kbZJagXhgZh0z6RigqmnKMfyj7tTXIBcKTERXjOrRG2VjVAMxgzRJrQojSi6GhEs/KoRD4yeWy52YzZNFPIDOL8ZQD6WosJm0WzZIEfb3eLQmaFC9eKBWsVEzarJhxuV7BWNMnBv5C3YpEcoTa7JHRtFNlp2ATNPB79HY4Vm3Cj1oinevSibLtU45jGLObQjTaX4CF48azJ0teCRUpUqboR5IJBAGyz8QaJqN2kPj/LA9+AwyWTHMiHObJqVvPLD5Yd2MgbRaI5H9+HlSyXvQ45D9aaHZhNmrGQMGIta8FKzoSVkgWLnOWnDViLa7EQZehPA/rDxGJocbxswcmqDcdLZuxkG3Eg24ADXGZnNJiPEp3P9C8rFlN6eV4McQQYt8gZ3U58foC7WI2MfTpDZsH4M8uDC1+O9NtChGkSQW8W9SLHQlRxUdRDlIlI8e0NyCqNeKTN/RhayfBw7UPF8Siqjt+hJ6gVIBUt6sRCcFFccjaIjJPtAysNqn5IUeQ2moYEugH7gk0YCOuFWjiSsIiMjfPNXqYXccQT0KOD2AcvF83UFNP9qJcugK0LW83+JJefXrHz8zIgoqE36ZAFGANhhmJWDMV4mHpF+TOxhyVYrYSwUmJFqPJ9Vkp+4ddvtoYE2kaz1tGOsOjHWcFz1MOu4FR3DLvsBFpDQrs83MHFcAinuxPYbfXhUMUtj91WLw5XvDhScQnv+1i7F4da3RISv9vmwVZBkQuFkY2MQpxpDmM4ZsNi1o6LgzlstTO7lo48Iw62eXCq5sUO8bNEuKYcGE+7RDFELTKXR1tFl7j/1MUSqZwOzPMSiT6G7UITNgvqk2kxocGFsgWfLwTxpy0Fv65Z8W+HfPjruhX/YcuGf90w4F+21H3Bv6yb8IclM37a9OP7rTA+XPDhXo8RN+oWvDjux5M9JrwxG8Krs0G8MhvCM0NOvD0TxTvTEbwzE8Ib3A3MufH5UgDfbiTxzWocny2E8P5iCq9OJ/HWTBRfroTFIPbbph//uu3D//NkDP/xdBj/6WIE/+VqDP/xnB//05UM/u1IHL9sJPHqWBDPj0bx6lQCb0wl8NpMM24PJrFV8mC+wLk909q8Qj7tCFgxlHJgNOXEZjWBI20hbBQ4dnDI84GmOKanzTBcvhDEeMaPyXwIoxkfBlNujCR4ofhR91vR7rWgw2dFzacugDu5IOPHT/owmGQMpRqLWeAhS1WP6OP1iJg0iJOwaeT4hF4AjaASYkwH8xhFgcO8gDRzf+2UgRplJERXezN/zwWrg209D3mD7MemU0aMhhoxGDIIwZSjVGJP2gOM/DOjh9JjznRDZjXfmdkd9MTQVc8FNXMJHPTYqEqg3B7kjQtgdiWqWMMiCh+Bv4lMm2omKp2oetovslVKVkvc8fFwd1FuqJWRUznAIHHd3yWl5HVx15DjhWOn+VOHgoMThP2YyNiwWHJiJk/OvgFznL+XFFmubpep+1cE30IyKA/4eY5MiiZsVMxYzmux3MJZvk3kpGtVGw5U9DjVYcXJdi82KwTF0eHP5asGZ9pNuNVtwdWKHudrVhyq2CTKcavqwIaoeeiyJdWT1bgRc3ENFnMWuaToW6B8dSOjw8G8ATs5DQ4WNGLkOlqx4FCLEUdKFhwsmLBBzwwr/hyja9XoxsOtdNFrsdpsxWqLA5sFqoYUrNHjULHI17FTtOFQs4J1SntDTRgJN8oFcai09/H5dSf3yQWwntyP9bQGi3ENFuI6LCV1siuYS5nkAqBun0rIDkHnMAioSUblHSwSvHopGKiqI5BT8lUo80woMg6ibJ6Y/Wa36uf6m7SfP/NHaExhsoyogCReTIuq6zGVQCdYCIKHSCBsEgmoVBouBsDQCEYHL5kgqnqHEk8ujBnlOJxRiZNq8DQ5PvzktWjnYjeo2t55o7V59qtmsKBWnfmHTZJ1yxQsZsC2S4C7DYNJG0aTFkzk3BIhuFpLymMq55WRAFUnG9UItlvD2OJIR5a5NICFsMPf83CvBXCUM/7OMI53xyTcnA7ho+0RqfyZeLXFrqCDu4MIjneExDdwqBbATtWLI9WAHDpk3zMXd7cWwJFWr1wURCYfrDI/NIYTfRkc701hix+7M4IrfTFcGkhhp0Y1khOX+gJ4fCCE631M9lIwTlJpkhWLSxZImy12HG1143SnC+f7g0Lh3CjQqchLSsFCswGjSS0GomZZIi5lFJwuG/HSsB7fr3vwz4d8+JcNM/51xYB/3bYJGvf7FQUfztrFKPNwMYxvduJ4MG3H0eZHsZRpxFZeg1fHPfh+K4WPFv14a8aJ1yedeG8uhIcTfrw67MabcyG8uxTCxwshfLESw9crYXxJddFiCG8sJvDmXBSfryTw9WoS74578d6YC1/P+/HNoh/frgbx804c36358dmSD5/MBfDpbBwPp2N4g3x/PqbjgnN+fiqHE7UgJhLkmnsxWUqgjwayfAxz5QimW/xYaUtgp50/w6B0b3MtPkwWfJjKsvpnJxXATEsU4xmPQOkof6u4OHYhkZYLUoPM8tt8VnQl3GiL2dHKF1CAz1kH+uJOSVPLE3lM2ad0AJy5k72jk0wBKoUox+R4hwYqFke8AJiKJ0IJxkRSTik+GK2ILdgdVD0GDNDcxyDvlIKZlAnjcYPqjiaviBwgdrvEmRPTHbagP2JBV1DluTOwiK0+mTAcL3KXwEjSds57iat2amXRRxczR0GUqKqzf/WRtnNMxeAWZsNy/KPyhJiGRrgbq38ZJ/iJv9bKIpi7Bbqf83t7BcpL6RT+bzkgOskT4cU12eJGf8KEov0fJFWLlwBjDjneYdD5Gmf7PPybLaLe4Y6AcDT+/WZRh/WSCds1h8z7j1SMON3J1wQNmFaJip0sMM1Oj6kk5Zo2HCsZJWt4o2gTTf9aySpSTqJLiHQmbmGNy+acUUYzczkLFrMWbJfs2GQGb06P3aIBx8pGHKOhi0tq5hDQMS9h7WT8GHG4ZMDxdgc2CpRr6rCTa8IBohrynOvrcChPh70Jq2XuLpqkYzhe8eJw0Y+1rA1ziUYsZWj+0mA11YStnFa6je2CXkZPXBxPkMAc0WIiqpPqn0KZkYRZ5MAspLsCRqn8GcTF50Y7w6Z8XPoqaGWOd2BPLh+1SEZEF/HPUTuaPQQYNgmGnKZc2Vm5DHgkT7qhg4c/gWwatLIy9zWhaP93qLj3oytMBg1D36l7pvFFdULyH9MaX3I3oX3PllzzaYQCqn4CJtGD80FZ0qBAirj44hOccyuqhfbLo923HxXPo3twI410HYy+o1GBXPt6wimYYwEYJeyS47vYlsR8OYoZunDb4jIvn0opogUn84dmKh7urOgZYM7f79KY1Z0Q5c52NYidDiKbwxIYz0Uu/x2NIYx9pDx0l/6AjihWW8PC6tlq5RI4is1KBNvVkCyBj5BM2RHB0VoQZ/uSONObxOmehMhNiYI+0RPFhXoIN4czuDKYxOX+MG4P+PDKeAR36x4cb3eJGWQ6psU6Z4otNpzu8OD+aBzPz2bwxGQSt8bSuDveLJGH5/oCODMQEGnpRMqGcYa6ZBxYzFhkpnihqsGDGRe+W/Pg5xUnflqlycyMq506HMg3YTL4O2ykHsP9bh3enVZwo6MJS/F/wEbyH/Bg3IDfr9nx05oTH0xo8dGUCV8uevHpQggPpgN4ayGK16f9eHc2hI+XE/hsPYGPlsN4ez6M12cjeDAfxadraXy0mMR7c3G8Ox3BR3NRvDMZwptTEbwxE8OD6Sgezkbl79+ZiePN8SgeziTxYDqGh4tpvDRNk1wAp8pOHCgyI9iL/rQbY4UwVmo5TGT9mC4FMZZ3Yr0SxG53XHAb661h4TAttfhllLZaiWAi50N/xIbuoFkSqhhfmKWpy6FBeg+TUPVZ0ZsmkltBO1VBXMwSmR13yYgly5k+Gf8yZyd6gUYvIp/V3N8EA+U5crGphsca/z8u4ejcTjpRj7tkt0UjJD8HfkxW9RwNDsUUDEXMmNzLcaCRjdh0FkzM5KAPpC9hR50KjwgzH/iiV5eBLJYGxOFpxQAZUMSmU0ARIj5cjbeM2rRIucyq4ctFZ75WXQ5LwL3qYeAIKEGcMzsYmtaIF2cWh98giWPMpJbkL4ceCfEd7O049hbfpI2SEiqGUMlMaJJkMgaXFJyPoSOiQ0+oCVOJJjE2HWhlxWzEKvXzZQVb4r61SjgK834PVU3YaTWLAkjyfytGHKqY5DUykTJhtujCVMEhO0Dq4qmRX8gwK5dya4uYueg14JJ2g/9PM8FtlHHuLXfZXWT1sviVPysYsZPT4ijppBUjjvGQb2XWuCr/3KkoWMnyguH+gvm+RmznNTgqrH91fLSe0eFQwYzdkoIDFauMtJZbaO4yYytrxeEWF7ayBtkzrGaNmIw0SaDWckYvclqGxxwoKZhPG0VwMxBS+UqDTGKMm9AX1kuROJGwYihMjLgVPRTecMnr0clzi7DNVp9ZTVQMm9HPdEP+HNkZxB1o9hLcqXpamGDHooaPR7Kia+YPTvN3GSdDWBhG3eLcJ8lDzBPl+9DcQo0zNcP0BzCbVKSarOhpaWeiV0AlV3ZErBhi4DpfhBkSKjnTd2MkRya8U5W5hajtb0TVy/CL/agxYtLPPQGzTI0q1TFqE6cb4UZM1eqOuTCQZpvOpC0v5koBzJcDQukk0mGu4MYaIwxpAGvzS4TjStEph8RG0Ycj7VEcrARFAbRa8ormf40+gTafYCFoGDveFRGkw2o1IIEnXLz1MfikHJBl42Y1IpiIsSilb16c7E3hSNWHc30xnO2J4GxfDOcGUjjaFcJuhx/nyf/pieNcbwQ3xxJ4YiKKJwZ9eHaUvPswDhatGA/9OxxoseDuUAwvTCTx8kwCz01EcZ8L4/Eknpsq4KnxNO4MBfH4RAIn2hnnaJELgCTOOX4vcg6pbqizPlcz4bkBB54dsuFMTX1xzGQVjIS1WEtpcKtTj49mrHhv0ornB814Y9KGXw868a+HHfjjmhl/3rDhtw0b/vGgH9+uU+Hjx5vzQby9GMaDGZrYPHhtKoQXR3x4fTKKB7NJvDoZxjtLSTycj+Dj5SQ+mI3hwahfdgQPZ+J4ZTyM1yZjeH8hi9dGGe7OizCG5wf9eHcugY+XU3hlMoL7A0E8N5HGzZ6w+DdmSj6BvK2VYxIoM1dlhrALa0W3dHnsBDZaaeSLYCGnKn/YEVJaOpINosoxT0iRyriFqHGfRRa7lYCakdwaZHCQQ0xhNPoRXS0L071Risz/zayoKfVkF6DyfnghcMHLQ5Xzf87ZczZ1uTaUsGMi48FkISh4bmZvs6PoIJ00bFQRvRkX+omEiBoxnbVjKq1gjC9u7tRCBvTHyH6yoT9mkYKIstE+7tUijOHkAWgWp3Af3zdsVKtDBg1FHXJpCSzOZRYsC6WtdPDzwE+xkCMC2m1A0kXjmnoglPf2Vl0holGcaCXBl693uxZhk0ayBQoBu3QPvMy4f4hYdYjZjUi42BWw29EIsI7ScJGHc17tfgy9/t9hrWjFesUugSsrLSbMpxuxRmNU0YDNshnrRaOognY7mPNhx267FbvtFqznNQJVI31zvdWNjXbKes1CDhih4TBLd7kKhtwqGnGwxYitvB5be6ojgc61mHCYSp4S4XMqy+ewVP3EMxhxskJInAWneQm1UP5JqJtedP4HizYcaTbjSMmI48wozjfhMN3CzXoV3ZAjE8gpC+6tokEMaqtlmsBsMj7iuIfdxRH+edaCYYplQk2YJElX9gYWzKf0cjEQ9zDCOMiITlSSfVE9huJmLJU8WGl2Yi5lxnTCJLJ5TlEYqcslPUeMvLxF/hlVpONt85vFF8LRT7OH/DUNij4dWvzs6DSC93iEhg8BR/EWIWrBq0Ne2Yes7VFk7PvQ7NEiqzQgx2rBrhHnIDWk1aB6A1W8jTI6ohaVbanw6v0m2UJ3ignBg+F8QC6AkXxQDDmk1VHW1BlSXaMdjJ8MqklivBhY3XC5QYcbyZI8fOn8HSTmOO3DUJoIZydGMqwGPEKhnOVFUIlgPOfFZJ75tSEJh2Fm70bRhUMcB5U5w/fjQLMLhyo+HGF4fKsbW1W3miPM92n141DFg52KF3N5F9q8OlGDkB/fGbaIdpxt+mCKQDPO55gV6sGJDh/O1n243B/C+Z4ALg5EcbY/ipM9EVEiHe2ICv/mTH8M10figli+0+fHtTozbO04XLXhbKcHj4/E8NRwEE8MOPHiTAxPTyXxzHQBT47l8PxEAc9P5qQ7YOcwkTTKOGyhEhWHKbOK1yoeVe/cYsOpdi+OtTpEsz3L2WyOra0BL4258fmiEz+u2fH7dS6BHfh524Xftp34jTuEg3b8y0Er/u2wFf/DMTv+6ZAd32+68cmqDx8v+/H5sg9vz3jw7ICCl8f8eGUshJdG/Hh1IojXp8N4fSaGl8fDeGkkggeTKTycCOPtcR/engjgnakw3puK4OFUFG9ORPHiCN8vjPcXM3hvPoXXppJ4diSKNxeLeGEij6sDSbm0D1TjWG8OY6UcVS/8Zo/kEJPbtFSNCgpkrS2GpRafeDXoDZhvoVGQmRBedEQYyUmJJ3lSdnTGPTLbJv5bzWhmvgJNjzrV+SujH0o4DYhbGmQ8kt6TStI4xY6ADCCOVP6mAOK+oOTSoidixXjagemsWw7wHs71Ux4MpX1SxVMMMZZ2YIyQP6IpEnR7cxRowVDYiH6/AXWfDgNhs6jeRrj3inBZzD2YSR5cFA/yMuDSOGZFX4SLYpOQYylr5euQS10a2Rhyw30GZ/XcC9ABnGRuscuAuDD+qWJSE/045uXBX5JzgSMkQvMaVTYSPQXC/FK/RwliMFwmxNgZKHoZKfEcKXI3SBURvRUuLaruJozEOYtXsF7lnsaA+awBSxzNFC3ydokL1iwDfXTYKhlxuM2K3TYbtot6cd/SQ8BF8GrZiZmsTfJ7ORIeTVswntlLuMuq8kwiGQ4UDNilaYyjnLIFx0smnGq14iRxDK0WnCgbcb7VjIttepwuanA0r5Go2ZPtTmxRjZNsUkFuZPtXrTjfasTFdjNOt1lwgiOiZgNOlMzyMbnMPV9z4zS9DEV1WbySMYg0dCNvxmGqfspmkZbOEFkf1mKYTm/iv2M6TCWMmM+YMBEhIdQgngCR3oc1gukZS5gxlbYKCoKYkAnB6JhlL8SzqB7j2bQXwcmkRf78OIYkGsSj5jaQ9cQxEC8LETbsgQ0fITOclY3ol4UX3oQ4TSum30luKXXPfOIw7JnBEgzOyNNyzvQvP1tEHcoc+wR4KVjkxUQZGbuAblIfE07J3mVUIi+BvqRT9P6qxt8i+wKm2nDUREkTFxu9MZqD3CIJ5eE/kPehN+dBDxVBKbcaL5h1Y5TJVFm3RDCOpt3yd6yyWv200HNE4MdW2S846O2KX1Q+myUPdhgO0x6UvcCRml/wEFtFN3aYa9vqx2bejiOMc2yNoJ/5uAxt99uRd/KJbUItyraeSzgGeTAn1INTXUFc7AnhQqcXNwbiuDGUxKX+GM7UIzhGOWlrGMc64zg/mMHNsQzuDsdxu5fs/QDOdXpxpT+AM+0KLnV5cbPHi/v9Xjw9FsET4wk8N53Hc+NpmY1fG4xjq9mMlYwOKykNtnMGnKwqMgfdrZhxsOrCAQbRtAWxJvJRZs0aMBPV43KXAx+uRPDtsgPfzejx07wOv6wY8fOqEb+uWvHrmh9/WAvh180A/rxpxz9u6/Hvj5jwjwcM+POOHb8dCeC3w2H8fpU4CkX4Ra9NePHiqB/PDhFCF8ALo368OBHH67N5vDyRwluTKbwzk8TDiQA+no3g05kQPpwI4L2pKF4bDUkH8Op4DB8sF/DGZBwvjcbxykQcD2YzeGU8iRfHEnh6NIPLXQnsVqLi+J0reDGScggNtSeioC/uwECCcmAaAv2C5aY/YIR89JRbSK7NPIyYoOU1iRpG1bpT0aKGvYuvhe5Xr1E1WlkaZPHLw55Odz7n+eKR/Gu7Rl4z7AxE5y+XgFaWou1BK4YSDgzHOKKzi2Kty0/kAzlITvRFqfvXYTRhk8OfbznC4wE2Qhlo1IJBojECRgxHrJhKOTGdcmCOz3eOiwgCjKppbkSw14Mm8cyQ+VIXWalFLiAuBavcufHv2UnvSTvzRK7L7F6t2pMEOHqtsuOIUVFk3ieXHZEXZP/H7E2I0fHMbmHvQqCDlL9mzoFcItw1MCTepUdRPEV6WUwTFyMsJFlkmzCWtGChxYnJNEc3GtHjM+d7OmOSS4G0UDqL2QVwV3CQy9gqXcPU53OcY5QF7jhTr6LMeyAkkrklWgxTRZexYDmlw5GSFbtM9CrbcLRsw4myGaeKepxvNeFcmwUXalZcaLPgYqsRt3oUXCDFs1kv788unK7m7QIrfj4MOFvV42a3GXf77DL22crxocORnBbnS0acZR5xswkXWh041WLGcSIvEo3YzBqxRWR0zoCDzSZREk3FmK7I+b5WunFK5ccTJsxkLViQxEMLlnJGzKQJ1ePXZcQATYKMxqUiM6zFSMoqEMjBiFkk8ewEuTdSJypGVIj2oHmRY3onsftMEdPvCQQ0IhKQbtijwyMxuwEJB/XBZqQ4z7SSlb4fYeM++cGqyyGqBshIpySMBjCGuNNYoBPGCc0J7Agk2D1kRTdVFFEFtZBF5qEDaY86z5f4RwLD+FDnm1QAUUrKUQ8fnI8SezyQ8mI4FxBDA1OsBpuZnkWPgFm4LhM5D8ZSDnnBjyYcGMsQI+BC3tYoJp2uMF9YbszlvJjPezHL4OQs07NMGM85sVDyYYH7gmoYWy1eUZ1slX041BoU49dBpnqVghhMeuXwz3n4YI6sGc2sqBgg7mKbZpL583qLB1vNDLT243RHGKe7YjhNB3JXEEfbAjjZRflpFBf6eDkkcHswilt9YVzpCeNoxYVNIQe6cKYzjAsdPtzsC+POcByPT2bw+GAQb8/F8cpUAGdrBhzIPYa7Q148WEzho6UYPl8O4POVAN6e8+Napw07zURCK5hiCESCLBG9SM/enXHily2iJCz4flqHn2a1+H5Ohx+WLPhl1YvPZnx4dciNV4Y8+HA2iK9XPPjDhh2/HbLjtwMW/PWADf/hiB+/zFvw9SSj9Rx4bz6I12fDeHnci5dG3DLCeXo4int9Qbw8mcTrUwm8Mp3Cm1NJvDPmxxdzEXw2F8OnSzm8PMwRUgivT8bx1kwSb82m5dB/ayaB9xcSMjp6MBXCg7kknpnM4EJvGptlzvtjmGmOoIdSTnZmzEiIOQU/zYugL6YIHIuKMur8ueQl1oDdLqtcVvrU4XM2zza5jSiIEHX/nHebReigLlB5wJOrzz/XoyAJWCySOBpSA2T4oKuW/4bFQVfELriJwSCt/iZMJomhVjBEemuUTHa7zPs58uEhPpFUpAPgPofqub4Q+VdW1MXvYsU0VW4p6t9JiXViLusUPtSgdABcEFvRFVHEPc8LgLuAQWr1uUgOaIQnRP/AcFyR7GiOelTip074XnEe/HbisI2SE8xQmJhdi4h5v1xyXHAn6W+w03xERlgjUpZ/h7j5UTBPPKXsR9LyKPL2/aJLZ2Qmqbm8KGXOzImBHEg0fOrQH9UKHoIjHM70h+MkADRgNGEQguh8fs80RvJnXieVP8c6S7km8RXQhMYLVHKvfeSYkZmkF3XdREyPNc7rCwYcKVtxpKzgeMWO0xULLlQNuN5uwdWaFRerRlxjuAyr+bJVxkMHizz0TVhPaaWYut7rlgvjWHMjLneYcLldhyudVnkdEcC4kmjA0VwTzuQ0OJbW4FjBjLMVG86VzLhQMuNoXi9wRI53N9JcGJtwkCMhoiGSRsxTGRQhDUGPsTi7PA0WmJOwFxDD3I6ZjE2MtQzb6vA0CheNiXGjcbqrFQz4NRgM6kU1RrcwQ4bYAbRQjCAeDoNEhvKwz9obpRPIkE/Fn4utURzFj4R46FPV4zQLWzxu00t76zfuR4Scc1ly0dhilg6hmfm0jC1kF8CRkUcjFwDD16njVy8At6rpl2WaQ6r/3oRTglfovOTBzzDj4axHfs3Dmn/fzQUafx0j0MiN0XwQI1n/3zsI4V3ELZhkChRpk3mOATzyAprNkwoaQV/MIZTH3pgTi0UuBgOYzfsxLjP8MNrDRtRCDFNWMJqwYzHjxVLWg5WiFys0DdFRWqUaKCx8IeauMh0q73MI2prVE+FZJC1SOtgeVmRHwSqv26vBfIsP69UwJpM27LR6cbTmxvHOAE73EAMdwbWRBG4MRXG9P4Q7ExkxkDFkpc+nwXhcEdTzUsqMywMxnOsJYrdiwaVqEz5b9OD7NS8+WvTg0xUfvl4P4IslH75f9uGnZQf+uGHHL5tOfL0awtP9Dpyo2rCct2K95MSRohnP9Jnx44oVf96wytsfVlz4esaAn1Zc+HbZj4851x/y4PE+Hx4fjuNGXxS3ev14adiBXw6E8deDTvx1S8Fvaxb8+wMu/MumE9/N2/HejBNvTLrxwWIE784G8dKoD/cHQrg/msKdgRDu9vvx+FgGL0xk8O5sAh9OBfHBTARvTcbx2ngcLwwFZH/w8mgIr07E5MJ4OMcLIIa3Z4N4bS6EJyb9ONPjweH2EFYqIUzlAhhKeFEPKWj3E5BlwlA2gH6OWKJ29Gd8MsuvJz2ia+fPqTfpQW/cJcUFfSaDjKtMuWR0yXQ1ZjKr6gi9jDlUUBq7AY47dEgrDSKzpHaarwMe+IKCZtoWefs2zlj5etCjN2TGGEF+MbJsHH+v9lVgoB3zeYeQSSlaYHEymbJhNEG3rwk9ARN6gsx2VUQNN5N3Y77gwlxGwWyGHYFFKmmasLgT4EiSWu+eqF1CgLgT4MVCpDTfT5aITBML6gXpoAa381BWvQwc3STt3BfoEbUbEFZ0kijGcJm4OJmNIoPNmX+HTncDhiIGtDkfQ5kZ4G7SKZklQhEJ8Rbkh2nQnbDJuIHJfwRDMrC+7Neh4tmvLm7TRGCQCqDGXY5lFXlLFthc3oqFrAGrBYLm9PKWj/m0FhNJLQbDNJ6p8+96SC/Vr4yBUlT42HCo7JaRCwmcrOh3W6w4XTHjZrcV93rsuNluxfU2A86UtDhasWE1Z8NkTI+FlB7beSNOFA2426vguVEH7nTpcKmqwclyA061GXGq1aZKRgtGHMrrca5qwZlmIw5lDNjO6nEgvQ+nWrS4WDHjTNmIXYLjCHaLN2C3YMPxFgeONNuxkjSIQ3g6osVkVIvxqBbTaSMmE3rMZUyYSRkxk7JggvJPpn8FqP7hQtiICWa0J5ghYMbUXnfPYoH0ZIn3DagJiixU6OEoODR7HQDlwjr5s789Sl52AAxwcej3gp+bZNHDg59PBP4+bGkUDHTOpYalUCdc9ZslFIaVO9VDvATaOdZJkjmhdgfkT6g4XtcerMghb9kN8LDnW6nQiA+OM87QLrQ6IdslXJLtOtkclCXaRD6APu4DEk6MF3wy/pnMeSW0Zb7gxXKzB/PUyecJeApjouDHSMIujuDNMkchPqwW/ZjNuTCStklu5lQzHbZBzGXcWCNuodmHiawHi9WYZNROZByo8esjJMynCDOe/PTWkCJSO2Yc92V86vY9aMFgLoj2oAVVV6N0GkzeoXP4RKtDlr+HKi6c6Q7jykAMt0dSuDmSwvmBFJZyTvQHWQXp0UcVSsgiqIzTvSEcL+twptiAN8bt+GrGjN8vKvhkWsFnS258teqVX381Z8fvV1z4ZdOBP2w48MtWEN+vhvAxswDmfLhbV/DigAvfL5IfZMM/7fDSsOOzeSu+WHLg6yW3mLfeGFPweL8Ddwb9uDkUxsW+MM7Wg7ha9+D5IQc+X/Tg1wN+/Hlbwb8ctOMvGx58RsfwNLERIXy1FsNnyxE8nI/h/nAUlwaSONbuF9MPre93e/34eCWHD2fC+Ii+gdGQHP6vjkfwYDaBV8bCeGUiivcWU3h7LiYdz4PFNG5MhrHSxoyBJoyl7OiXbGP6QtwYyfjQzZ9D3KnGQWYD8hxl7CQXuZxBcyTZm3BjqhDEXHNQTHqL5TAWBCUewDBHjCkvetM+tIYdMupU4WhqkMrfJZTSOqsvJl4UVMXw4FfRyWpiFiutqpcHm02WuaNEWqTsmExxuWvBVMKKmaQZizkFs2kr5lnEZJyy/J1Mc67twBDTy0IWySwYSSnicWG1x/efyyqy6OcMeDxrF3MQO2LiIgQrwfQ8XjRUhvHjF5xysXBU0iFybZ2MhOi652w4xQ6GJjLJDjargfB0LVMVxHAYhd8HkyyHu3w6jEX1srQcjejQFyDDxoYFAt8Id0zoUQ/ul6Uls2lb/RSXNEjwU8mrFeMbI2eZ6zEUNWCYi0wCIikPD5BG3CjU2HkuOrNmMZMt5Y2YS2kxFddgMq5Dj2+fqGN6yA2LGjAQZ3djwVCM5kCj7BgOlZ0yhz9RNeEYZ/RVJy7VFFyt6XG3bsH9XieutBlwtFmLjQJxECZhky1kzTL/v9xpwpN9Frw6asNLQxY83mvDkfw+HGzW4aTkBNtwtFknZM/zNQUnCLIrWkXbf6qqx+WaWbqM81UzTlTM2K1YxUtANtbhrBnbKR1WkzrMxwyYj9NVbJI8gNkkLwETRhP8fMwYjtAcahZBALPVaXzlHo/hO7ysqBoci+nkMiT1k54R2cl6VEGPCovTo4WJjT6DCHnUt0b5M1IciqSBEl8bp27YocbBsRVkJiizTsOy5W9EghWAUycOwapI2ppkUUxKIB80iNFq3EtKJ2f8UZscjgO5gFqJMbIwqR76VPJwFzCc80t+K1nwzIitc57LGX+GJEzGO3oxkfNjKh/AdD6AqRxNPX6ptplzS602U7KWigEs55wSUbhR9IiDdqUSxGqFIS2UhAaw2ezCRs6BAyUv1ps9Yg7bpLyzSs6OR8xklJnKRZX0oJ97hpgNFY9WlmHNfgUtAYfooGtBqg8cEtAyzIBxjiACFgylPLKToAGOsX5HO4O43B/FhW4/jnX4Zckj/gH6EypueTuZtIi2lzPb3ii53mqsIxklT4wGBRH98ZwfH8668NmcHV/N2/H5ggtfLzvxzaIN3yzY8eOKyvH5/YZLAq+/X3bgt50Ifl1z4c+bbny76MP3C178ccmCPy7b8ZetAH5cdeKjGQM+W3Hj27UgftoI4qs1v8hH31iI4PagB+e63TjTE8DZLh9u9Hjw9lwEP2zH8fPBsFwcDyY8eLrXgeeG/Xh5MoS3p4N4OMMFcBz3RhM420OUhhenury4VLPg7fkEPltJ4ZOFMB5OBfBwhrP/IN6k/HOeRrI4XqbreDmJ91YyeDiXFnw2EQJDeZtQYMkL6g5TTuyWEQ9psMSGsGtk0dCbdMu8uZMokYRTcAr8ORILvVwOSb7DcjmI1XIIG61RbLYnsdIax3wxiumWGEYyIVTpnvWobPwWn0k6PQbDixGKy08GpzAoxc4FK5e/VAmpC2O21kSjjKVdGImYMRGzYDJhFRbRRMKG2ZSCpZxdZMncG7EooZqMLu/ZvBNjSRuGWCRFbeLvYGe7KKMfGgEVrDa7sFbyYSr5N0y4Uw58XgIcew3G7egPmyRohuM/XiocK/WGTaiHFXQFTOjl8pBIYMLtFI2gLRjYxBAYxkAyD4HLXaImKG9lR0QV3EjSKs9rVqjzOatk/JJTv0yzUlqHabpWYxpMJDnWMUll3uHXqHDHkA59VC1FjRiiqiWqlyUuOwAm/jHasOx8VMi/stiN6zESbsBEvAmjkQaVGkwsfJAzf34sMpOYPmeUw388acN0zioy6kMtFpxrVyR05VzNhgvtDlxsNeF6uwE3O4240WnFWYbP5BnAYhRJKD//Q1UnznQ4cKXLjHs9Frw04sCTdR1udZmxlfx32Mg0inv3EncIFR3OtRpwsmLCuQ4nTtfsONNmxrUuKy5UjbjYasXpqhkXuth9G2TEtJ3R42CBQUwGWTJv5OkutooRjaq8xbSav84oXvo9mGc9EDQI/WAobsRMzi47jrmYHnNJg6iFOBKit4oXQB/3PsxsCOyFxvs5/1fBcTz8ix6NXMQcffJiUC8AIx6hrDPt1oupK87Kn/phyt4cBoStXASp6gBulKnuydn3i5WYlmJ+cGFLk0hH7XPCKQe75L7G1A6gP+tDd9IpC2HO8Hm49qXcogwayHhF40+372A+hKF8EP0phqS7MJL1YjwfkNn++N6DT1wS8DhfZKVX9egkoYsUSMo9ZxN6rOQdWCq4sFT0SCD7esWDraIHh0s+7Jb92K2QDZTAgXZV3z/T4kGrh9hqm+wuWO0RmUqZq2QWB6zIe60iHeSMt+oziLFoKG7HfHMQ05T6cbyUo9zUj/WSS5jgZzuduDeWwLXBGI50BTGd5YvRgCFmvQY0QkbtCfOHp4Lv6HEQMmRIg5XkPrw7G8BX0xZ8JQRPGz5b9uKrFQ++XnHi51Ub/ryu4E9bPny3aMc381b8su7CbwcD8md/WHXh90sK/mnbjZ8XrAJ/+2XFgt+2A/h1w4tvFyz4ft2Jr9d8+HLJh1+2w/hl04dfDwbx9WYQb80FcHfAg0t1H851unGtx41nht14OBfEa+MePNHvwZVuH670RnGtP4Yr3X7c7gvi/lAY90djuDOWwr2pLK72+fD8ZASfrKbx2XJUDGSkiz6Y8OGd2SheHPbgrdkEXhoP4mUawhbSeH8tg4dLabw6ym6iRaS1syUvZkphTKZ9qAeZd+zEVIFucc76vZgoqDnAwxlGTjqkyqVKiwqxmYIa30la61oliJWyX9hByzTnUDlUoRkvgOUiA4DCmMi4MUDpZdKBzqiCalgRNU1CQGtakc9RGFHYo2zywY6BS1PpEJwMN+K4xyEyYbbxHPVwFDSfsmM+bRU11lJOkX3GYt6D5RJDU5x7B5lPRpNTaadcHPNZXhYBLBB7wpjFBCWDdizlPVgseDCepKGMDCk7+sk2CpqkU5pnAA5zGNIKhogIjjmlM+EFQV8Ew41a3CqziK9xNfOD2cHsBrQqJtrNi26/OPdpvJrOkKNjloOeSpWZRBMW0gw4N2Aq2iSuVXYpwwx64v6Bhz4ZRxHOuU2YSDDc3CA4+Mk0WTc0OZnE5MQsEvp/aB7lgTcUIUqmSTKHB/wN6PM1YpivnRANkDqMcuafMmMyYcZYWI/ZlEFYQ6eqFjw+HMDVTgvOlnW41ePA7Tr9Libc7rbiercdZ2o2VQnEg7rDiZM1Rf7sXM0if88w+Lt1M251MgiGS2UDVlMNOFq24ExJh3PFRpxobsShXCNOMsugqMX5ciNud9twpWbDWaKum02SAnaEC+28Dtt5A9azdAfTf8A4VgWbBSuOlOgWNmMxqZN86G5SEyJWdPj0ovTiRU666izlonk7Ftj9RQwYTysiFaZHhDypUfLRZFykIv05oaGhr+jSoJUGQuapBGl+bNq7BAxS3D7COR2rGz6JZZnlMkkryGQjtoF0TLIFrNAG7tYhRWWQbb/Ex0mwu88gTCDO/rlIq1NHHaGBi8lQbvSkPLIf4CK3P0u2jxM9KZd0B90JlzCq+zMB1JkhG3eJZG8gzehAj1R1ky0RGRV1h0lsVLXZfGLmRI2kR09CwXzJi+WSEysF4mrJGPFJlbdSDQkiggu0jZIPmy1U+USxUyYELoKt9riwWOheprOuErCiFHKq6WaUzfFiZNqS14ZiQBEJIVvnis8gwQurtTiWSuTPmLBS9GC3KypO3uM1Fy72eHCrP4RL3UHsdhBREZSw+PUiZams/GhptwsAbDSuYDJmxUzUgNnwPpwu64Sv/8mYDj/MW/HzpgdfzJvx45oDv1+04ffzJvxl24NftoP4ct6Or2fN+NOaA39cseLXDQd+3fbgT1se/GnVjl9XrPhl1aYe+kt2/LrpxS8bLvxhw43v1v34fMGNH5a9+NO6B385GMB3yzZ8u+TCO5MePDXgxTMTcdwb9ODxIQ+eHA3hTn8Id0dSONnJVLXYHpc/inMMaxnJ4dJAQsxu94cjshD+YC6CLxaDgox4ezqAV0a9eKpXker/9akIXp6M4NXZJF6ZSeD1+RTeXkrj4VIWb81m8dZCBefrMbUKrkQwGmfalA/TWQcmk0QN2GVsMtfsx0I5gNG0AyNZtzglJwt+LLdGZB+zWQnK9/1QLYZVjv7yLkGG8ELYbIvIBcELYXrJZ/sAAFF4SURBVKnkxSIZTM1uyXuoh+i4tQghk4o42ufpIuZoSeJNycfxEJFAIiiRCOoSlIcwZ/s89An44z6Iu53pOOfbyt8vgNVmD5YKHszluLBnQBKrWUUuj2leGHlmTBN258FUnJ4TD+bS/PcuzFP2Kwth1QzGfQChcbwEaBSa5hhSQpdMGJVoVQVjSQcGwib07i2OySaSsBjKQB2MmaTE1YCCj1GRehQDRnTHzOj0N6DHvw9DYlJqwBjHD5EGzKV0wrCfjmsxxiyDuB6jMR7SarU+HOWBb5LqfYIAuSgre41cIhMJHnhNGI3zMCfu2iydQE/EgLGMXXTwk2TmhxsxSlZSTCeSSdJy+ZjN2TAW1WAqyvhEm5B0iXB4csSPe90WXC434VqbTiIcr9e4ADbieqcNV7vsOFm24HyHXSr0U1UF13q9uM6LoteOy60G3O624E63DefKWhwrkwVErb7qJKZz+EBqH47lNTiSbcJurhEXyjrcaNPjRrsFFzucWElrsZw2iELvdKsdh+hKzmhF6LGa1klGxmKa/CADDpXs2CaRtGCX5wrHfkMppxQRPNC5c1ki3jpHGbcdU0TqBxioZZfur4digahZBAf8fncRqR8yoo0Roz6a+Vi8M0iIOwKOftgR0NFNFZAej6juMI1I26hp5tKHQRMRcQ0axcpeoTrCoZXQiaybC7AGqYYIhPtbZBzb41pYkdlre8SOPjJXkm65CHjQ97Ha57KUbWrWK8abroQTQ/kQ+pI+9Ca86E9SJuoVFyZBcNT8D2R8cqG0R2zi4qS7kfI16pJjihbtCScWGcrS7MRiwSlt9Wo5jNVSRIxDBIQxsWulLYLlSlD2AtuVELZKpIAy+jGMpXJAXjgCzfI5kPfyLTNTaW6xSc5xMeAQqmLFb0U5YBWF0kKJjlwXtsoe8RQcIxG07MLxmgcXugM43+7FqaoLh1s9giwgJuJ0VxRnO8M4VQ9LPvFslk9kttJmnGt34m6vDa+PKXhn1IxPJxV8MaXgm3k7viTKec2F3y/Y8IcFBd8tKvh2zY8vlziLt+GHBTt+XnPjxw0PftzyygH/y5INP6048eOyC39Y8+GnzSB+3vLi+3mTdA7fb4bw/Trf14lfNr3407YbfzngEjfwJ7NWPJhy4blRN+702nF3wIl7QwHcGAzh4kAM5wdjOF0P4OpADHdHWe0ncZoXQn9Csg9u9Hjx0nBIYHJfLIbw7gyZPyE8PhjC08NhPDcSxAujQTzP2f9MCq/NpfD6bBIPFnN4sJTHCzNZnOsIYj5tUyWfhSBGCyFM5nnwWXCw4sNWxY+5lAVrJTcOdsew0OIRVAhb4rGsB3PNAWzV6BSOYb0awQqR4W2qaWy7I46NthDWyj7Mp83YLLoE+3Gw4sHBihfTTKMLGaUao/yTihfm+lJB1J1wosVDUxnzANRAFr5lB0DnLF2+UzzEU3zBWjCX4+/tmEmRP2/DQs6KlYIdCxliIKziBOaLnHN7VRJKDwHTtdhdqk5vqoSm+ZZ7hIw642dGBfcHlALWQyZ0+I2CjRhkMZFziopkJs0LyILRqEWqxIm0E71RGyp+o8hbk0RDu83yeqI0VPIDHHop6qgrJ4aAbtv+wH6hU/b49mM42Ig5Klm4yOShHNVIvkfdvx+tjJP1quTgXlGw6DAY0YoSjeanmTRBcUaBsjEJi8j5vgB3Bzp0B7ToI/gsZUNflFJRLj11QsKdICefuwAGNfH/puQzbcZKitm6GolH5diFVfvzAwru1fS4WWnEEz1mPNVvx81OC662M5yIVb4LJ4smHKdEtM2J01WbSEKfGnThmX4rnu6z4fG6Ih3ERq4BCxmd6O/7Ivx+kAjKxbIdZ0smnCsbcLlixPVWM66228QMNpEkDPMxcf2eLNtxrMWEoyWbHPRUAh1qdmCKuIewBisZGt2IunBjIefERNImGv96QCcPCgi4JxqLsRuwYII+AHZTcYuIDAaDBgxwfxjQqgjpgE6wIHwutHJy4+Hy34D2MHeV3OMaRKZL8yP3AY8QB0srOLf+tHRzFkhNs7S3ZJ87uNgiGlZ9oouL0EEddIPMRmknF66K14Q2Ip1DxCDb0ZPxSwgBL4POqEOWbD0pHvyU5bn2AgpsckH0UPOf4OiHah+vLO1Y7TOkg3LLIrNK+WR16GVBHadqgeokJ00pXD47ME0URNYhDlC6YmdzPswXWOXFsNoaxVTeI/m+bLU3KwFslhjkQrVPBMvVKEbZkSR9KHj5f1mRY76x24yC3y7qn6LPjrKXnHirVEjdcTeGki4sNQdwpCspADkayI7X/Dje6pFw91M1H053+AUct1vz4WR7COeZF9wRxIXeGM70xbFZdmMxa8NShi5EK57tN+GjaTs+mrThw0kn3h934YMxBZ9NmvH9nBU/Ljjw7YwZX81Y8NWiCx9OW/HxtE3m+D+sevDjph/frjnw47JVRkXfLjnx1ZwDf1z34ZslB/6848Uf16z4aVkRVdG3ywp+3fHg520ffj3gwm87Tvxh3Y4/bPnxxZIXr41Y8MKAEQ/n/JIcdqffg6tDMck1pprp1gAjGmO41pfAeWYsdwZlbHOq0487gwk8PxLFu3MxvDjqw/PTadwfS+PJ0SQe7wvgyX7mDifxynQaL04m8eo0L4IsnppIYbfiktk359yy3Mx6McjRR9Yqc9R7YxncGc3hZHsAh9s8Mo9eLXrUTiBL/g8pkF4caI9jk/iOzgTWalFsdMSxUonI/udwdxLbJReOVhVc7/HiiQEv7nQ7cLPHhxOs+jI8hAhkM6AWMctzlmavvIuVlGqmyTJSUTTv6qHJiD5yfobCVAKpMk6OB+ldoFmPFwBZ+rwE5rJWqWzHuRDMOTBLNzCVQjkXptPUyDvkAB7LMI3OjuGkFWN0Cyf5d25MppzifidCQkVFGMV4xj9jnsJskuYiHWbTdoxGreijDJtYYGZ68HXM2EpirllMURG0t9Tm65lwOfLix1I2yQDgvJ5SREpLeRjNJI2YjPEQN8pos8PLREE6+hvE3V9x75NxRKe/Sf4tF62UfU7EdFjM2TCfs8nFQuowF8p8H87/Odfn/8ldGuffwseP6zCZ0GGWyAdBLvPy4cGvAtp2W/Q4VtDjXNmIu10WPN9rw9Ptejxe0+DZfgueH3ThWoV/r8fVHieudSki2TyYtWC37MBWRitV/Y1OO14Y8eO5ITeut+pwrYPQNh2mExpRXfGS5WVLXPOhog0nSiZcabfjfIsOl0oGnKmwkjeKpJMd00yCclQHjhUtONpCxpADR7inaHZgLs2v34Rx/vzCBowl1X3PdNIqRFiCAbs436evI0wcuEFgcJT1Ut01TQIAF/5xKwYCNA0aVTUQics+JjAqaPOQumxATaiy6mUgD14IAbMwqR4JMPpOMSDupKOP+mANElY6gbnkVVkTOes+cfhJ/ikJgCQkCg+IT34DykFFuCo025RpBovYUaWVPML8SQXtYV4C3AN4xYHZHuUFYEeZ2Agu8ZKU41nRl/T8/dERtouxRrTWlKYRwKXwCUqmCZdVRrGh043J7oUuZGIbaK+nfLOfNNGYEwvFCJaLAXFljrNtLnqwWiI3nhLSEKayPjn8+7LBvXmuHkku9jwmcT6m3YxPs6LgMqPFSQ+EHW1xj3Dii0492j1GzBUCWGcwTMWNo20+nKz5cbLqxan2EE7WAjjbE8KxVi/OdkZxjrC4mg9n6mGcqceEIUTWyFyaxEEtXhxz44MJOz6esOGdUSsejDnw7pgd7w404Yd5G76etuLbGQu+m7NIF/DlnCIdwBfzDny35MI3C4rkAf+0asd3ixZ8s+jAT7wYlhz4btku1f2fNu34w6oNP6zY8cOKAz8sU+oZwC/bTvy6peDPWy78suHFd0tufLvkxu/X3PL7r5c8khzGQPvrPUHcGUriSj2MK/UIrvZFcbU3hAs9AbkAjhCpXU/icLMd9wcjuD8cxvWhCG4OJ3F3MIHbnV48PRDCK9NJvMis5LE4nh9L4OXZNE51eEUxM533YLsjhbG4XZywq0U3rvfH8NRIDC9OJfH8eBI3+yMSALPdYsXRzpBIJtkaT2cUwXnwYt5pD2GtGpTAmI1aDOu1uOQKbFYDOFrz4kKngmeHnHhtyIQ3B4x4pkOHp3uo/bZgKcqq0ypxfFymEcPMw56BKTICYkY2TWBKk7TUXJjWPFr0h7gMZZ4vtdwMRXdhOqVgNKIX9DchgAICjOswxYM6YZHFLkdFM/S3pBQZVXEGPEbnZ9wsipeRtANDcUXCbfpDCjp9etQjRvQQAcCKkWDBlA0zCSNm4gbMJi0YT9jQRRWISDL5HCfQkfN+EzIeq4g/uO/jnyU5CrZrxRFd8WnUSEoqdYKq5LvVy/2VRQLse337hBgsBw8x7/4mtPn2ox6huVOPzoBGJKKkWVKlMxxuxGRUh+kYvwc83NWxF/NH2CFMpyyq1DVOw5RRvk/sGGYom0xz/2HAXMqAtQLZ/GRfEeFgwbHmJlxq1eFGuwl3Osx4odeK57t0eKmfxYsNt0qNuFXR4maXHcfKBpyo6HG6qmAnY8ZqkvnBREfQDGbGtQ43rlRNuFTR43LVhLOtFizEGzEimn0KPGwYjzRKjgD9BsfyBpwrGnC6WSPO4OWERj7PiYgWiymTXFK7LWacaVOw26xeHKz+e6gwdDWJT6rF3STBVzM5FyY5ApNsFUI1yWdT5fYc25BT1RZgTC5lr4qohMai6vxf/CMcG0X51iyXVatbIw/SQjspjqB5de9SaGUehd+IR1ScrXrIknYYMT2G+J6xgxLPdrYNLjUYmsswoiCEJyLJRqyAjGj2mv+emcrFQi3mRFHMUnQE2+UC4Iy/I0p/gAc12vLDex1AzCH6baqDuMCjpK8/5ZN9AGfylJ9yPkl1kjx4ETCw225E1MZYPOabknSnQzt14UFiJKwScZlzNIhscIac+ATnxXaBi83kfJgthDCUcIteVlV2sPvhx26UTojy2BR3AQE70k6yVLg1t6HiUyQspMJYQCeldcwrVqMj1ypuia472RHGmY4IzjBPoNWHM13ET1PLHse5PmYNOHGu24vz9SCO14icdog0cCHZhGeGHfhgwoZPJ8z4eNKCtwZ0eHtAj08nDPhp2S5L4W9mrPhu1oKvp0z4dk7BF9NmfDtvx08rXpF7/rjqxS8H6Pj14Id1L75bduALLpSXffh62Yuft4MyJvp2nR4ABb9u+vDzpl/GQ4yJ/NOGXdLE/rBoxU/zJvy2Ycc/bzvwCzuLzRDenvThyV4f7g0kcakexLWBKO6MRHGr34t7wyHcGU3hQm9CgjLWcnac6oxIfgKzl89KtxDF/f4InhsJ48XJKJ6fiOHpkRieG0/gieEQLvSGsZC1YziizsSHaSYMMjbQhyfGU3h1JoMXx6N4os8nl8vNgQhuDEZwZTCCY50BYbCc6g7hSn8Y9ybSuDaawsFaUFAZm20hCQ3i7P9QZwQnuxkj6cbToz68MKzg1QEzXqnr8FKfEffrCk5WFKzmiSDnC4czfp2w1SteDSrO/ej0NqLqpEGKCgs6YLViLKO8mcvk4YQipq2RsAlTlIKS65J3YoGSPlaCWV4OZpH/sRKcSFMR5MIMPQAc8XBExGqRFTEdnwE9Ov2MXzWg6uaL+L+hIDiyIltoml6DnB2TCVUNRGhc0UXxRpPkA5MTxLf0AWRoACXLRyEkjGomhtqoiibKCQmEbPM0CR46Y31MlHGMia0TAe/eh1bnY2gj2JHVfoCVsk4Wv6I+YoCJl9W9AeOs/uNarGRMgjyeS2hlfk8q51RMi9kkNf/M2iXd1oSlFDOHDVhIG7Gat2CzaMd6geMSM7aLiih4dol3qJhwLP8Y7vZo8dSAGbdrGrzUb8RLfU14ddiCJzp0uFtuxHO9Vtyt23Eo34TNXCM2MkQ/2+XwX29m0phbgG2nigYcz/wOpwqNovi5RfNXixbzsX2YSeoxTa1+QoeFuBZbGRN20noczOpwvGzC4QzZ/gZBQB8rKjjCkPdkE442m3C02SCL4aUkq3u9YJ2Z91B2q3N6hrr0UevP3UmwCSMEaTJ3waNFNycpclba0UEcDUecVJVlnDIGoiO8O2AU/0jdrxeMSKfEeBrlAqh5ieIndcEiRtuaj94ZynYNeEQOPVn+8EmgEdZJxt4oF0DRsV/Y0zSQcGaY96jOSDokmS2atqshFH/LES0FLajw8GV7QSXNHpiKhz8fXXGPXABtYYd0CTSL1RMMgPHJQc1PjAQ7SjH7Mn50p3wSGl4M2pF1maXaj1lVwmHYxkPagrRH1ehTqZOiY9luEEczl9ppR4OMkYbJhc/5JKy9I8AMWBpnaE7zQFAYrHwcvACbZOzDvNUUw7M9VqTdxN4a/x6uzcq/NWRDe8CGqofAOgUTBS4pA1gp00QWwIFaGMtM9UrbhDl0jGMhJpNJmpgHZzrcuFD341yvugs40uoU2uFc+P+GZwZ48Fvx+ZQBn89Y8MW8Ex9PmPHpuB6fjmvwxYwVX0ya8e2sBV9OGfHVlBFfThrw84obv1924YdFxka68fWSF5/MOPHprILvKRVddIpx7MtlnyCZv1v3iJz092tO/Lxswx/XPfjDVgh/3InKPuCnBSv+tOHBb1s+/GXLjb8ecMky+U/bXvywHsLDySBudXlwYzCOiz1B2Q3cpQpomAayEO4NxnG2w4ediguHWv3SERzujGK9xYmz3RFBYV+re3B3JCzE06dmcrg7lsZ9On6HElgt2LHbEcNqi0diI5eyduEC3RkI4smhEJ4eDOF6zYYb3R7cHQjhqYkE7oxEcHssgdujKdwbi+PJ0TCen4rh2fkcLg4nsZy3YL3olNwHore3qwT/BXC27sWVugt3Bz241+/E/T4bbvfbpDM4VLZJziv5M2Tw9LMC8z6KUf9+LCZ02CRkL6VHh/sxuRBKwsLRCUefS1kiIfppWAroMMkKUub3NizmHVgruLCY5dLXhNEU1TDM0FC5Nszf5QXAuTA7hwkyg+JW1Ki+s+9HTtmP1ogVdfpnYjb0MwBcRhRWTKTtGKbGPqDBRMYuFSOzj4sc7bBgY5aHUyvSbiIcSEklQZQmTxlxOXRCLeVlRndvmax/N8PImRmulwuByYEMiq8x24OxhTGDOsP3aTBMfhE5WVGz5BlTuTORMGAxZ8ZW3oitrA6beQPmog2YjuyXfFx+H6nLXyEhk7GJBQsOlcnZNwtX/3CFmcD8MzuOVp1i4iLi4XizBje6LHhxVMFzfUY8223AC91avNqnxSv9BrzYY8Rz7U14fcCGV0c9uNRqwG4z6Z+s+I04WuLDgsN5A04WDLjQ0oRr5QZcq2pwj4vhdgMe53K43YLjVZugnBeJr4hoMRVswCbD3KP7sZ3VYbdZh810E4600BVswrmSTi6Fo0XmChjk66aEk+McqsVoQCw59Sg5NGhzazES457GIMyfPj+jdDl2YmgRNf6UN9tQjyvopxOcIMAIl+zqBVAP0KthQIezAT1e7mMYM2pEF9+GLNIB0ATZwYhPxn46GtDl0+ARHm5/i7TjISgzTafa7jY7GsT0xOqfpgEqYwiE4+iHbSRHL1TisPJnB8Ckeb4tMWM17EAt4kBnzIXelA99aR+6Eurh3xqyo4N/Tqpnxi+Gnh6Oi/wMhlHkUuhOedCecIn8knP+uJXLZwNSLgOidh1iHFk5LUi4bEjY1VFN0mFCyKJDxM7WVlUyULtPEiQdyWMtob9THkmCLAftSLutiLACcvASYFC2RdgoecE/qBJQht+UQg5JWOL3oBSyopVZyBE7RtI+LFZiEk7DanWhxSdzaNIa++NcullxuM2PEx3kAfkkNexUByvhOA51hDCbNWElq8OhZi3u9dnw4YILH49p8e28WZg93xDANmnG51NmfDKhw4djOnw5q+CHFTe+nrfiOz64G1hU8MOigq/nFXy96MRXyx68M2bEO+M2fDbrwjfLHny+6MIHk0Z8t8wuwYPvljz4Zc0rUtE/89DfDOK7VT9+XPFKcPyvW0H8+UAIv2x68OumC7+ssVtw4cdVFz5bIrDOjau9YVzpj+PGYAI3++O4M5gUwinHRLd6PbgxoFb0DNWhk3eHwTydUUll46jo4lACxzq8OD+YxNn+BM70J3G4K4wT9ShujeZxeTCFYx0B3BxL44mROO4NBfHESAz3BiK43ePDXVb/vX7cGwrh/kgYt4dCuDfK9wvh6bEQnhkJ4PHRMC71RXCklSlODpyqRwT3faTmweWRFG5NEDPhx/luNy72+iUb9kiHB2tFKjOMmM1bxbI/ETNjNUvglwmnS2ZcrNhwumTAbqsVyzkjJuMGMfVVnPvQ6qVjlcoMontJdFT3AcSQcJZPFMRm0Y9NptjlHRhLm0USydkusyFIbuWDBselrBtTcZrJFKnqKpTxEU8R5X7MKMz+WtAgiVASP0pgnDCHuBhUVT+s/MoMe3er+OAS0728avg8fQTsbto8OsmYLbubxO9SdDEYRiuFGV39XVGHOkN2NaHV0yRGyTr151HKERl7yIPfqC4miaSIW0TWyTQs7guW00zYIk6ZwDQztpvNWM3oJVd3q8UqebmLKWblEr+s4FibGzsFs3B0yN7ZYRAL8QoMZ0/uw7FCE063NOJqqxbP99vxfN2Cp2tavNBpwFuDCl4bMOGNfhNeq+vwVr8Fr/ab8XSfRXAppys27Ob0OF02yfL2UlGPayUjnht049k+m3y8+x1m3Ooy4ul+O66WmnCj7sRuRcU2czw1HtNimrnHCS0ON1vlYtlKNwhX6GYPDWdGnKlyVKUGy/MSmI3uR5+fYVicrBClo2b8tnu0csEzznQ8xu+hHj1E4tO4F1IR3STJMveXFzpjOImGJkpkQPYEjM01oz/ILtAkbvTeEP0BLHYV+Rly/MP/l0FCQlsO6PAI2z/KHImCSLmoAuABqSbH5JkdydZW1D40w3Dpy2Bpyt5UtvTfDn52AMRE89dtxDEkvHLgd8VdMv+nsaYn7VcpjH5m5trRl/XLBdATocxTNWHx/TvIrya1jkRC+T/Vqp6fK7kkSbdJ8BVJt4KE04qEnbZ9K1JuK2IOE2Ju9dd5twUFj01aXclGJRKYEjefFeWwC81eGwoeRcVgOE3yfch6rKL6ybqYoKSIDJRLX3YhzbIANqPMi012FV7MlJOYLITFvNPl5/LFgpGsC0MZymEJuSNS1ibZoVtVLxao/y56MUmgVVgjS63LXIZO+vHelA1fz1vw47wJPy3Z8NWcgk/nHPhszonvlmn4cuCLWSu+XuAhr+CbZbs8vuAlsOrBp3MKvlxx47MlF75YceP9GRte6DPglSErPlsO4OMFD75cduGnNQ++mVfwzYJbPiYvEI6Qflxm92CXy4FdxHfLLvy45hZzGXcFP65wh+DG77dCeG8xgLuDblwiAK8niesDOdzoT+J6bwS3iYIYDAjy+pmREO4MhnGxJyCX4IGKmuNLNc5CswfLRQ8Wm5040BESZDclkZsVN873RnFrOIkbo0ncHE3Kof7ceAz3B/y4NxjBjZ4QHh9J44nxLO6OqX//xEQCT0ymZBx1WzqSEB4fC+H2UFBGQdeH4rhJRMVkDjdGU7g2nMDlgRAu9YdxazyDq8MJnO6NYi6vYDDEQHOOCyk9pTnJiAFvA9ZzJlyp2wQRcK1qwJWqDpc6bKIlZ3XI5W6PvwHt7n3i3mRrzgOTFXofJZVRA7r2TEzrjC2lIzllkyQ9SjbHwwZMRozish2PkwdDyis/Dw8mKaOOKFKMlcM25JkQxrluyCSzYbLg2Q3Uw9wJGNEd1Ivih25pxjsysKXs1Qi9l3N9mqnG0xaMCZNnT7ETN8uhTUAjvQK8bIh552hVIir9RrQHDAJCZAJVV8SMXnYbEb0Yvf6W/T2YsIqih5r+6ZQZi2mTIBDW8ybh9RypOLBTUrCWM+IAF7Elh2TqrjBLN82MXLprFWzwQkg2iZmKASpbGQ12slqcKptwqc2MSxUNbrcbcauqx/2aCU+1m/Bkmx6vDDjwSr8Zbw1b8e6IgrcHrXi934RXhhVcpUms1SmV+bFmHe7WHXiuz4Nne914qs+NO11mPN5lxjNUAhUbcaGlAbfbDLjRZRNm0HRSVShxsT0SbRRhAkUfZ8pWnKtYcbLFgEtVMy5WzThXpXPYjGMtFhxgd1AwYjamQd2vkyhHXsJVdyO6/VpVJJC0YTJqwnDIiF4awgjVDNtkNE6oHzMiBmM2TFBllnFiWGBwFAFYRMlI3lQfnwe8ADhNIYON3cPeJcKCnlGRpIgORMw0glmQ99mRclnkEFQ7Ag1Se/hbjn3ECv/3w59ccXX5ywqbGml2ALwAmBXc4jejwgo/4ZUOgMveOtU/xD0kvbIA7ohRHupEV8yJfso+oy7UI070p/2oRe1oCZC5o0dhD11LO3qW4x63GQm3ETGXSbglSZdFDu+s24q0g583OwQzkl4rEk4LMk4auBwq48huFK5Rbm8Gyq8z4zKj4OLH5gViVn/vVQSMl3Uy+s6BFp+CDC8QQvDCDhT9NlkE8xLrpnIpF5TABYbmSMh3nEloCgZiNnRHGWFox0iQB4MNc80kQhpFUkYnH6uH3bIZr09H8dliAJ9NG/HNtAHfz+hE7//1nA2fzyj4ZNKKL2Zs4vr9mjP/ORO+WbLi6yUbPpu34bNFF96bdeL1CQXvLAbw1owHr49Z8cGSH8+POHG1tQnPDtjwbL8Nr4/YZDT01ZILX6/48QkXyLNOfD7rwXezVA45pLPg2Ii7g583vGIS+36ZDmQ/3p/x4ZVRN271uXFtMKyqmepJXB3I4PZgDE+ORPHEcAS3+vy4R67/GP8shntjKZxo8+NUTwYHOlNYb09jqRpTcc6U5HZEMZezYzptwfGukHpQj6dxazSN64Mx3KLiqN+Hp0YieGo4iuvdftzspwQ1hefmi7g1rL7PzcEIbsuvY7g1zN+zI4jhznAMj0+k8cRUVv7+8fGUkFbv8XPjMnk0hfN9MUl1W8xaxbA1kzBhtcWFlTIJlhaMhnWysD/bbsLZ0n5cqWhwvabHjS5FsMBz8QZJ9+JlQX9HD0NaQhy/qKlePRGarx5FLazFYNKCxZwH680BUf0w+Jtu24moBTMJBZOc8WZd8iKfynkEg8IxDn0JXEAX/Ebk2AX4TFIZDpNtlFDQFWQ1bpKqvjNiQZk4c59BjZH069DqbhQD0WDMhAHKMqnJj2sxEm2SRewQLwFCxxIMbjJKshRx1jzwmUNLki8zZvlr7gcZ/NQXMagu3bAeXSFeDDr0kmIZNWA8wQtNg5moOv9nnu5Sqgk7RTMOlq1YT+uwLeMfq2TqbhZsOFhScLikiGxyPrxPohJplpLREcPaczq5AK7UVL7Pk702XK9pcbNdj7tteqneXxi04oV+E17tN8nh/3DIijcHLXi6m4ezatIixvlmvxc3anq8MurDq+NhMYyR/Hku+w+436ke4teqJtxqN+JihxmHW+1C2O33aWUEQ5In/Qk81I8WjDhXpjTUiFNUJuW0ONVixOmyDccJhduj927kKOe0CDus298kwMapjMqJmuXOK8hOkg5udWav4k5ISCb+w4b+iEqDHUsoGKG3I2aVuFDVA6KgjwFCYRURwoUvFT/cM1Aow4wGihWYLMfn5yNkgLBq5iw95bEJHZCjEEpDBXVLRQwPS69FZYHLCIVuSLX6pzGGHgBW/6p5hBZ6C9qiKo9FPfip/HHsYXjJXrdJV8ARSnfUgZ6YG/UoK2YHajGHBFfEFWYPmESCyWq8GHDKAU11Do1qce4snIR2cQFtRYufpE7Vtk9jCy+IuMMmY6GkwyyjnpRiQoGHuZOjKv6d6oYTDDYvAhcvDXKPLH9/lHwMElHnpsTbFn1WVOgJCJB8qghCmG216G2dGonu44Z+Pk81yh4Clzb+olcs8vPNDqwXjDhFXkjNiKcHbPhg3I4Pxyx4b0SPLyZM+GpCi5/YCSza8dWUGV9NmfADHb9zNny/5MD3i1b8YdUhKiCOhx6MmvHauEss7MxIfWEihBvtejw3aMeTg048M+IVQNwTdQXP9JjxwSwREy4Jgf9g0opPph34aNKJr2at+G5JwZeLDnyx6MCn00Z8v2jDdwsKPp9z48FUANfaFVzuDgjxdLfqwy5HOt0xgd1d6w/i6fEI7g0GcbU7iOv1EJ4YjOLZyTSudnlxfSCBc70pge0tlUKYKQQE2LdUCmO24MNcixcrJQ8ucow0msIVjncGYrjRx0VvGJfrbjw5msCd3iBu9obEgXxnKIJnptO4NRTB5R4/LtWJ4+YiOombIlWN4O5IBI+PEHAXxOPsFnjoD4bxzHgcT5BcOprA6U6C+/wynlppcQnugDLK+awV40kdRljxRU2ysDxOnHCNShGdmIyutppxrGjGWGg/6r4GjCZJBGUlzgrZgt6I2qZ3+zXoT1pQj6uhLoMhI6aINolZ1IM0aVVZPkk7JngJpJzi4lWxJMT6svDSymuOrzNiKjirr4cYF2gWl28n1Tg+LWoEg/nVjF+OdOn3YdYHZ8L0CXCJSDnnBEdbER2G/PslqIToiuGwHr3+RiFtslNgCA0liTVPg3QWzPGgR0BlgTWh3btfxk1dQQ26Izz8DTLO4iW6krVhlkYuQTtosJzWYTOrwW7RjCMFPXYyDFYxYbdsw3bOhK2MTkZslOEerzhwIGdWR0Y5Fbi2k2eClx47if04mW/C9VYj7nWacKtDh8e7jXi6y4SXBu14uq7H8z1avNlvwIN+PR4MGPBqjxaPtzbiXFGDky16nK/oca/XilttTXim14Zn+py4WdPgft2Ae+1a3KmZcLlqwfU2Ky6WddjNN2AlSxibCaP8ebobZendG2jEoH8f1pONOFPW42RzE3Yy+3Eor8NJZhmk9uFAgSIAvUhIKfumS5s0Ty586WWZoVorasQgKa6kfPIgjyiC8CDoj6McOn5p+usL0mjHB3+WfD81G0CEANKREcOhlw6NBQi7tirTw+j+Zg4As1/EM2LGI5SAxhysrK2IuVRDiDBBmHMqnHO1ek5yNs65Oufg7AKc1AurpD/iXgWWxYNVHLpGFP1WqU5Y0VMKSipjCwMKAjSh0DWsoIN8Ej4iDtTjKr2xM+6W9+NBnvPw39hR8HKMQ8ciw+jNoljiRcV4Pn4+cuFQVsrDWNjtBsQoEXVY5H15gUXNWmRt3IrzG2JRdwteE4oBkxzklHom2SFw9OOxqReAW5V/5h0GFJx6qfr59bEL4NfHr6kWsqHKpCevAb0+YlztWMkzA5VmH7PwvclLWSDPI6IXb8DTI0G8PunFm+M2vDvOBa8Jn00peDhiwfsjZnxNY9e8Dd9MGPDjrBU/zBrx3YwJPywo+MOqE7+nhn/OjG9mzPh0yor3Jlx4adilStdqNtwbDOGp4ZAssZ4e8uLNuThen/TjqR4TXh6y4JMFLz6cduCdURs+n3fjowkzPpywqN0GHwtuvD9tw8fTZny3ZMeXcy68N+XDM0NBnO8g4C2CY21xbGTdOFDy4VhfCoc6AjhT9wvl9Dp9AFUfLnRwFBSVqv1W3YvLHV5crEfVwPe8S8B9y6WImt9b8GMi68JGNYRTXWFc6g7gal8QV7q8eGosiSdGuWcI49ZgAle6Q7jaE5RMhSdZ3Q/4cZ3v2xuQw/9GP9+GcZ3qpOEo7gwE8NR4AvdHYnhyIiUXwK1er2C2nxhRyawXeqOSHU3XLRexXKLO7KV0zVJaKtwmLnObsJLTSjDIubIO19r0OF/m4WQQxvsA2/eEXbALrMza3PslF4DGMDo1qePui3MZp1OXdgz0jjCVjC9SJoYR6UwgoCJ/z8q7jVgSGs3oueELmDRal0FMmlSR1Lx6Gft0+JrkUeOYRw5nI0p7UDAxA/lM6PYzc8COobAFIyETxsIGjFOl5OfBZsMQ87wZTi+s+kZ0+xrQE9SIlJOHE+FkJFMKBNLbhKLjUVSdj6I7wAtDJ0tfhr9MJ01YSZmxkbFgNtKI8VgjJlLcA2iw22LA6Qo19ArOtOhwnlTNqg0HM03YSTXgrFTQOuwWjGoSV7MFR1oscjnII63FDruCxD5cbNHhYnMTrrQ04NlOE17tteD5TgNe6jHjtX493qzvw5td+/E2dwG9BjzXrcOlsg5nm3W4XTPhWV4A1SZcLTfhelWPp+pWvDSo4OluM86mH8PxbIPw/s8QBtdixMFmM+YSevT7GXJjUXEX/kYMeX6HhfCjkjtwpmLE4RYjNhk4n23E4WwjVtN6TCStspOh2osjMxrrZuImLCetWGGoDX0QcTO6mJbIiYLXjC6fBe0kD8RsGE0pmMo5McrcCOLA6Q8I6OVCp6KHKHBKgTmGZrQoDWHcqxIwSTQ/8Q9c7HOEyORG+gTkAojYDYiSDe7aezj06gVAPogcvGqsHIPg1UxR1fjFA550RFrjyVEv8HLgeMWul0uA4yEqggRNSipd0IZyQO0A1AvAjp4YsysVCe3gUphjFV4YeZdeugWqgJq9VjVxycu5POeeioxy2KlQjcRDX9Kd+EWFFZT9FqnaE1atqHwocUvaeAFoUXYxtJsXWyOyrKr8RhlNsYugIooXAbsOHv5pB1HQFuScpKCyG+DlYBRjWmmPAiqKoqAVwyEbFtMurHDpW7TiTKcd57rtOF4x4khBi0MpHXZTOtzv9uCNURfeG7fhowkrPhiz4OGQDh+NW/HRhB0PB0z4bFrB51MWfDVlxQ9zNnwzo8e3syYxf30zZ8b3XPbOWvDtvA2fTJrw8YwLD2cCeGrAiSvtFqnSX5qM4cXxEB7vdeN2zYhXx5x4Y9wpuQGfzSr4lBfOsBEfjpvx0bgRH01Z8eGUEx/O+vDaqBWvjlrw/pwb703Z8eqQDS9PcAQTxfnuKHarARypMOcggs1mD460hyRJ7eJgFuf7Mjjfn8N2sxsnWikLjePx4TCeGAzjelcA14eSErvJzmiCxr1mldS6kHVgtcWNnVoYR9v8ON/hE1/B1S4PnuBytz+Aq4PMU4jhUk9UuoL7I0n1AhgM4sZARPYRHDVd6fYKq+jWcBx3hyN4ZjKG56ZSYjCjOogXxONjMdwdCuJmfwCX+5jYFpCqjBb8UTKHAqz6LZjOekTK2RNTbfYD5NcE/gEHWzS43GHG1VY9juebsJ3VYr3ZJvPh4b9x3llZcwEa1WKKwd4RE7p9NEfRrm8WZQcNj+wi6YlhtU6YXZuXMj2zJDsVqMhzavbAdKryjoUWyaPET1PbX3I1iGacBzCNV0Ql8yLhBcCAFobUELledTSpkLGoDSNRHjiKhMuIkoRZs2EDBvxaWUASkUzH7lBYIxyfAV4CjCj0NQp+oI15wVwi+7VqhjdHGXHuSnj4m4V5v5o24kDeimXSKxM6LBUUbOSMOFY04myZgDYF12tWnM5rcLHVhvNMxSsacYlpXS1aHM9rcaLFjN2cDofzehwqGLCWasRqohEHc0bsZvQ4mdXhTE6LGyUjnu8w4Q2C3DqNeH3AgefbG/DukA7vDBjxAjvibgse79TjbEGDi0Ujbrea8WSnBXfa+f814XSuEderRjzZbcPdmhln81qcbDbgaN6AA4lGHC9YcLxIR68Js0k1yWsmZsBm1orl6H5REp1grkCqCWtJAzayVhzMMVPAjKUoiZ9WYTxx9k7mT92vwVjEiMW0gqUsl/wm1EM6tAc4btOh00fZL3PUbRhO2TFKDwJfN3yesgPws1MjfZbFCWMizXuxoVwKU+6pyoXZBfC5xqCsKhWafmYHq7uhRyKspgUJrQLgpLrm+IWmKGai7nFCOCqiQ/a/XQAcfeilClYvAAuaRXmjaoy5I+Dhz5ZV/p63Dy8NP0cnhMW5ZATUFVIRyMywJJ+El0GNiy3JarWpGa4eVvYWFOULILTNJ/N4OhlLIQXlsFW0/KTbMeOVUjem4VRlbu8UdhBjL/n55sX8YkSGDBfml/LP+fu9+D8SEFO8xCQjwSTdQ4tfQcmvyAuPVVfVz6+Zead02HFWx3aamncnDmRMOF+x4V6vA/d7Fdzhk67XjtttZtxrt+KFPjvemXbjwagJbw+Z8HDIhrf6Tfh4zIwvJ234ZJzjFhc+nLTig3GrSEI/mzHi8xkTvpiz4vtlBV8ukArKEY0ZH47r8N6YHu9NOfHWFEc9tLGbZd7/xpQfd3td4nCku/HlIQe+WArg8xkzPpsy4P0xA94ZNeDhqBlvjbvw+rhfVBCUQt7sseHJES9u1RmoYcXRihs7JR+OtIVwpieGw+0BHGgN4GR3Cmc747jal8HNkTJO1gvYJGEzTS1+RA7XKz1+PDGextWeCI61h7BRCwuojcY8MpqOVTw42+6Wsc2p9gCOV9240hvB5a4gLnX7canLjcsE09UjONUbx8V6CPeHYiIlvTWoPm6MpHCxP4FLDNmpB3CtLyz+BF4AT44xVzmGeyMRWRA/MZXCreEwbg9HcGcsjqsjKVnO00RT586KTnYe4jQq0ZiV96AvrBVQ36xUtTqcIf+lw4hrNSOudFKSaBRZ4W7Rgh2GhiQbMBd9DJs5Bpsw7pA6fR7Sepmtc2fEqp7dJ2f6fB1VmFbmYra2DTU+r9kx+0wScNTiUYss4krYiVKuyec7059E/skksTBTougIVf07rPr4gmehwtcY4yj7oyqpk7kBXNoOcnkb5A5Aj8GwRly5I1GdIJjnBddgkIX0JI1ZrPCZV+ynjp1qEq2gBzj+6fVrpXOYiBgxRfdxTIO56H4sJTUy31/JWLGYNGMrZxbZ5cWagksVI66Qmlky4nKbgnNVdgRGXCqZcLvDhmttFpwqaHEs24Aj2QZsJvbhQFaHbSZtkakTb8LhlB6n8gZcbN6Ppzp0eDDsxEu9ZjzfZ8FTnU14vqsJr/QreKLbgbMFLS63mnC5zYjLJR3u1Ky4UdXI2OdSpVHGPGcLTXKp36wZcDq7D4fTGhzImzAdfAyrsUbspLQ4IpJOPTZSOmwl9ThbUWTxe7xsxVpKh6mwRhRjKy1eIREfKFixXbDKpUiOE39G9G90+nQY4h4hTqgdk+D2FuncHXFxG7CiK0iJL2f/zHiwyCiSBQYv7SH+3Jm9TphkVF3qDnIJHOa4kSIA1fzFPUK7yD8tQoHlW/6e6qJHEm4LUhx/uC2CglVDsDneUQ9FmkM4CmImgFAx/da9v2cbSju8mqLEA19MYZzHBzhSUY1hrM4rfouMZ+guJFGzLUysghldMZeMgdr45Iyp+4B6lBkBLjF18aDtiLvk/blQbmXcZISoCcZOKuIzqPDXEZtUT110H/vZ6lAaZ0Jfgktnhyxp/xaNJ2axiBM9DAVJu0UjS3lcktF3kntKaakaCMILi11NNeyUkY+EYVMaRxewR49ygC02ZXJM6bFiMWPFqZoHN7rduFdX8ETdhtsdBjxLxkivHc/WFbzUr+CNMQdeGzLjwYgND4ZseL2Hc0od3h3Q4/0RK94boRfAhs84m5/gBWDFV4sOfD6v4KtFOz6cMuPTeQc+mVXw2ZyCjyaM+HDChAfDRrw96cIbEy4802PAm1M+3Bvy4Xq/D7e67Hi6x4r3p3z4dM6HhyNmfDjjwjvjFjyYsOPZEQ8u1Gw43+HF6ZoXpzs8OFJ1YqvZhq28HZsFl4rSbnEL+O3GRDNO1hM4XgvjUmcS94eLuD7Ugu1yEAcqYekKjneHsMOYPPoeesgQSuNgNYj11oAgOThfP1q2S3dwv9eNe4N+3BuO4kqnB5c6PLjSE8UFHvg9nO8Hca47iPP9ceEPcZ5/fTCOS31R7LZ5sNsZxpGOGE52R3CxLyqpa0RZX+0PyqF/cziC2yMR3B+Ly9s7Y2HcG4/j9mgCFwYTWK36MZxyoCtExr4V/XETBuNGTKatWG12YJvhIm0KDuQ0OF024n6fB7c7zLjTZcHVDl4CZnGa8tC63mXHlboTl3o8uD4SkX+3nDNJIAwjG7lIpWyzGqBfYO+gpnjCy5wNEh2t6ljIz6APmzzXmNNL3ThjHSXC0m+Wt6zu2PpTC84DmI+6V4MOnxZ17g72sis4Rmr3a2Vhy06BKOGxNA8OIpqJVWYgy34heVKLPhVtwFysEdNJPcbjRoxS4skRWJAGI3oBtGin6k3GD+yM9BgN6jAR0mExacIcg0u4FI83YS7RhPm4BosRrcQk7hTIxrFIJ3Ayp8XFFiOuVqy4UDLhQskg30e6cc8V9ThX0uNMoRFnGOlYteB4ToPDWY6AdDiY0uBYRoezvFCKOlxracAz3TZcKzXIUvh2pwlXSxqcLzTiQtWMY+Lc1eICXcE1I260GnCx3IQb7Trc7NAJRO5et4J7XewUTLjc3ITjOR02iWuONmAp2oDNpEbtPlos4vA9WjDhVNmCQzkNNoSKqpXvFRe0RHbQ0TvOcWLSjOGgBqMcEXKRG1WFIoyUpXOb8s+xKDlHRG/Y0B8yo9WpQXeA833KetX9ACW1sj8IcoTEZbBdRkEExw2EDMJ8GubHpforbJULgDsE8T+JS52Xt7pY7gmZ8UjCY1UTwZh2xdQvt3nvEtCr1T6TkegOlEvAJJJIlY/O5a9R5u+szvn7gl/dEfBRYAarn7sAHpYqhIitLGFavAxY8XQw0k8klS7R1XezKwjyk6XGXv27KvOF2SnE1ffhzJ7qIcb/dcecqEUJoFOkgxhO+9REMKl8TKoHIe7EaNqlGie4WMv5MJR0y606lib1keHu7FwMCDEVyaUg6bZK58EXG5G5JVkyqzhoGmb4ubOyIh67LWAUfjdBTHR2MgDlcpcTt8kcqRmFJ/7cqA9P1hU826OII/HVEQfeGHXirVE7Ho4oeJcXwaAZ70848N6YDe8OmwQERwPYR2NGfDplwUcTJnwybcOncwS1WSQf4P1JKz6apErIgo/H1XHOO5MOPJj24vlBBS+MuHGp04YznQ7cHvDj8bodLw978UyfA3faTXh11I03xlx4edyNq3UFR9tc2Gh2YbPgxuGqHwdagzjQymVvCCdag9gu+7Bd8uFidwJX+xOi/LkxkMP1eha3+vK4NpjH+b4Ebo0WcJ5a/o4A1prNONXpxLWRDI51xrDbHsGhdob0KDja6sJTwxG8NhbGi8N+PDsWxgtTCclDvtzuwnZBwU6VaWoJcVNf6o3iynAaF5mzUPfj2mgGRzvDsswURkvBi+32KE71JsVjcKYzgAvsJAYTuDqSFHbRU1NU/8RwZyQoUlGOiWjGW6n4MCD6ahNGGdOYtmMySwa7Fds5o1yON+pWXOs04lq7EXc67bhVM+OGECfNAvG7X7fh8U4bnup142bdieMVA7abNTjWrojJaSLC+fj/v6kz/YrqTLd4PtwP93YQap5OzfM8UxRzQVFQVVRRxSQgohImRQRUEFDUGFAThzadaKfTSd/udNJJ97p/5L5rPwdX94ezQMSE8R32s/dv89ZLTzfdO3qMsa0rbkcpaFUPFh5uACbx8tcIeYvRZ8+/Z2pUJ0FJtpjRp886SwY1ef2np5tFIjxNskyE7JoKvd5R5cKJRGunuvhTz59J2gQhQA2bjqCJsFpATgcTF/zZMANaRD4bhVXEHl4Gu5jupYxVkY/dIPMMDobrEb3MDeYiemm0W8nRLqlHO9KBpZRavrKRI03ThM1eRRK9tINuZ4x4kDfji0EFT/tNgnN4PMQFWcEBB7X9RhwVNTjpN+HJsBWP+gx4xBtpzojdjAanLHovGLCX6sRpkYu2EXfzl3An9ylOhiwCbLuT1WK/14Q7BR12sh047NXheZnNYGbs5i7hoKcTZ6MmsZM+GTDgjL+3QyY8yGmwI64jg8DcbiR1go5Yz5lxq2jF7aIVq8lObBfM2C7yhmMQJHYjqJEgF8kDU2yD40wpoQ74OReq83sSMMrglgwfIh0uJyxYTFgwy4Y0bhL8vnDhl95fLvQMEbLtjZsLJTm9mAhaMZbFW8R11oqxVcwmdaTkAY3zQB13XjQtMlmspoUrIcpE6vD4k9hFAUxKTr2q7EGLJBuOVBqmVRZ/Pnm6gDzqAk/tnYs/h7ocqIo9lAXTF1kCYiOImiYbSJWAOETlVVd1zfBaWgraMBxS0EcphRuAYCB8qERdFyd1Jobt4hjiZsBNYCTmEE2TXb31lBfN7iBGudtJIjeMKVZJ5oPCZCGIrpH2YirF4gwF83mfgLqmc35pGWMDGMtgajEu+JS5OAOxIetVO3956uI8gZ8nH75OHHSR6T2mPamlhejooHbMU5JWitpvd2txVnXjRdWBl1U7XteceFdz4dtJDz403OJS+K5px/dNBX9p2fHLrBu/znnwM91Acw78a8GNfy24RAr6acqAf8iQ1iySDfX7/1tS8M9FBb8tONX3v+yQTeBn8oPmvXhPgmfZhLcND05KdtwbcuC8SSmEw1iXXL/v9VvwcNiCL+senNe8OCi5sdmvnvI3ewO42efDen8Aqz1+7AxFcVCO4XYpjO3hCI4rlFqSeFhL4rzVg/N6AU8raTyqJPCknsKb2SJeTKbxdCKGJ80EztpJHFZC2Oz14Ga/H7eHmRB24bQWwdtmCN+32TMQxofLCbxpBvGi7sN5K4XPim7MphxCv9wcCAilk66jx1NpyQlcZylJ0SenauLDG2mPXINJhd0di0nd5r1yGAfjURxXI/i8QcdPAm/nU3g+FcKXrShetlM4qcWwXYmIfn2t1y/ZBF6zyashfmC3z4KjAQPOKxY8r5jwsmLBl6NWfFm24lXNjufjNpxPKPhixIwXF9LF4QB960y6/hfWe8ibMWKJ2GNW+DHdyZRmiM9F0EcouorY88YI9uLiGvu3i4NefL6f3B4EBaFHP1EN7i6M+rQoe7tQDagM/hn2C8ctAtGTFCgzOOJK4qLDhYmJUwuaRAlHuIFoUfZ1oBEjolkn3brs1lhOmzATJfzNiLYEuihZmOT1Zlz9d/WIKltwOMyvGaUi8n7aoU5h+MxGOrGU0OJ6hn29Zqyz9zZvlfnCfFSLGwkD7pKumdPjuKjF+agZ72oOvK3Y8GSQ8wAjTvv1uF/Q4LhXj5NevchED/odsrDf66HrxoSDAiUbHR7x53rQit3uLsE67OV02CUwrmDAbkGP+5wx0MnGpG4v36bDXkGLIzL9ew140E95SsFBrwl7wgdSQ1zrWROuxLRYimqwHO3CGhEQLHhhiJM1kd3c7Gn4MGIm3IWGn/wgWoKZBDeJbDYZI6uH8ySnDOXJ+GHQi6d7pt3nyUzizUxuYepGTomIKBFSQoUWm+Emb0aViI2gHo2gAW1uAOwOSNmFQMsQ3hgPptT541RVmEFR5CZBVDkPBfwZFBto3GkS7k2S/n8Z+PLUbxH3D+cAgof9j43g462ACz4XRUoklH0YDqM0JJuH2Di7RAaSoelFKz1Pz9TOuRGwO2CEDhpuCOwWZlQ5xjkAi+LV0z+HwXzJWQA3BOqi3Di4AVTjLP1WW7zqGTZE+TCd8csAbzLFDYRzBJ56WLbiFr/sVIoMbQfarKOM2dFmkCKpoJF0YDBgFrmLOQIOjskgIu2R6GfKP6LBeowoOvUY9PA6bcUwq/JCNrH7saOYsLL1ghlryd/hZNiEZ6MWfDnhwKtxyi8OvJtw4NuaE9/U7Hg/acMfGza5BfwwacGPkyb8uarDjw0Tfplz4tfLbvx91o7/bVKrt+JvFxvBb/PEQzjw62W6fxT887ILP7et+NeCE3+bsYuD4XzMJh7ps3FKKT7s9XETcOFkPIS9IRfWeqy4QU0yqcEeY/X9bqwRpV1w4zrLUrIurBU8WM46sJL3YIsbQq8PW4MhefZKIdwfj+MWwXfsAigncG+Qw9QUzlpZvJxK46sGoW8pwTucteI4Hg/j9qAfG0U37o6xbjIsnv3XNRJH/fhhNox3TR++bgfxqhWSzeFKzoHZvBeXC1yUfbgzFhesxN6QSl1dzBKFrMj3myfo0ZAip16eVnfKMezzFjIWxe5oAPcqTPr6xR30sh0TBMWb2QTO6hGc1qK4PerHxpAfG/1+3Cg6sZS3YSFtxH7Zj0O2SolercHnwxp8MazDV2NW2dRJn3w+YcN51Y6noxY8HmJGwIC9oh5bPTpcS3diq2jG3ZIbGz0sL9FIR+84Dw5hDvlo2eMiz3J6dfEnU6fs14gThCd+erj58LTPwd4gC9ZDdP8QIdCFspe6PPtyTeIwYdKYSXQ2zY0E6P4xykYjeOYw0cxqkImsfuIi6tTwaWUMa2TxmY8bMB/jYk6SqFUKXar+LpkVNEIsaqHe34VG6BIa4S6BuU0xWBaiJVKLJjcG/6dohy5hIU7kMROwnbiS1GI5pZdQ2CIpn5EuLMe02M5QCjLIovyyouBtRcFXJRPOWa84QMibBfv5LuzlurCbuYT9nAGHfQ5sJ7uwk+7Cbt6A22kNDnrMOBlQBL+wkfoUm8kO7DNVnOwSSyZ9/3d7jNjv0eOojwA3I7ZzOjkMHTLdXbRgK63DWrJTbKdb3Yqc9pfjGizycCdzDCNuZMxYy1lwNdqBz9IabNLaSmcSC+3ZG0BURIL8J2Id6PrhwstTuUFQGkNilefg3yrfXzp4KO8QFLiQIRCQUp5OXELcREgGJfOHCz8hfJTaWkEDJj0aNP0GNTtChDj7MRI2SZ+XeWgIWET+oaTJQy4zBNwA6lHOuxSVBUS2Ph/x1TtVJAKDUzIAdaoNQTz5f5SC/i0LMf1rETvaR1zDx78jTZAD2m6fBVm2J7GE+GLxpwVJHaBaMEwmNf9MtxB/wMOK/CITP83bADHSMrHm6YiDMbFdUtdS5KlE1DpAYh6YkBwPkZbIYJmCiTgHyjbU2DmQcWOu249mku1I6iYggzPqdFI16JQTGYuSCYWjk4mNT2JzFZeRRTYADpZ7FA0G3ESsqgEfams8ZdHed63owpV4J251a4Qd8pxzgAkOgE14VWYIRcHrUTO+qSr40HAIrfBDzYw/1a34U82A7yb0+LGlbgrfM7jSduBD3YjvGyb8pWlUh8LzCn6lJHRZwU/TNnn+3rbiH/NOfJgkl1yLowGzWBvvDzmxSzBVn0dQ1Ju9LiznbJjLKljs8WIx78LVvAsrWTdW8j5czXukoORKWn3btW4Prhd82CCyoNeH690e6VK4MxLBTco4HAwPBnCHg+FyHI/raTyuxXA+mcCLahRv21k5YX/eiOJRPSHk0+0BH3YGfTiqBHHGoNhUED/MhPHDbBQf2kG8bzE9HMSDUQLT1CTpUtGL7bE4jpo5nDazOBmPYG+APQysU/RI+pF1hyxw4Ya+OuDHTjmC3ZEgDqpx3C6R+cONi7MIblSUkwI4p0V0KomH1ai8z9aAV4Z2QtLMWnElb8XWgAv3R9zY69bgIYeDFQvOKhbR/1+MEhZmxTPq/2yDKttwMsyGKAP2+1gIosH+sIKDEaf0w94dMEtZCO2irIyc4c8i0538ZaQsEFJdIKO+TrF1MnHb79aiz008A50hOgx76LvXqGlfYhyowwfpCTeInlyLUOYh3oHMK94uWLSilwJ30YjZyCXDbTp8KCPoUA9pZfGfCmtxOcGbikloltNRrbDnm2GyabpQJ7Y50InpiFaFomVMmE2y5EWVn2iTZRZg1HsJE74OtAKf4nrGhOsZo/TeLsS6sBDV4HJMgytpPZZTWlyL0yZpxEHRjIOCDkdFHU57KcMoEsAim+eolyd4+vD12C+YsJc3Yiejx0GPFYe9dAkZsJ7oxE7WgJ2cARuZLqwmO7CR1mA7Y8DtrAE3c3rs9phkA7iT65Th8t2MVv5793utuM+/6zZhM6nB9dgl3EjrsUpaKGmkDLJFdViMG7GSteFGziZQtzViXFJafJa9kLY4GM4ZBXkxz68zURhho0D6eOKWgpYgh/lmyS1JuJT8M0p1Ac4RORA2S8sZ5TQ2pk0nSPy0osXNPaiRhrkZokX8WrR5+g+ZpHqUXRN0dTUp9QRoCSYAzixzAA6D6Qriib+ZcIoERZsx179P8qRd+mzSAMZNIOEwIq7oBYegSkIm8d6LB/9igZfbgEudAWTYGsaFMaDIw82CdkqeojkwlsWTuQCfuvjzkapFXoEIQ+Lb6CjgVfdi8aezYcjPYmkzShHmBjg0o2RklZd0D0m0WTYDDu3UIvlJFtAzNs16ShIkM145HdbZ4ZtyCSOeNik+3A35MLQzRnKeLOTckNRwW85NSyjDYWrtX8HF078B/W5S/Gijsgsqm2ELbgAsiyC69lpKi0dlJ06HKRcoOBs24UXJLDeAV6NW/L5iwx+qdvyhZsOHhh3f1sz4YcohnJLvGlaxXH7bsOFNxSi+/XcTJrwqdeLPTQt+YXBrVsHPMxb8MmsV987fphUZ6P61zRuFgtNBPfZ5miGIrWDHJq1oBTe22HoleGEHZvJeTOd9mM56MZv2YCHrx1IuiOW8H8vdPqz2hrHCl8UgrnezR9mPz4oBqTDcGUtjk81mLFMZIE8ngXvltKSBH9bSeFpL4KwWw+tGCm+mUviKrB0iFsaCWOPHw/KWfo+csM6qfryd9OJ9w48f5xP4boatYVG8m2SbWhB3R3y4mjVjeySIk0ZWENq8xdAiut9rx3avC6sFB3bGElgfishiRqzEzVIQ28N+7JdD0se8X4ngTiWG9aILW71O3B3zy4zgeDwiX6edAQ82+l3ybzjjmKMWm7Zipc+La8Q2xzqxGvsdjhneGzLjcdmKx8NmPBtR8GyUty0LToZMOBwySq0g+2EPKQMNs3lKwdGQGfvdHTgcUFkxhKAtMhQkmAS6OFiQTu+/qsmroSqDLOBEMXADIC+GVX+Uezh0nQjqRFemVZUyAeUfKQgP6dR6RdYDhukDN6JE9K9XJ5IB9XyWinADaPPUHtSIxZO6NU+tlC+WkkZcSTO4xMQrT/k6jDPs5Wc1YydmGB5LGqScpR64JP+WEoT0/8bojNOIXZaf47WkHkuRS5gPd2DK/9+YDV4SGeVqUovPMjqxTN6hbs+FmaGwtEYQy4fk7ed12Ir/jxA1V1NarEQv4WbWiJ2sEbtZgyzaYtPsMWMrZ5AB7VZaj7WMFiuJDkne8s90C63TOkpgW06PW8lPcT+vwwkxzUWrbD5HvWYcFa2yiayluuRju07Nnx3IvAnJ94s4aguuMtvAXoO0WX4++ef1Xhe2ig6spFQMN2sqm5zvBA0S0qNriolc2jE5E5UOFTc71Y1yayVokLp/O8YMBjdV/nsOeo3yfePLNuU9ykR8vwittYos/nI7iLG4h5A4JoUVORCJ0yio3v5IkB0PMiugYqNpBaaz6JNC2IWsXxEHDDcBpmspg/AGQElIEAniAKLOTzKmOhDu9lL+sQiGmY6hbr9N/u7jLYF/FoaOOIBswgLi4l+KKnL658I/RCeDnP7VGwF3QxmGcdDqZXTZKhsAPauUfUohm7SD0QU0SqseAVXUs3j6Z/MY5wh8wpSIHJii5p92qVegOCl6lH9caKec0hvA7tRWiv5at/DVWym32K/4MXETUKF3tIuqtZg9Dp04MShDkTLKdF05asNEzCkkR16Zt3ps+KLmx+u6Dy/GFHEbMFH4greAUavIQF/LBmDHu6oF39ZseD9hlo3gfcOG902nWDmpM78YM+PLikU2gu/ZCTDnwj8uu/D3GbMkeH+aUb37f52y4qdpJz5MufBqKojDUR+2B/1Y7/FglRWZhIqlqSE6MZtSP9f5fABNDslDZIdwIaF+6MFSnlWGdOh4sVoM4bNiUJAFV7IuuRFsj6WlX4E2whWWq/cRrJbBnZEEjidzeFRP4xlxz1NpnE/G8ZK3gLmCLLg3BzzYHgpiZyiA2wULjvvN+LoVxofpKL6ZCuGbZgDvGz583Qzg2bgPjyp+HJZ9OJ7gwh/GY1o761E85EB4LIrT8QiOxjjoVRPGmyxaJ5a7xyGL+UafS551SlzDQaxJNaQPmyW+HsAGiaBFN24OhuRt6wM+3CrFsNrPZLIXU9TC2TXbY8PdfhuOh+2yCRzyZDpkxRcVj0htHDYeD1lwMmLDgxEb7g8Y8Khsx5NRm5Aqz8aseDqkx+mADsfEF/dZZYFZy+ux1ktInFqkTphgPaAXoBw3AClvYVbFSWYM3RssCdHLSZ+SC7V4hstIG6VMIHZMooYpHxEbLXZCk1gCiQie8HZiThZ+VisSYWDCBJPLcSZb9SrDPmvFctIkzH4udnw7tf1qgM1dtIlqMCnyhE4WeUo+494OkX8IwKP5osRAUkAjC+FKTIOFwH8L9XMm0oXLkS4shi5hJdqJ1QTlEy020l3YSHdK8OsmZ2h5I/Z6zLiV0mArbcB1DlfZHxDgom7EdtaAvawWu1kN9gt63KTkIwExo/jut7qZF9BiK2/GalyD1ZgGG2m93AJu5wzYzuiwk9ZhP2fEvR6LbApymyhQBuJw14z1LBlEOqwktFhOqIv9csYiad7ZmA4zMR1alMzinKNwQ2SPgVkktDo3Y+IceDjkAh80C8qBDjPx45MoHLSKRj8WMMnGP810NjMZMYuKeI7w+2SRDZ63Kw7sKe/wbXz4OmtDSYmVHgk6hyQNbBdZkcNezjs56OVLhgslLc6MALHh/H+mHfikL+4DNwE6gYQF5FXkJV1BH8Fo3AA+6v//OQjmAJhaFk/5hKR93ByyHnJKLOimjzlAFw9L1lkeb5XgGOFyHAxzJkCrp0TbfQyuqKd8BmCYYJRbAv2wzAgQKxF1XNRDskTGg/GkR6yjvAlw0EHIEbV/+rinWEhPdgYr8BIOgSKRl9FKu9CmVpYhY8Ujc4CZrBetuBPTKb7uQSPrE6y1zEBkFkC7p0kdWPuZNVAteKNx9hSzT9iMOVbwpSzyA/po2IbXEx6cjVjwrGQUV8FXZZv6jNnwqmLB2wmrOIK+nrDidUmLr6tmvK1a8fu6E2/qLryqEUvsxIsJBb+ftOOPLQe+b9vxl7YVvy068duCA3+dtuLneW4IfLsd72o2PK/6cLfkwyZ7kvNuwVLf6HFjKeuUVqjpBPHCXlnsp5N0R7lRj9gxRUtZXMFCzodFluqkXbjRE8RK3os2k6JRVvk5ca0YkM2TWnU768FiPoBrrOAcCOIGpabxBD5vZfGoGsEjunWqUTxqpPC4lcODyTTWelmRGcDTagRvWzG8nQriTSOAN5NBfNuK4k+zcbxrxfBk1IuHtIKOB3A6HsLpRBiPqxE8qcbwkEU6fR48GGY+IIj7tK1S6y+FpZ6TUfsN4rmLlLRc2ChFcLOSxNpgDJuluBTDEJnMNribwzFh7rAPeG1IbYnj5z+XZlDKJJz4ozJdSS484fBwVMEpqwWHSZV04umYC49HHTgesuKYZeODDDppcVqy4AvOgCpW2cRflk1iL3w6om4WRyVahlltacRKgXZTs/yiEwJGSyeTwpLm5e2Yrjkp8FAlH+rFM+THcJjLgSwTxlEjpuJMIZMKSQTwhbQQUW+8kyEzmiG2W3EBYeE4SaF8yYEjT5VEQmixnLaIh38+oi7g7YhOTb2yaOTCPsqhZTVkkNQpXVNEXHNzYDiM+YS8o1M2qnawC1eZBYh2SAfAYpzkTAOWwl1Y4f8rqsEKOwIyeizFOrCZ1Uvoiu6f0xGWq7vlfducO4S0mA5qsRLXYydvxOmgDQcFLW4lO7Cd04v+TiLnXr8TW90mrCS7sJEzYytrwWbWLFITN4lblIOyRtzKmLAe1+EOy2XSemwldbjfY8U9zgEKJmEU8dZxI6XFKlvI+DWJ6qQJjbynxawiX3OGuSpc7KMKqqSgMktChxfJxkzhih/frLKguAaRIhyiLMMbn0NsnDyYsQmOJ/q5GFu+SAS1S1d4i4t+Wu2D4DyBcx4eFEgOpTOoTXQHqyFlYacqYseonzMHi3CBuM7NsN+aTsWYos5Bkwpmsi4pXPp/aUQsgODx0v4AAAAASUVORK5CYII=" width="369" height="553" style="display: block; margin-left: auto; margin-right: auto;"></span></b></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; text-indent: 35.45pt; line-height: 1;"><span lang="ES" style="font-size: 10.0pt; font-family: 'Arial',sans-serif;">Carlos Eduardo Mejía Bustamante</span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; text-indent: 35.45pt; line-height: 1;"><span lang="ES" style="font-size: 10.0pt; font-family: 'Arial',sans-serif;">Docente de la Maestría Educación: Desarrollo Humano<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; text-indent: 35.45pt; line-height: 1;"><span lang="ES" style="font-size: 10.0pt; font-family: 'Arial',sans-serif;">Universidad de San Buenaventura, Cali, Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span><b><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 1.5;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">REENCANTAMIENTO DE LA EDUCACIÓN: UN ACTO ÉTICO, POLÍTICO Y EXISTENCIAL EN TIEMPOS DE CRISIS CIVILIZATORIA </span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">es una relectura vital que revela el compromiso acerca de las implicaciones del ser del maestro; una mirada a las condiciones que rodean, en términos de afección, a los escenarios educativos y, en ellos, a los niños y jóvenes que los transitan.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Ciertamente, es una apuesta que convoca a repensar las actuaciones humanas del maestro desde una clave urgente de coexistencia y de humanidad sensible. Esta es una condición vital para el rediseño y redanzamiento de la educación como el lugar por excelencia desde donde sea posible, a partir del encuentro humano, construir una sociedad en civilidad transformadora, en resistencia a una realidad que evidencia una pérdida de sentido, un desprecio por lo significativamente humano y un marcado desinterés por asumir una postura crítica frente a la historia y su devenir.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Esta crisis generalizada ha afectado profundamente a las instituciones que sustentan el hecho social y, entre ellas, a la institución educativa, de la cual siempre se ha afirmado que es el lugar de transformación del mundo. No obstante, la crisis de humanidad la ha permeado y ha tocado cada uno de sus rincones: se ha instalado en el aula y ha fragmentado el acontecimiento humano, tanto en los estudiantes como en los maestros. En este marco crítico, comparto la profunda convicción de muchos que ven en la educación un acontecimiento esperanzador en términos de una “opción pacífica y revolucionaria para transformar los grandes males de la sociedad humana” (Guarín, 2011).<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Hoy tenemos, en el contexto educativo, otros actores, otras condiciones y el ímpetu de un problema social que se veía venir. Infortunadamente, tenemos que recoger día a día titulares de niños y jóvenes estudiantes que roban, trafican, extorsionan, secuestran, atentan o agreden a los docentes; y, en el mejor de los casos, de niños y jóvenes que no quieren estar en las escuelas debido al miedo que toca sus vidas. Estas son expresiones, aunque suene duro, de una sociedad decadente que, tras el discurso de lo tecnológico, lo científico y lo pedagógico, ha olvidado la condición de humanidad y las opciones que sobre ella son fundamentales. Esto evidencia una significativa disminución de su capacidad sociotransformadora, toda vez que hoy la educación está pensada bajo las posibilidades estrictas de transmisión del conocimiento y de la construcción de habilidades o competencias para agenciar dicho saber. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">En este sentido, debemos hablar de una lamentable ausencia de sujetos comprometidos con el ejercicio de la educación en clave de humanidad, en cuyo lugar subsiste un modelo sistemáticamente adoctrinador. En esta misma línea crítica, Martha Nussbaum (2016) sostiene que una educación centrada exclusivamente en la rentabilidad económica produce sociedades democráticamente frágiles y moralmente empobrecidas, lo que permite comprender con mayor profundidad las consecuencias éticas y sociales de una educación reducida a criterios utilitaristas. Frente a este panorama, François Dubet (2006) propone comprender la experiencia escolar como una construcción subjetiva atravesada por múltiples lógicas: la integración, la estrategia y la subjetivación.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Frente a estas circunstancias, y sin ánimo redentorista, es fundamental una apuesta por la recuperación del sentido de lo humano. Es necesario pensar en las actuaciones que están en la posibilidad de recuperar la humanidad que se emancipa, se piensa y se redescubre desde una civilidad dignificante de la condición de sujeto. Alain Touraine (2000) plantea que el sujeto se constituye verdaderamente cuando es capaz de resistir las lógicas que lo reducen a mero objeto del sistema y afirma su capacidad de actuar sobre su propia vida. Desde esta perspectiva, la obra de vida no puede entenderse como un logro individual aislado, sino como una construcción situada, atravesada por conflictos, tensiones y relaciones sociales.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">La pérdida de sentido vital en las instituciones educativas no es un problema teórico; es un problema social, reflejo del deterioro humano y del desprecio por la vida. Frente a esto, la educación no puede quedarse en aspectos apenas importantes, dejando de lado lo fundamental: la vida y la dignidad de la persona humana.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Paul Ricoeur (1996) sostiene que la identidad del sujeto es esencialmente narrativa: el ser humano se comprende a sí mismo a través de los relatos que teje sobre su propia vida. La educación, cuando asume esta perspectiva, se convierte en un espacio de mediación narrativa que permite al estudiante articular pasado, presente y futuro en un horizonte de sentido.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">De este modo, la postura que emerge busca comprender y anunciar las condiciones humanas que embargan la vocación del maestro a partir de la pregunta por el lugar vital que le corresponde y, al mismo tiempo, por el lugar vital que debe ser reconquistado: aquel donde las actuaciones del docente habiten vitalmente desde el gesto emancipador del amor como propósito educativo de una nueva civilización. Solo basta reclamar el derecho de creer que aún es posible, como lo diría, casi en tono profético, nuestro Nobel, Gabriel García Márquez:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 375.65pt; margin: 0cm 35.45pt 0cm 70.9pt;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO; mso-bidi-font-style: italic;">Ante esta realidad sobrecogedora que a través de todo el tiempo humano debió de parecer una utopía, los inventores de fábulas que todo lo creemos, nos sentimos con el derecho de creer que todavía no es demasiado tarde para emprender la creación de la utopía contraria. Una nueva y arrasadora utopía de la vida, donde nadie pueda decidir por otros hasta la forma de morir, donde de veras sea cierto el amor y sea posible la felicidad, y donde las estirpes condenadas a cien años de soledad tengan por fin y para siempre una segunda oportunidad sobre la tierra. (Fragmento del discurso La Soledad de América Latina pronunciado por Gabriel García Márquez en la entrega del premio Nobel de Literatura en 1982)<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">Del mismo modo, hoy no podemos caminar en paralelo a las condiciones epocales que afectan el contexto social. Frente a estas emergencias encuentro en nosotros, los maestros, a quienes he llamado en otros escritos la «Didáctica Máxima», una enorme, inaplazable e indelegable oportunidad para revitalizar el aula y encontrar, junto a los estudiantes, las razones y sentidos que harán posible una auténtica formación ciudadana. Como señala Freire (1969): <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 78.0pt;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">“Toda la tarea de educar solo será auténticamente humanista en la medida en que procure la integración del individuo a su realidad, en la medida en que le pierda el miedo a la libertad, en la medida en que pueda crear en el educando un proceso de recreación, de búsqueda, de independencia y, a la vez, de solidaridad”.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">Por todo ello, es claro que la educación está llamada a pensarse desde un nuevo paradigma que construya rutas posibles para superar las fragmentaciones sociales y propender por una nueva forma de ser sujeto-ciudadano; un cambio colectivo y propositivo basado en una postura crítica de la historia individual y social, en orden a una cultura con sentido de humanidad. Esto implica «generar nuevas formas de estar y de ser en el mundo escolar» (Skliar y Téllez, 2008). Así, el escenario educativo deja de ser un lugar de paso que no se habita, y que, por tanto, no se construye, aludiendo a la mirada de Heidegger (1924), para abrir las puertas a nuevas formas de subjetivación en el mundo escolar; nuevas maneras de habitarlo para reconstruirlo a partir de un encuentro sencillamente humano con el otro, como</span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"> afirma Paul Ricoeur (1996), la identidad del sujeto se construye narrativamente; el ser humano se comprende a sí mismo a través de los relatos que teje sobre su propia vida.</span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">Ahora bien, no se trata solo de la búsqueda de estrategias pedagógicas y didácticas para la construcción de esta cultura; es, sobre todo, la urgencia de repensar al hombre, disponiéndolo para una civilidad capaz de un diálogo humano y creador, con respeto por la diversidad y un acercamiento en clave de alteridad. Esto permitirá narrar los acontecimientos de los sujetos y sus expectativas de vida a partir de una simbólica estética que dé razón de lo humano, para lo cual es necesario “ser fielmente infieles; como de lo que se trata es de la posibilidad de deconstruir la herencia educativa” (Skliar y Téllez, 2008).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">Hoy más que nunca, es imperativo pensar en la educación desde el gesto humano que reconstruye al hombre; una educación comprendida como “un acto de amor entre maestro y estudiante… donde yo aprendo de él, él aprende de mí y donde ser maestro es una pasión que nunca se acaba, es mi rejuvenecimiento” (Larrosa y Skliar, 2009). Es una experiencia de vida que entrama las sensibilidades y se constituye en un profundo acto político de resistencia contra un sistema que ha «inventado» al alumno, pero ha perdido al sujeto humano.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Desde la perspectiva de Michel Foucault (1984), la subjetividad no es una esencia previa al mundo social, sino el resultado de procesos históricos de subjetivación, es decir, de prácticas, discursos y relaciones de poder que configuran modos de ser y de pensarse<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO; mso-bidi-font-weight: bold;">Esto nos convoca a testimoniar, desde la educación, un acontecimiento esperanzador: la construcción de lo humano en un sujeto dueño de un pensamiento situado en contexto. Para ello, la educación “debe ser un mundo de vida en donde se acude a la pedagogía con el fin de esclarecer la relación con el otro” (Zambrano, 2000). Educar, en definitiva, es entender el mundo con el otro y hacerlo posible para todos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.45pt; line-height: 150%; tab-stops: 439.45pt; margin: 0cm 2.45pt 0cm 0cm;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">En este sentido, surge como urgencia la recuperación de la educación y, con ella, la del maestro; ambos afectados por una formación que dejó de pensarse, de aventurarse y de asombrarse, para asentarse en una bancariedad que niega la condición humana y la relación entre los sujetos en los escenarios educativos. Es una urgencia que invita a una rebeldía emancipadora del pensamiento, capaz de romper las fronteras dogmatizadas que han agotado la dinámica del asombro desde la experiencia humana… a esto no le podemos llamar educación.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Así, la educación, como lugar de vida y esperanza, debe poseer un lenguaje que supere la simple comunicación del conocimiento y se convierta en constructora de lo fundamental desde el aula. En el entramado de las relaciones humanas, la vida y la voz del maestro deben posibilitar una recuperación del sentido de la identidad individual y colectiva.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">De este modo, el maestro esperado en el marco de estas emergencias no surge únicamente de los saberes pedagógicos y teóricos, sino que, además, resurge con una condición de vida en sensibilidad civil. En estos términos recuperamos el sentido de lo vocacional, lo que supone no solo la competencia y la experiencia docente, sino las convicciones vitales de sentirse llamado a entregarse en una profunda condición de humanidad liberadora, a fin de redibujar el paisaje educativo.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Para lograrlo, es necesario que el maestro se reflexione a partir de tres momentos:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -.55pt; line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt left 49.65pt; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; line-height: 150%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; mso-ansi-language: ES-CO;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Primero, autocontemplarse como sujeto inmanente: Es decir, un sujeto de su tiempo, capaz de vivir su presente con el riesgo del compromiso y la entrega total e incondicional; alguien que no pasa indiferente frente al acontecer luctuoso de cada día, sino que lo relee y lo permea con su espíritu educador.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 150%; tab-stops: 49.65pt; margin: 0cm 0cm 0cm 36.0pt;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -.55pt; line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt left 49.65pt; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; line-height: 150%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; mso-ansi-language: ES-CO;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Segundo, autocontemplarse como sujeto transparente: Un sujeto que hace de su ser un acontecimiento vital que puede ser leído por los otros a la luz de los valores fundamentales de la existencia humana. Esta es su condición testimonial.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 150%; tab-stops: 49.65pt; margin: 0cm 0cm 0cm 36.0pt;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -.55pt; line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt left 49.65pt; margin: 0cm 0cm 0cm 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; line-height: 150%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; mso-ansi-language: ES-CO;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Tercero, autocontemplarse como sujeto trascendente: Un sujeto que tiene la capacidad y la posibilidad de desparametrizar las estructuras y de mirar de manera renovada su propio entorno de vida en su condición de maestro. Es el docente que se abre a nuevas posibilidades y reinventa, con un nuevo ardor, aquello que sucede en el aula.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Así, su vida, su palabra y su epifanía deben generar un reencantamiento del aula y de los espacios donde se construye, de común acuerdo, la educación: “La escuela -la educación en todos sus niveles- debe ser el lugar de la vida; es decir, el lugar de la alegría y no de la frustración” (Zambrano, 2000). Una frustración provocada, muchas veces, por la pérdida de sentido del maestro como sujeto educador; del docente que ha asumido el proyecto educativo como un simple quehacer laboral, sin sentido de entrega ni compromiso frente a una misión equiparable a un nuevo sacerdocio. El norte de la educación debe orientarse a una reconquista de la fe del hombre en sí mismo y en los otros, en sus posibilidades, potencialidades y competencias para hacer de este mundo un mundo de todos a fin de confrontar y superar lo planteado por</span><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"> Byung-Chul Han (2018), “la sociedad contemporánea produce sujetos exhaustos, autorreferenciales y desprovistos de narrativas de sentido, fenómeno que se refleja con fuerza en la escuela”.</span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;">Por tanto, declaro que: el gesto humano del maestro es el acto de resistencia, proexistencia y transformación social más potente.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-CO;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><b><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">BIBLIOGRAFÍA<o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: 150%;"><b><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Dubet, F. (2006). <i>El declive de la institución</i>. Gedisa.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Foucault, M. (1984). <i>Historia de la sexualidad III: El cuidado de sí</i>. Siglo XXI.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Freire, P. (1969). <i>La educación como práctica de la libertad</i>. Siglo XXI.<o:p></o:p></span></p>
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<p class="MsoNormal" style="text-indent: -35.45pt; line-height: 150%; margin: 0cm 0cm 0cm 35.45pt;"><span lang="ES" style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Zambrano Leal, A. (2000). <i>La mirada al sujeto educable. La pedagogía y la cuestión del otro</i>. Talleres de Artes Gráficas del Valle.<o:p></o:p></span></p>]]> </content:encoded>
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<title>Vehículo Waymo atropella a niño cerca de una escuela primaria en Santa Mónica – ABC7 Los Angeles</title>
<link>https://sdgtalks.ai/Es/vehiculo-waymo-atropella-a-nino-cerca-de-una-escuela-primaria-en-santa-monica-abc7-los-angeles</link>
<guid>https://sdgtalks.ai/Es/vehiculo-waymo-atropella-a-nino-cerca-de-una-escuela-primaria-en-santa-monica-abc7-los-angeles</guid>
<description><![CDATA[ Vehículo Waymo atropella a niño cerca de una escuela primaria en Santa Mónica  ABC7 Los Angeles ]]></description>
<enclosure url="https://cdn.abcotvs.net/abcotv/static/common/origins/origin-kabc.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 02 Feb 2026 17:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Vehículo, Waymo, atropella, niño, cerca, una, escuela, primaria, Santa, Mónica, –, ABC7, Los, Angeles</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre incidente de vehículo autónomo en Santa Mónica y su relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Descripción del incidente</h3>
<p>El 23 de enero de 2026, en las inmediaciones de la escuela primaria Grant Elementary School, ubicada en Pearl Street, Santa Mónica, California, un niño fue atropellado por un vehículo autónomo de la empresa Waymo. El menor ingresó repentinamente a la calle desde detrás de una camioneta, justo delante del vehículo.</p>
<p>El niño sufrió heridas menores como consecuencia del incidente.</p>
<h3>Respuesta y acciones tomadas</h3>
<ol>
<li>El vehículo autónomo frenó bruscamente, reduciendo su velocidad de 17 mph a 6 mph antes del impacto.</li>
<li>Waymo afirmó que esta reacción fue más rápida que la que podría haber tenido un conductor humano.</li>
<li>La empresa contactó voluntariamente a la Administración Nacional de Seguridad del Tráfico en las Carreteras (NHTSA), que ha iniciado una investigación sobre el caso.</li>
</ol>
<h3>Implicaciones para los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este incidente tiene relevancia directa con varios Objetivos de Desarrollo Sostenible establecidos por la ONU, en particular:</p>
<ul>
<li><strong>ODS 3: Salud y Bienestar</strong> – Garantizar una vida sana y promover el bienestar para todos en todas las edades, incluyendo la seguridad vial para niños y peatones.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Fomentar la innovación en tecnologías de transporte seguro y sostenible, como los vehículos autónomos, que pueden reducir accidentes y mejorar la movilidad urbana.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Promover entornos urbanos seguros, inclusivos y sostenibles, con especial atención a la protección de los grupos vulnerables como los niños en zonas escolares.</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong> – La colaboración entre empresas tecnológicas, autoridades reguladoras y comunidades es fundamental para desarrollar políticas y tecnologías que aseguren la seguridad vial y el bienestar social.</li>
</ul>
<h3>Conclusiones</h3>
<p>El incidente ocurrido en Santa Mónica resalta la importancia de integrar la innovación tecnológica con la protección de la seguridad humana, especialmente en entornos sensibles como las escuelas. La rápida reacción del vehículo autónomo demuestra avances en la tecnología que pueden contribuir a la reducción de accidentes, alineándose con los ODS relacionados con la salud, innovación y ciudades sostenibles.</p>
<p>La investigación en curso por parte de la NHTSA es un paso crucial para garantizar que estas tecnologías se desarrollen y regulen adecuadamente, promoviendo un futuro más seguro y sostenible para todos.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
    <strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>El artículo aborda un incidente donde un niño resultó herido tras ser atropellado, lo que está directamente relacionado con la salud y el bienestar de las personas, especialmente la seguridad infantil.</li>
</ul>
</li>
<li>
    <strong>ODS 11: Ciudades y comunidades sostenibles</strong>
<ul>
<li>El incidente ocurrió en un entorno urbano cerca de una escuela primaria, implicando temas de seguridad vial y movilidad sostenible en ciudades.</li>
</ul>
</li>
<li>
    <strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>El uso de vehículos autónomos (Waymo) está relacionado con la innovación tecnológica y el desarrollo de infraestructuras inteligentes para mejorar la movilidad y la seguridad.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
    <strong>Meta 3.6:</strong> Reducir a la mitad el número de muertes y lesiones causadas por accidentes de tránsito en todo el mundo.
<ul>
<li>El artículo menciona un accidente de tráfico con un vehículo autónomo y la investigación para mejorar la seguridad vial.</li>
</ul>
</li>
<li>
    <strong>Meta 11.2:</strong> Proporcionar acceso a sistemas de transporte seguros, asequibles, accesibles y sostenibles para todos, mejorando la seguridad vial.
<ul>
<li>El contexto del accidente cerca de una escuela primaria destaca la importancia de sistemas de transporte seguros en áreas urbanas.</li>
</ul>
</li>
<li>
    <strong>Meta 9.5:</strong> Mejorar la investigación científica, la capacidad tecnológica e innovación.
<ul>
<li>El uso de vehículos autónomos y la respuesta tecnológica para reducir la velocidad y evitar accidentes reflejan avances en innovación tecnológica.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
    <strong>Indicador 3.6.1:</strong> Número de muertes por accidentes de tránsito por cada 100,000 habitantes.
<ul>
<li>El artículo menciona un accidente con lesiones menores, lo que puede contribuir a la medición de este indicador.</li>
</ul>
</li>
<li>
    <strong>Indicador 11.2.1:</strong> Proporción de personas que tienen acceso a transporte público seguro, asequible y sostenible.
<ul>
<li>El uso de vehículos autónomos puede ser parte de la medición de sistemas de transporte innovadores y seguros.</li>
</ul>
</li>
<li>
    <strong>Indicador 9.5.1:</strong> Gastos en investigación y desarrollo como proporción del PIB.
<ul>
<li>La implementación y mejora de vehículos autónomos reflejan inversiones en innovación tecnológica.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>Meta 3.6: Reducir a la mitad el número de muertes y lesiones causadas por accidentes de tránsito.</td>
<td>Indicador 3.6.1: Número de muertes por accidentes de tránsito por cada 100,000 habitantes.</td>
</tr>
<tr>
<td>ODS 11: Ciudades y comunidades sostenibles</td>
<td>Meta 11.2: Proporcionar acceso a sistemas de transporte seguros, asequibles, accesibles y sostenibles para todos.</td>
<td>Indicador 11.2.1: Proporción de personas con acceso a transporte público seguro y sostenible.</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>Meta 9.5: Mejorar la investigación científica, la capacidad tecnológica e innovación.</td>
<td>Indicador 9.5.1: Gastos en investigación y desarrollo como proporción del PIB.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://abc7.com/post/vehiculo-waymo-atropella-nino-cerca-de-escuela-primaria-en-santa-monica/18501363/">abc7.com</a></strong></p>
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<title>Cómo hacer más asequible la educación en las escuelas católicas – elpreg.org</title>
<link>https://sdgtalks.ai/Es/como-hacer-mas-asequible-la-educacion-en-las-escuelas-catolicas-elpregorg</link>
<guid>https://sdgtalks.ai/Es/como-hacer-mas-asequible-la-educacion-en-las-escuelas-catolicas-elpregorg</guid>
<description><![CDATA[ Cómo hacer más asequible la educación en las escuelas católicas  elpreg.org ]]></description>
<enclosure url="https://cathstan-1f209.kxcdn.com/_1200x630_crop_center-center_none/422895/estudiantes-hispanas-arizona-osv.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 31 Jan 2026 11:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Cómo, hacer, más, asequible, educación, las, escuelas, católicas, –, elpreg.org</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Asequibilidad y Acceso a la Educación en Escuelas Católicas en Estados Unidos</h2>
<h3>Introducción</h3>
<p>En un contexto nacional donde la asequibilidad es una preocupación central para las familias, la educación K-12 en escuelas católicas representa uno de los gastos más debatidos en el presupuesto familiar. Este informe analiza las oportunidades financieras y los mecanismos existentes para facilitar el acceso a estas instituciones, haciendo especial énfasis en su relación con los Objetivos de Desarrollo Sostenible (ODS), en particular el ODS 4 (Educación de Calidad) y ODS 10 (Reducción de las Desigualdades).</p>
<h3>Contexto y Estadísticas Nacionales</h3>
<ul>
<li>Para el ciclo 2024-2025, aproximadamente 1.68 millones de estudiantes cursan educación primaria, secundaria y preparatoria en 5,852 escuelas católicas en Estados Unidos.</li>
<li>Estas escuelas cuentan con 154,258 profesionales dedicados a la educación.</li>
<li>Durante este período, 63 escuelas cerraron y 24 nuevas instituciones abrieron.</li>
</ul>
<h3>Programas de Elección Escolar y su Impacto</h3>
<p>Los programas de elección escolar, que permiten a las familias utilizar fondos públicos para acceder a escuelas privadas, son un componente fundamental para mejorar la asequibilidad y el acceso a la educación católica.</p>
<ol>
<li>Alrededor del 31% de las escuelas católicas participan en programas de elección parental.</li>
<li>El 18% de los estudiantes en estas escuelas utilizan estos programas.</li>
<li>18 estados han implementado políticas que permiten que prácticamente todos los estudiantes sean elegibles para recibir fondos estatales destinados a colegiaturas en escuelas no públicas.</li>
<li>Se estima que 1.5 millones de estudiantes utilizan programas de elección escolar en 30 estados, cifra que ha aumentado significativamente desde 2018-2019.</li>
</ol>
<h3>Iniciativas Federales y su Relevancia para los ODS</h3>
<p>La aprobación de la ley “One Big Beautiful Bill” en julio de 2025, que establece un crédito fiscal federal para donaciones a organizaciones benéficas que otorgan becas, representa un avance importante para ampliar el acceso a la educación católica.</p>
<ul>
<li>Esta ley fomenta el aumento de contribuciones a organizaciones sin fines de lucro que ofrecen becas para estudiantes K-12.</li>
<li>El incremento en becas contribuye directamente al ODS 4, promoviendo una educación inclusiva y equitativa.</li>
<li>Además, fortalece el ODS 17 (Alianzas para Lograr los Objetivos) al incentivar la colaboración entre entidades públicas y privadas.</li>
</ul>
<h3>Perspectivas de Líderes en Educación Católica</h3>
<h4>Steven Cheeseman, Asociación Nacional de Educación Católica (NCEA)</h4>
<ul>
<li>Destaca la necesidad de comunicar eficazmente que las escuelas católicas son accesibles para un amplio espectro de estudiantes, no solo para la élite económica.</li>
<li>Subraya que la elección educativa fortalece tanto las escuelas católicas como el sistema educativo en general.</li>
</ul>
<h4>Shawn Peterson, Catholic Education Partners</h4>
<ul>
<li>Afirma que la elección escolar es la herramienta más efectiva para enfrentar el desafío de la asequibilidad.</li>
<li>Calcula que con la participación mínima de la comunidad católica, se podrían generar decenas de millones de dólares para becas en una sola diócesis.</li>
</ul>
<h4>Michael Juhas, Diócesis de Pensacola-Tallahassee</h4>
<ul>
<li>Resalta la importancia de la elección escolar universal en Florida para hacer las escuelas católicas más asequibles.</li>
<li>Menciona la creación de becas diocesanas, como la “semilla de mostaza”, que apoyan a familias nuevas en la educación católica.</li>
<li>Enfatiza la necesidad de campañas constantes para aumentar la conciencia sobre las opciones disponibles.</li>
</ul>
<h3>Recomendaciones para Familias y Comunidades</h3>
<p>Basado en testimonios y análisis, se sugieren las siguientes acciones para facilitar el acceso a la educación católica, contribuyendo al ODS 4 y ODS 10:</p>
<ol>
<li>Contactar directamente a las escuelas para explorar opciones de becas, planes de pago y otras ayudas financieras.</li>
<li>Considerar la compra de uniformes usados o en oferta para reducir costos.</li>
<li>Evaluar ajustes en el estilo de vida que permitan priorizar la educación, como reducir gastos en servicios de entretenimiento o planificar vacaciones más económicas.</li>
<li>Promover la participación comunitaria en programas de donación y becas para ampliar los recursos disponibles.</li>
</ol>
<h3>Conclusión</h3>
<p>La educación en escuelas católicas en Estados Unidos enfrenta desafíos relacionados con la asequibilidad, pero existen múltiples programas y políticas que facilitan el acceso, alineados con los Objetivos de Desarrollo Sostenible. La promoción de la elección escolar, el incremento de becas y la comunicación efectiva son elementos clave para garantizar una educación de calidad, inclusiva y equitativa, contribuyendo así a la reducción de desigualdades y al fortalecimiento de las comunidades.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la accesibilidad y asequibilidad de la educación K-12 en escuelas católicas, destacando la importancia de brindar educación de calidad para todos los estudiantes.</li>
<li>Se mencionan programas de elección escolar y becas que buscan ampliar el acceso a una educación católica de calidad.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El artículo aborda la necesidad de hacer que la educación católica sea accesible para familias de diferentes niveles socioeconómicos, lo que contribuye a reducir las desigualdades en el acceso a la educación.</li>
<li>Los programas de elección escolar y créditos fiscales buscan facilitar la inclusión de estudiantes que de otra manera no podrían costear la educación privada.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>Se mencionan alianzas entre organizaciones, gobiernos y comunidades para promover programas de elección escolar y créditos fiscales que apoyan la educación católica.</li>
<li>La colaboración entre entidades públicas y privadas es clave para ampliar el acceso y la financiación de la educación.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</strong>
<ul>
<li>El artículo destaca esfuerzos para hacer que la educación en escuelas católicas sea asequible y accesible para todos los estudiantes, apoyando una educación de calidad en primaria y secundaria.</li>
</ul>
</li>
<li><strong>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior</strong>
<ul>
<li>Aunque el enfoque es K-12, el artículo menciona la importancia de ampliar opciones educativas y programas de elección escolar que pueden incluir niveles educativos superiores.</li>
</ul>
</li>
<li><strong>Meta 10.2: Empoderar y promover la inclusión social, económica y política</strong>
<ul>
<li>Los programas de becas y créditos fiscales buscan empoderar a familias con menos recursos para acceder a educación privada, promoviendo la inclusión social y económica.</li>
</ul>
</li>
<li><strong>Meta 17.17: Fomentar alianzas eficaces</strong>
<ul>
<li>El artículo menciona la colaboración entre organizaciones religiosas, gubernamentales y comunitarias para facilitar el acceso a la educación.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1: Tasa de finalización de la educación primaria y secundaria</strong>
<ul>
<li>El artículo menciona la matrícula estable en escuelas católicas y el número de estudiantes matriculados (1.68 millones), lo que puede relacionarse con la tasa de acceso y finalización.</li>
</ul>
</li>
<li><strong>Indicador 4.5.1: Paridad en la matrícula escolar</strong>
<ul>
<li>El uso de programas de elección escolar y becas para aumentar la accesibilidad implica un esfuerzo para mejorar la equidad en la matrícula escolar.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza con acceso a servicios básicos</strong>
<ul>
<li>Implícitamente, el artículo aborda la reducción de barreras económicas para acceder a la educación, lo que puede medirse a través de indicadores relacionados con la inclusión económica.</li>
</ul>
</li>
<li><strong>Indicador 17.17.1: Número de asociaciones público-privadas y colaboraciones</strong>
<ul>
<li>El artículo destaca asociaciones entre entidades públicas y privadas para facilitar créditos fiscales y programas de becas, lo cual puede medirse a través de este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</li>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Tasa de finalización de la educación primaria y secundaria</li>
<li>4.5.1: Paridad en la matrícula escolar</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Empoderar y promover la inclusión social, económica y política</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza con acceso a servicios básicos</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>17.17: Fomentar alianzas eficaces</li>
</ul>
</td>
<td>
<ul>
<li>17.17.1: Número de asociaciones público-privadas y colaboraciones</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.elpreg.org/comunidad/c%25C3%25B3mo-hacer-m%25C3%25A1s-asequible-la-educaci%25C3%25B3n-en-las-escuelas-cat%25C3%25B3licas">elpreg.org</a></strong></p>
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<title>Boyacá fortalece la educación legal y gratuita para jóvenes y adultos en extraedad – Boyacá 95.6 fm</title>
<link>https://sdgtalks.ai/Es/boyaca-fortalece-la-educacion-legal-y-gratuita-para-jovenes-y-adultos-en-extraedad-boyaca-956-fm</link>
<guid>https://sdgtalks.ai/Es/boyaca-fortalece-la-educacion-legal-y-gratuita-para-jovenes-y-adultos-en-extraedad-boyaca-956-fm</guid>
<description><![CDATA[ Boyacá fortalece la educación legal y gratuita para jóvenes y adultos en extraedad  Boyacá 95.6 fm ]]></description>
<enclosure url="https://956fm.boyaca.gov.co/wp-content/uploads/2026/01/image-2026-01-30T084847.742.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 30 Jan 2026 23:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Boyacá, fortalece, educación, legal, gratuita, para, jóvenes, adultos, extraedad, –, Boyacá, 95.6</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Fortalecimiento de la Educación Legal y Gratuita para Jóvenes y Adultos en Extraedad en Boyacá</h2>
<h3>Contexto y alerta sobre ofertas académicas ilegales</h3>
<p>La Secretaría de Educación de Boyacá informó a la ciudadanía que en Colombia no está autorizada la oferta de programas para la validación del bachillerato en un plazo de cuatro meses. Se alertó sobre la proliferación de instituciones privadas que, sin aval legal, ofrecen procesos académicos engañosos y exprés.</p>
<p>La única entidad legalmente reconocida para la validación del bachillerato es el Instituto Colombiano para la Evaluación de la Educación (Icfes). Por tanto, ningún instituto privado puede certificar títulos de educación media bajo modalidades aceleradas fuera del marco normativo vigente.</p>
<h3>Llamado a la ciudadanía para evitar engaños</h3>
<p>Ante denuncias ciudadanas sobre instituciones no autorizadas que expiden diplomas sin validez legal, Sonia Ríos Saavedra, subdirectora del Programa para Adultos y Jóvenes en Extraedad de la Secretaría de Educación de Boyacá, enfatizó que los procesos educativos para adultos y jóvenes en extraedad deben realizarse únicamente en instituciones autorizadas por la Secretaría de Educación departamental.</p>
<p>Se hace un llamado a verificar siempre la legalidad de las ofertas académicas antes de iniciar cualquier proceso formativo, garantizando así el derecho a una educación de calidad y legal.</p>
<h3>Garantía de educación legal y gratuita en Boyacá</h3>
<p>Como respuesta institucional, la Secretaría de Educación de Boyacá expidió la Circular 016 del 28 de enero de 2026, que socializa el proceso de matrícula al Programa para Adultos y Jóvenes en Extraedad bajo el modelo de educación flexible CEDEBOY, autorizado por el Ministerio de Educación Nacional.</p>
<p>Este modelo garantiza:</p>
<ul>
<li>Procesos académicos legales y certificados.</li>
<li>Educación gratuita para los participantes.</li>
<li>Obligatoriedad de presentación de las Pruebas Saber 11.</li>
<li>Validez oficial de los títulos otorgados.</li>
</ul>
<p>La iniciativa forma parte de la estrategia SaberEs+, que busca asegurar la prestación del servicio educativo en los 120 municipios no certificados del departamento, a través de instituciones educativas oficiales adscritas a la Secretaría de Educación de Boyacá.</p>
<h3>Educación inclusiva para quienes no pudieron estudiar en la edad regular</h3>
<p>Marcela Blanco Pedroza, secretaria de Educación de Boyacá, explicó que el programa está dirigido a:</p>
<ol>
<li>Jóvenes en extraedad.</li>
<li>Adultos y personas mayores que, por razones sociales, económicas, laborales, familiares o personales, no lograron iniciar o culminar oportunamente su educación básica, secundaria y media.</li>
</ol>
<p>El programa atiende especialmente a:</p>
<ul>
<li>Población rural y rural dispersa.</li>
<li>Víctimas del conflicto armado.</li>
<li>Personas con discapacidad.</li>
<li>Población migrante.</li>
<li>Ciudadanos interesados en retomar, continuar o finalizar sus estudios dentro del marco legal.</li>
</ul>
<h3>Formación integral con enfoque productivo</h3>
<p>El modelo CEDEBOY es desarrollado por docentes nombrados o provisionales de las instituciones educativas oficiales y promueve la educación básica primaria, secundaria y media con un enfoque integral que articula:</p>
<ul>
<li>Componentes humanísticos.</li>
<li>Componentes académicos.</li>
<li>Componentes laborales.</li>
</ul>
<p>Además, impulsa proyectos pedagógicos productivos orientados al fortalecimiento de competencias, destrezas y habilidades que contribuyen a la construcción de proyectos de vida y al desarrollo laboral de los estudiantes.</p>
<h3>Requisitos para acceder al programa</h3>
<p>Las personas interesadas en vincularse al programa deben acercarse a la institución educativa oficial de su municipio y cumplir con los siguientes requisitos:</p>
<ul>
<li>Fotocopia del documento de identidad vigente.</li>
<li>Certificado de afiliación al sistema de salud o ADRES.</li>
<li>Certificado del último año escolar cursado o, en su defecto, presentación de una prueba base de conocimientos aplicada por la institución.</li>
<li>Ficha de matrícula firmada o renovación del folio de matrícula.</li>
<li>Para jóvenes en extraedad (15 a 17 años): haber estado desvinculados del sistema educativo por un período mínimo de dos (2) años.</li>
</ul>
<p>En situaciones especiales como maternidad adolescente, desplazamiento forzado, discapacidad, migración o procesos de restablecimiento de derechos, las instituciones podrán adoptar medidas excepcionales que garanticen el acceso y la permanencia educativa, siempre con el debido respaldo legal.</p>
<h2>Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Esta iniciativa de la Secretaría de Educación de Boyacá contribuye directamente a varios Objetivos de Desarrollo Sostenible, entre ellos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Garantizando educación inclusiva, equitativa y de calidad para jóvenes y adultos en extraedad, con acceso a programas legales y certificados.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Facilita el acceso a la educación para poblaciones vulnerables como víctimas del conflicto, personas con discapacidad y migrantes.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong> – A través de la formación integral con enfoque productivo, se fortalecen competencias laborales que mejoran las oportunidades de empleo.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – Promueve la legalidad y la transparencia en los procesos educativos, evitando fraudes y garantizando derechos educativos.</li>
</ol>
<h3>Compromiso institucional</h3>
<p>La Secretaría de Educación de Boyacá reafirma su compromiso con el acceso, la permanencia y la calidad educativa de la población joven, adulta y mayor del departamento, promoviendo oportunidades reales de formación legal que contribuyan al desarrollo personal, social y laboral de los boyacenses, en línea con los principios y metas de los ODS.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en garantizar educación legal, gratuita y de calidad para jóvenes y adultos en extraedad en Boyacá, Colombia.</li>
<li>Se promueve la educación flexible y certificada, asegurando el acceso y permanencia en el sistema educativo.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El programa atiende a poblaciones vulnerables como víctimas del conflicto armado, personas con discapacidad, población migrante y jóvenes en extraedad, contribuyendo a reducir desigualdades sociales y educativas.</li>
</ul>
</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong>
<ul>
<li>El modelo educativo incluye un enfoque productivo y proyectos pedagógicos orientados al desarrollo laboral y competencias para la vida, vinculando la educación con el empleo y la productividad.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.3:</strong> Asegurar el acceso igualitario de todos los hombres y mujeres a una educación técnica, profesional y superior asequible y de calidad.
<ul>
<li>El programa CEDEBOY ofrece educación media certificada y gratuita para jóvenes y adultos en extraedad.</li>
</ul>
</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación para las personas vulnerables.
<ul>
<li>El programa atiende poblaciones vulnerables, incluyendo víctimas del conflicto, personas con discapacidad y migrantes.</li>
</ul>
</li>
<li><strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos con habilidades relevantes para el empleo, el trabajo decente y el emprendimiento.
<ul>
<li>El enfoque productivo y los proyectos pedagógicos fortalecen competencias laborales y habilidades para la vida.</li>
</ul>
</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>El programa facilita la inclusión educativa de personas en situaciones especiales como desplazamiento forzado y discapacidad.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.3.1:</strong> Proporción de jóvenes y adultos que participan en programas de educación formal y no formal.
<ul>
<li>El artículo menciona la matrícula y participación en el Programa para Adultos y Jóvenes en Extraedad (CEDEBOY), lo que puede medirse para evaluar el acceso a la educación.</li>
</ul>
</li>
<li><strong>Indicador 4.4.1:</strong> Proporción de jóvenes y adultos con habilidades relevantes para el empleo.
<ul>
<li>El enfoque en competencias, destrezas y habilidades laborales permite medir la adquisición de capacidades para el trabajo decente.</li>
</ul>
</li>
<li><strong>Indicador 4.5.1:</strong> Paridad en la participación en educación en función de grupos vulnerables.
<ul>
<li>La atención a poblaciones vulnerables (víctimas, discapacitados, migrantes) puede medirse para evaluar la inclusión educativa.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente.
<ul>
<li>Aunque no se menciona explícitamente, la inclusión educativa de grupos vulnerables contribuye a este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
<li>4.4: Aumentar habilidades relevantes para empleo y emprendimiento.</li>
<li>4.5: Eliminar disparidades y asegurar acceso igualitario para vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>4.3.1: Proporción de jóvenes y adultos en programas educativos.</li>
<li>4.4.1: Proporción con habilidades relevantes para el empleo.</li>
<li>4.5.1: Paridad en la participación educativa de grupos vulnerables.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>
<ul>
<li>8.6 (implícita): Reducir la proporción de jóvenes sin empleo ni educación.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores relacionados con empleo juvenil y competencias laborales (implícitos).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://956fm.boyaca.gov.co/boyaca-fortalece-la-educacion-legal-y-gratuita-para-jovenes-y-adultos-en-extraedad/">956fm.boyaca.gov.co</a></strong></p>
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<title>1 de cada 10 estudiantes de educación básica no estaría vacunado contra el sarampión – nwnoticias.com</title>
<link>https://sdgtalks.ai/Es/1-de-cada-10-estudiantes-de-educacion-basica-no-estaria-vacunado-contra-el-sarampion-nwnoticiascom</link>
<guid>https://sdgtalks.ai/Es/1-de-cada-10-estudiantes-de-educacion-basica-no-estaria-vacunado-contra-el-sarampion-nwnoticiascom</guid>
<description><![CDATA[ 1 de cada 10 estudiantes de educación básica no estaría vacunado contra el sarampión  nwnoticias.com ]]></description>
<enclosure url="https://nw-cdn.sfo3.cdn.digitaloceanspaces.com/uploads/2026/01/5.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 29 Jan 2026 11:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>cada, estudiantes, educación, básica, estaría, vacunado, contra, sarampión, –, nwnoticias.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Cobertura de Vacunación en Estudiantes y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto y Situación Actual</h3>
<p>Aunque el porcentaje de cobertura de vacunación en estudiantes es alto, bajo esta estimación, <strong>más de 20 mil estudiantes podrían no estar protegidos</strong>. Esta situación plantea un desafío importante para garantizar la salud y el bienestar de la población estudiantil, en línea con el <strong>ODS 3: Salud y Bienestar</strong>, que busca asegurar una vida sana y promover el bienestar para todos en todas las edades.</p>
<h3>Aclaración del Instituto de Educación de Aguascalientes (IEA)</h3>
<p>El titular del IEA, <strong>Luis Enrique Gutiérrez Reynoso</strong>, explicó que este porcentaje no necesariamente corresponde a menores sin vacunación, sino a estudiantes que <strong>ya contaban con su esquema completo</strong> y, por ello, no requirieron repetir la dosis.</p>
<h3>Implicaciones para los Objetivos de Desarrollo Sostenible</h3>
<ol>
<li><strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>Garantizar la protección adecuada de todos los estudiantes mediante la vacunación completa.</li>
<li>Reducir la brecha en la cobertura de vacunación para evitar riesgos de salud pública.</li>
</ul>
</li>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>Promover ambientes escolares seguros y saludables que permitan el aprendizaje efectivo.</li>
<li>Fomentar la concienciación sobre la importancia de la vacunación en la comunidad educativa.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>Asegurar que todos los estudiantes, independientemente de su contexto socioeconómico, tengan acceso a la vacunación.</li>
</ul>
</li>
</ol>
<h3>Conclusión</h3>
<p>La alta cobertura de vacunación en estudiantes es un avance significativo; sin embargo, es fundamental continuar con estrategias que aseguren la protección completa de todos los menores. Esto contribuirá al cumplimiento de los Objetivos de Desarrollo Sostenible, especialmente en salud, educación e igualdad, garantizando un futuro más saludable y equitativo para la población estudiantil.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><b>ODS 3: Salud y Bienestar</b>
<ul>
<li>El artículo se centra en la vacunación de estudiantes, lo que está directamente relacionado con la promoción de la salud y el bienestar.</li>
<li>La protección contra enfermedades a través de la vacunación contribuye a reducir la mortalidad infantil y mejorar la salud pública.</li>
</ul>
</li>
<li><b>ODS 4: Educación de Calidad</b>
<ul>
<li>El enfoque en estudiantes implica un vínculo con la educación, ya que la salud influye en la asistencia y el rendimiento escolar.</li>
<li>Garantizar la salud de los estudiantes contribuye a un mejor acceso y permanencia en la educación.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><b>Meta 3.8: Lograr la cobertura sanitaria universal</b>
<ul>
<li>La vacunación masiva de estudiantes es un componente clave para alcanzar la cobertura sanitaria universal.</li>
<li>El artículo menciona un alto porcentaje de cobertura, lo que refleja avances hacia esta meta.</li>
</ul>
</li>
<li><b>Meta 3.b: Apoyar la investigación y el desarrollo de vacunas</b>
<ul>
<li>La administración de esquemas completos de vacunación indica el uso de vacunas desarrolladas y distribuidas eficazmente.</li>
</ul>
</li>
<li><b>Meta 4.1: Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria de calidad</b>
<ul>
<li>La salud adecuada de los estudiantes, promovida por la vacunación, contribuye a la asistencia y permanencia escolar.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><b>Indicador 3.b.1: Cobertura de vacunación contra enfermedades prevenibles</b>
<ul>
<li>El artículo menciona un alto porcentaje de cobertura de vacunación entre estudiantes, lo que se relaciona directamente con este indicador.</li>
<li>El dato de “más de 20 mil estudiantes podrían no estar protegidos” implica un seguimiento cuantitativo de la cobertura.</li>
</ul>
</li>
<li><b>Indicador 4.1.2: Tasa de finalización de la educación primaria y secundaria</b>
<ul>
<li>Aunque no se menciona explícitamente, la salud de los estudiantes influye en este indicador, dado que la vacunación puede mejorar la asistencia escolar.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y Bienestar</td>
<td>
<ul>
<li>3.8: Lograr la cobertura sanitaria universal</li>
<li>3.b: Apoyar la investigación y el desarrollo de vacunas</li>
</ul>
</td>
<td>
<ul>
<li>3.b.1: Cobertura de vacunación contra enfermedades prevenibles</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>
<ul>
<li>4.1: Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria de calidad</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Tasa de finalización de la educación primaria y secundaria (implícito)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://nwnoticias.com/aguascalientes/1-de-cada-10-estudiantes-de-educacion-basica-no-estaria-vacunado-contra-el-sarampion">nwnoticias.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>IEEA impulsa Jornada de Alfabetización para abatir el rezago educativo – leviatan.mx</title>
<link>https://sdgtalks.ai/Es/ieea-impulsa-jornada-de-alfabetizacion-para-abatir-el-rezago-educativo-leviatanmx</link>
<guid>https://sdgtalks.ai/Es/ieea-impulsa-jornada-de-alfabetizacion-para-abatir-el-rezago-educativo-leviatanmx</guid>
<description><![CDATA[ IEEA impulsa Jornada de Alfabetización para abatir el rezago educativo  leviatan.mx ]]></description>
<enclosure url="https://leviatan.mx/wp-content/uploads/2026/01/iea-e1769537418543.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 28 Jan 2026 05:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>IEEA, impulsa, Jornada, Alfabetización, para, abatir, rezago, educativo, –, leviatan.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Jornada de Alfabetización “Por Amor a Puebla” y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción</h3>
<p>El Instituto Estatal de Educación para Adultos (IEEA) de Puebla ha implementado la Jornada de Alfabetización “Por Amor a Puebla”, dirigida a personas mayores de 15 años que no han tenido acceso a la lectoescritura. Esta iniciativa busca erradicar el analfabetismo y disminuir el rezago educativo en la entidad, alineándose con los Objetivos de Desarrollo Sostenible (ODS), especialmente con el ODS 4: Educación de Calidad.</p>
<h3>Objetivos y Alcance del Programa</h3>
<ol>
<li>Erradicar el analfabetismo en la población mayor de 15 años.</li>
<li>Reducir el rezago educativo mediante modelos educativos incluyentes y comunitarios.</li>
<li>Promover la educación bilingüe para hablantes de lenguas originarias.</li>
</ol>
<h3>Modelo Educativo y Material Didáctico</h3>
<p>El IEEA utiliza el Modelo de Educación para la Vida (MEV), que considera la alfabetización como el primer nivel de educación primaria. Este modelo no solo enseña a leer y escribir, sino que también fomenta el uso constante de la cultura escrita en la vida diaria, contribuyendo a prevenir el analfabetismo por desuso o falta de comprensión. Esta estrategia está en consonancia con el ODS 4, que promueve la educación inclusiva y equitativa.</p>
<h3>Alfabetización Indígena Bilingüe</h3>
<p>Como parte fundamental del programa, se implementa la vertiente de Alfabetización Indígena Bilingüe, dirigida a personas mayores de 15 años que hablan lenguas originarias. Este esquema educativo se caracteriza por:</p>
<ul>
<li>Enseñanza simultánea en lengua materna y español.</li>
<li>Desarrollo directo en las comunidades, respetando la identidad cultural.</li>
</ul>
<p>Actualmente, el programa se aplica en cinco lenguas originarias: náhuatl de la Sierra Negra/Zongolica, náhuatl de la Sierra Nororiental, náhuatl de la Sierra Norte, totonaco y otomí de la Sierra. La participación de asesores y alfabetizadores capacitados garantiza una educación pertinente y de calidad, apoyando el ODS 10: Reducción de las Desigualdades.</p>
<h3>Implementación Regional</h3>
<p>El modelo educativo se despliega en diversas coordinaciones regionales dentro del estado de Puebla, incluyendo:</p>
<ul>
<li>Teziutlán</li>
<li>Cuetzalan</li>
<li>Huauchinango</li>
<li>Zacatlán</li>
<li>Zoquitlán</li>
</ul>
<p>Esta distribución regional permite ampliar la cobertura educativa y asegurar que la enseñanza sea cercana y pertinente para las comunidades, contribuyendo al ODS 11: Ciudades y Comunidades Sostenibles.</p>
<h3>Conclusión</h3>
<p>La Jornada de Alfabetización “Por Amor a Puebla” representa un esfuerzo significativo del IEEA para erradicar el analfabetismo y promover una educación inclusiva y de calidad en el estado. A través de modelos educativos innovadores y respetuosos de la diversidad cultural, el programa contribuye directamente a varios Objetivos de Desarrollo Sostenible, fortaleciendo el desarrollo social y educativo de la población adulta y juvenil en Puebla.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
    <strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la erradicación del analfabetismo y la reducción del rezago educativo mediante programas de alfabetización para personas mayores de 15 años.</li>
<li>Se promueve la educación inclusiva, comunitaria y bilingüe, especialmente para hablantes de lenguas originarias.</li>
</ul>
</li>
<li>
    <strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El programa incluye la alfabetización indígena bilingüe, respetando la identidad cultural y promoviendo la inclusión de grupos vulnerables.</li>
</ul>
</li>
<li>
    <strong>ODS 16: Paz, justicia e instituciones sólidas</strong>
<ul>
<li>El fortalecimiento de la educación contribuye a sociedades más justas y equitativas, facilitando el acceso a la cultura escrita y la participación ciudadana.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
    <strong>Meta 4.6</strong>: “De aquí a 2030, asegurar que todos los jóvenes y una proporción sustancial de adultos, tanto hombres como mujeres, tengan competencias de alfabetización y aritmética.”</li>
<li>
    <strong>Meta 4.5</strong>: “Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación y formación profesional para los grupos vulnerables, incluyendo personas indígenas.”</li>
<li>
    <strong>Meta 10.2</strong>: “Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, género, discapacidad, raza, etnia, origen, religión o situación económica u otra.”</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
    <strong>Indicador 4.6.1</strong>: “Proporción de jóvenes y adultos que saben leer y escribir.”</li>
</ol><ul>
<li>Implícito en el objetivo del programa de alfabetización para personas mayores de 15 años que no tuvieron acceso previo a la lectoescritura.</li>
</ul>

<li>
    <strong>Indicador 4.5.1</strong>: “Paridad de género en la educación, incluyendo acceso a la alfabetización para grupos vulnerables.”</li>
<ul>
<li>El programa incluye alfabetización bilingüe para comunidades indígenas, lo que refleja atención a grupos vulnerables.</li>
</ul>

<li>
    <strong>Indicador 10.2.1</strong>: “Proporción de personas que se sienten incluidas socialmente.”</li>
<ul>
<li>Implícito en la inclusión de personas indígenas y la enseñanza en lengua materna, promoviendo la inclusión social y cultural.</li>
</ul>


<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.6: Alfabetización y aritmética para jóvenes y adultos.</li>
<li>Meta 4.5: Igualdad de acceso a educación para grupos vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.6.1: Proporción de jóvenes y adultos alfabetizados.</li>
<li>Indicador 4.5.1: Paridad de género y acceso para grupos vulnerables.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>No se especifican metas concretas en el artículo, pero el fortalecimiento educativo contribuye a este ODS.</li>
</ul>
</td>
<td>
<ul>
<li>No se mencionan indicadores específicos en el artículo.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://leviatan.mx/2026/01/27/ieea-impulsa-jornada-de-alfabetizacion-para-abatir-el-rezago-educativo/">leviatan.mx</a></strong></p>
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<title>Abre SMDIF inscripciones en Puebla capital para talleres de alfabetización, primaria y secundaria para personas con discapacidad – retodiario.com</title>
<link>https://sdgtalks.ai/Es/abre-smdif-inscripciones-en-puebla-capital-para-talleres-de-alfabetizacion-primaria-y-secundaria-para-personas-con-discapacidad-retodiariocom</link>
<guid>https://sdgtalks.ai/Es/abre-smdif-inscripciones-en-puebla-capital-para-talleres-de-alfabetizacion-primaria-y-secundaria-para-personas-con-discapacidad-retodiariocom</guid>
<description><![CDATA[ Abre SMDIF inscripciones en Puebla capital para talleres de alfabetización, primaria y secundaria para personas con discapacidad  retodiario.com ]]></description>
<enclosure url="https://storage.googleapis.com/retodiario/2026/01/d268a555-talleres_capacitacion_educativa-smdif_pue-ieea_01-esp-1000x1000.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 26 Jan 2026 00:38:38 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Abre, SMDIF, inscripciones, Puebla, capital, para, talleres, alfabetización, primaria, secundaria, para, personas, con, discapacidad, –, retodiario.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre los Talleres de Capacitación Educativa para Personas con Discapacidad en Puebla</h2>
<h3>Introducción</h3>
<p>El <strong>Sistema Municipal para el Desarrollo Integral de la Familia (SMDIF) de Puebla</strong>, en su compromiso con la inclusión y el ejercicio pleno de los derechos de las <strong>personas con discapacidad</strong>, ha puesto en marcha una serie de talleres de capacitación educativa de nivel básico. Esta iniciativa está dirigida a personas mayores de 15 años con discapacidad y a sus cuidadores, con el objetivo de promover la educación inclusiva y el desarrollo sostenible conforme a los <strong>Objetivos de Desarrollo Sostenible (ODS)</strong>, especialmente el ODS 4: Educación de Calidad y el ODS 10: Reducción de las Desigualdades.</p>
<h3>Convenio y Objetivos de los Talleres</h3>
<p>Gracias al convenio entre el <strong>Ayuntamiento de Puebla</strong>, a través del <strong>SMDIF</strong>, y el <strong>Instituto Estatal de Educación para Adultos (IEEA)</strong>, se ofrece a este sector la oportunidad de concluir sus estudios en nivel primaria o secundaria mediante un sistema abierto. Además, se habilitará un curso de alfabetización para quienes deseen aprender a leer y escribir, contribuyendo al cumplimiento del ODS 4.</p>
<blockquote>
<p>“Nosotros estamos trabajando de la mano con el IEEA para llevar a cabo los talleres de educación básica y regularización, estos talleres van enfocados para que personas con discapacidad o sus cuidadores mayores de 15 años puedan terminar la primaria y secundaria. En el caso de los que no tienen primaria y secundaria, puedan alfabetizarse para seguir estos procesos”, afirmó Gabriela Figueroa, responsable del área de Inclusión Social y Laboral.</p>
</blockquote>
<h3>Detalles de los Cursos</h3>
<ul>
<li><strong>Horario:</strong> De 10:00 a 12:00 horas.</li>
<li><strong>Lugar:</strong> Instalaciones del Centro Municipal de Equinoterapia y Rehabilitación (CMERI), ubicado en prolongación de la 11 Sur S/N, Cuarta Sección del Bioparque Agua Santa.</li>
<li><strong>Fechas de inicio:</strong>
<ul>
<li>Curso de alfabetización: Todos los lunes a partir del 9 de febrero.</li>
<li>Nivel primaria: Todos los martes a partir del 10 de febrero.</li>
<li>Nivel secundaria: Todos los jueves a partir del 12 de febrero.</li>
</ul>
</li>
<li><strong>Duración:</strong> Seis meses.</li>
<li><strong>Costo:</strong> Gratuito.</li>
<li><strong>Requisitos:</strong>
<ol>
<li>Acta de nacimiento (original y copia).</li>
<li>CURP (original y copia).</li>
<li>Fotografía infantil.</li>
<li>Certificado de primaria, en caso de cursar secundaria (original y copia).</li>
</ol>
</li>
<li><strong>Certificación:</strong> Al concluir, se otorgará un certificado con validez oficial de la Secretaría de Educación Pública (SEP).</li>
</ul>
<h3>Inscripciones y Contacto</h3>
<p>Las inscripciones iniciarán el 26 de enero. Para mayor información, las personas interesadas pueden acudir al <strong>Centro Municipal de Equinoterapia y Rehabilitación (CMERI)</strong> en horario de 8:00 a 16:00 horas, o comunicarse vía telefónica al <strong>222 241 509 ext. 107</strong>.</p>
<h3>Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Estas acciones del <strong>Ayuntamiento de Puebla</strong>, encabezado por <strong>Pepe Chedraui Budib</strong>, a través del <strong>SMDIF de Puebla</strong>, están alineadas con los siguientes ODS:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Promoviendo la inclusión educativa y facilitando el acceso a la educación básica para personas con discapacidad y sus cuidadores.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Generando espacios educativos accesibles que contribuyen a disminuir las brechas sociales y educativas.</li>
<li><strong>ODS 3: Salud y Bienestar</strong> – A través del CMERI, que combina la equinoterapia con la rehabilitación, se fomenta el bienestar integral de las personas con discapacidad.</li>
</ol>
<h3>Conclusión</h3>
<p>Con estas iniciativas, el SMDIF de Puebla reafirma su compromiso con la inclusión social y el desarrollo sostenible, proporcionando herramientas educativas que permiten a las personas con discapacidad continuar su formación académica y mejorar su calidad de vida.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas del artículo</h2>
<ol>
<li>
    <strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo destaca la implementación de talleres de capacitación educativa de nivel básico para personas con discapacidad y sus cuidadores, promoviendo la educación inclusiva y accesible.</li>
</ul>
</li>
<li>
    <strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Se impulsa la inclusión social de personas con discapacidad, facilitando su acceso a la educación y a la certificación oficial.</li>
</ul>
</li>
<li>
    <strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>El Centro Municipal de Equinoterapia y Rehabilitación (CMERI) es un espacio que también contribuye a la rehabilitación y bienestar de personas con discapacidad.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
    <strong>Meta 4.5:</strong> Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación y formación profesional para los grupos vulnerables, incluyendo personas con discapacidad.
  </li>
<li>
    <strong>Meta 4.6:</strong> Asegurar que todos los jóvenes y una proporción sustancial de adultos, hombres y mujeres, tengan competencias básicas en lectura, escritura y aritmética.
  </li>
<li>
    <strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su condición, incluyendo personas con discapacidad.
  </li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
    <strong>Indicador 4.6.1:</strong> Proporción de adultos que saben leer y escribir, por sexo.
<ul>
<li>Implícito en el curso de alfabetización para personas mayores de 15 años con discapacidad.</li>
</ul>
</li>
<li>
    <strong>Indicador 4.5.1:</strong> Paridad de acceso a la educación primaria, secundaria y terciaria para grupos vulnerables.
<ul>
<li>Relacionado con la inscripción y participación de personas con discapacidad en los talleres educativos.</li>
</ul>
</li>
<li>
    <strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente.
<ul>
<li>Implícito en las acciones del SMDIF para promover la inclusión social y educativa de personas con discapacidad.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.5: Igualdad de acceso a educación para grupos vulnerables.</li>
<li>Meta 4.6: Competencias básicas en lectura y escritura para jóvenes y adultos.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.5.1: Paridad de acceso a educación para grupos vulnerables.</li>
<li>Indicador 4.6.1: Proporción de adultos alfabetizados.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Inclusión social y económica de todas las personas, incluyendo personas con discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>No se especifican metas concretas en el artículo, pero el CMERI contribuye al bienestar y rehabilitación.</li>
</ul>
</td>
<td>
<ul>
<li>No se mencionan indicadores específicos en el artículo.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://retodiario.com/capital/2026/01/25/abre-smdif-inscripciones-en-puebla-capital-para-talleres-de-alfabetizacion-primaria-y-secundaria-para-personas-con-discapacidad/">retodiario.com</a></strong></p>
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<title>Romper el ciclo del trabajo infantil en Filipinas: de la explotación a la educación – International Labour Organization</title>
<link>https://sdgtalks.ai/Es/romper-el-ciclo-del-trabajo-infantil-en-filipinas-de-la-explotacion-a-la-educacion-international-labour-organization</link>
<guid>https://sdgtalks.ai/Es/romper-el-ciclo-del-trabajo-infantil-en-filipinas-de-la-explotacion-a-la-educacion-international-labour-organization</guid>
<description><![CDATA[ Romper el ciclo del trabajo infantil en Filipinas: de la explotación a la educación  International Labour Organization ]]></description>
<enclosure url="https://www.ilo.org/sites/default/files/styles/max_1440px_width/public/2026-01/children-bangsamoro-school-als-video-philippines-2025.png.webp" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 23:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Romper, ciclo, del, trabajo, infantil, Filipinas:, explotación, educación, –, International, Labour, Organization</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Reducción del Trabajo Infantil y la Promoción de Medios de Vida Sostenibles en Filipinas</h2>
<h3>Introducción</h3>
<p>El proyecto <a href="https://www.ilo.org/projects-and-partnerships/projects/achieving-reduction-child-labour-support-education">Achieving Reduction of Child Labour in Support of Education (ARISE)</a>, impulsado por la Organización Internacional del Trabajo (OIT) y Japón, promueve medios de vida sostenibles en Filipinas, como el cultivo de setas en Barangay Looy, South Upi y Maguindanao del Sur. Estas iniciativas contribuyen a que las familias no recurran al trabajo infantil, alineándose con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 1 (Fin de la pobreza), ODS 4 (Educación de calidad) y ODS 8 (Trabajo decente y crecimiento económico).</p>
<h2>Reducción del Trabajo Infantil en Filipinas</h2>
<p>Según la <a href="https://psa.gov.ph/statistics/labor-force-survey/child-labor-statistics">Autoridad de Estadísticas de Filipinas</a>, el trabajo infantil disminuyó de 828.000 en 2022 a 509.000 en 2024. La mayoría de los niños realizan trabajos peligrosos, principalmente en la recolección de residuos y la agricultura.</p>
<p>Las condiciones de pobreza en Bangsamoro, agravadas por décadas de conflicto armado, incrementan los riesgos para la niñez. En respuesta, el proyecto ARISE contribuye a:</p>
<ol>
<li>Mejorar el acceso a la educación.</li>
<li>Proporcionar medios de vida sostenibles para el empoderamiento económico y la movilización social.</li>
<li>Fortalecer políticas y la creación de instituciones.</li>
</ol>
<p>Además, los programas <a href="https://www.ilo.org/topics/child-labour/campaign-and-advocacy-child-labour/scream">SCREAM</a> (Defensa de los derechos del niño a través de la educación, las artes y los medios de comunicación) y el <a href="https://www.ilo.org/resource/news/bangsamoro-labor-and-employment-code-path-decent-work-and-lasting-peace">Código Laboral y de Empleo de Bangsamoro (BLEC)</a> refuerzan los mecanismos de protección, contribuyendo al cumplimiento del ODS 16 (Paz, justicia e instituciones sólidas).</p>
<h3>Sistema Alternativo de Aprendizaje (ALS)</h3>
<p>El ALS ofrece oportunidades educativas para jóvenes y adultos fuera del sistema escolar formal, facilitando la reincorporación a la educación mediante exámenes de Acreditación y Equivalencia (A&E). Los participantes que superan el nivel elemental pueden acceder a la secundaria inferior, superior o continuar con la educación formal. Este sistema apoya directamente el ODS 4 (Educación de calidad).</p>
<p>Una estudiante manifestó: “Siento envidia de mis compañeros que estudian, aunque ya sean mayores. Decidí unirme a ellos y matricularme en el ALS”.</p>
<p>El BLEC también establece disposiciones sobre la edad mínima de empleo, formación de competencias y asistencia a jóvenes fuera del sistema escolar, fortaleciendo la prevención del trabajo infantil.</p>
<h2>Acciones Comunitarias y Políticas para Erradicar el Trabajo Infantil</h2>
<p>La concejala de la ciudad de Cotabato, Shalimar Candao, lidera el Consejo de la Ciudad contra el Trabajo Infantil, con la prioridad de reubicar a familias que viven en vertederos, promoviendo un ambiente seguro y saludable, en línea con el ODS 11 (Ciudades y comunidades sostenibles).</p>
<p>Un funcionario del Ministerio de Trabajo y Empleo destacó que, bajo el marco del BLEC, existen disposiciones para el aprendizaje de jóvenes y para intervenciones dirigidas a niños en riesgo de trabajo infantil.</p>
<p>El director Tu Alid Alfonso señaló: “Estas historias muestran cómo las políticas y las intervenciones comunitarias se unen de manera creativa para recuperar la infancia. Bangsamoro marca el camino hacia Marrakech”.</p>
<p>La combinación de vivienda segura, acceso a la educación y medios de vida sostenibles permite que las familias prosperen, contribuyendo a los ODS 1, 3 (Salud y bienestar) y 8. El programa SCREAM empodera a los jóvenes para identificar y cuestionar el trabajo infantil mediante la educación, las artes y los medios de comunicación.</p>
<h2>Perspectivas y Avances hacia un Futuro Sostenible</h2>
<p>Los asociados continúan trabajando para lograr una región donde los niños puedan aprender, jugar y soñar, en concordancia con el ODS 4 y ODS 16. La <a href="https://6thchildlabourconf.org/en/home/">6.ª Conferencia Mundial sobre la Eliminación del Trabajo Infantil</a>, que se celebrará del 11 al 13 de febrero de 2026 en Marrakech, servirá para amplificar estas conquistas a nivel global.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados en el artículo</h2>
<ol>
<li>
<h3>ODS 1: Fin de la pobreza</h3>
<ul>
<li>El artículo menciona que la pobreza en Bangsamoro aumenta los riesgos de trabajo infantil, y el proyecto ARISE busca medios de vida sostenibles para empoderar económicamente a las familias.</li>
</ul>
</li>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El Sistema Alternativo de Aprendizaje (ALS) reincorpora a jóvenes fuera del sistema escolar, facilitando su acceso a la educación formal.</li>
<li>El proyecto ARISE contribuye a mejorar el acceso a la educación.</li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo decente y crecimiento económico</h3>
<ul>
<li>El artículo aborda la reducción del trabajo infantil y la promoción de medios de vida sostenibles y empleo adecuado para jóvenes.</li>
<li>El Código Laboral y de Empleo de Bangsamoro (BLEC) establece disposiciones para la edad mínima de empleo y formación de competencias.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, justicia e instituciones sólidas</h3>
<ul>
<li>Se menciona el fortalecimiento de políticas, creación de instituciones y mecanismos de protección para prevenir el trabajo infantil en una región afectada por conflictos.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 1.2: Reducir al menos a la mitad la proporción de personas que viven en pobreza en todas sus dimensiones</h3>
<ul>
<li>El proyecto ARISE promueve medios de vida sostenibles para reducir la pobreza que impulsa el trabajo infantil.</li>
</ul>
</li>
<li>
<h3>Meta 4.1: Garantizar que todos los niños y jóvenes completen la educación primaria y secundaria gratuita, equitativa y de calidad</h3>
<ul>
<li>El ALS facilita que jóvenes fuera del sistema escolar puedan aprobar exámenes y continuar su educación.</li>
</ul>
</li>
<li>
<h3>Meta 8.7: Tomar medidas inmediatas y eficaces para erradicar el trabajo infantil en todas sus formas</h3>
<ul>
<li>El artículo destaca la reducción del trabajo infantil en Filipinas y las intervenciones para proteger a los niños en riesgo.</li>
</ul>
</li>
<li>
<h3>Meta 16.6: Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles</h3>
<ul>
<li>El fortalecimiento de políticas y creación de instituciones para proteger a los niños y prevenir el trabajo infantil en Bangsamoro.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 8.7.1: Proporción de niños de 5 a 17 años que participan en trabajo infantil, desglosado por sexo y edad</h3>
<ul>
<li>El artículo menciona la reducción del trabajo infantil en Filipinas de 828,000 en 2022 a 509,000 en 2024, lo que refleja este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 4.1.2: Proporción de jóvenes que alcanzan al menos el nivel secundario inferior</h3>
<ul>
<li>El ALS permite que jóvenes que estaban fuera del sistema escolar accedan a la secundaria inferior y superior, lo que puede medirse con este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 1.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza</h3>
<ul>
<li>La mejora en medios de vida sostenibles para familias en Bangsamoro puede reflejarse en la reducción de la pobreza medida por este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 16.6.2: Proporción de la población que percibe que las instituciones públicas son corruptas o ineficaces</h3>
<ul>
<li>El fortalecimiento de políticas y mecanismos de protección puede mejorar la percepción y eficacia institucional, aunque el artículo no lo menciona explícitamente, es implícito.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>Meta 1.2: Reducir al menos a la mitad la proporción de personas que viven en pobreza en todas sus dimensiones</td>
<td>Indicador 1.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza</td>
</tr>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.1: Garantizar que todos los niños y jóvenes completen la educación primaria y secundaria gratuita, equitativa y de calidad</td>
<td>Indicador 4.1.2: Proporción de jóvenes que alcanzan al menos el nivel secundario inferior</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>Meta 8.7: Tomar medidas inmediatas y eficaces para erradicar el trabajo infantil en todas sus formas</td>
<td>Indicador 8.7.1: Proporción de niños de 5 a 17 años que participan en trabajo infantil, desglosado por sexo y edad</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>Meta 16.6: Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles</td>
<td>Indicador 16.6.2: Proporción de la población que percibe que las instituciones públicas son corruptas o ineficaces (implícito)</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.ilo.org/es/resource/articulo/romper-el-ciclo-del-trabajo-infantil-en-filipinas-de-la-explotacion-la">ilo.org</a></strong></p>
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<title>México registró avances históricos en alfabetización entre 2020 y 2025 – Contralínea</title>
<link>https://sdgtalks.ai/Es/mexico-registro-avances-historicos-en-alfabetizacion-entre-2020-y-2025-contralinea</link>
<guid>https://sdgtalks.ai/Es/mexico-registro-avances-historicos-en-alfabetizacion-entre-2020-y-2025-contralinea</guid>
<description><![CDATA[ México registró avances históricos en alfabetización entre 2020 y 2025  Contralínea ]]></description>
<enclosure url="https://contralinea.com.mx/wp-content/uploads/2026/01/unnamed-70.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 23:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>México, registró, avances, históricos, alfabetización, entre, 2020, 2025, –, Contralínea</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Crecimiento Histórico en Alfabetización en México y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Crecimiento en Alfabetización entre 2020 y 2025</h3>
<p>México reportó un crecimiento histórico de 7.4 veces en el número de personas alfabetizadas entre 2020, año marcado por la pandemia de COVID-19, y 2025. Este avance es resultado de la <strong>Estrategia Nacional de Alfabetización para el Bienestar Compartido</strong>, informó Mario Delgado Carrillo, titular de la <a href="https://www.gob.mx/sep"><strong>Secretaría de Educación Pública (SEP)</strong></a>.</p>
<p>De acuerdo con cifras oficiales, el número de personas alfabetizadas pasó de <strong>22,527 en 2020 a 189,874 en 2025</strong>, reflejando el impacto de una estrategia integral enfocada en atender a sectores excluidos del sistema educativo tradicional.</p>
<h3>Objetivos de Desarrollo Sostenible Relacionados</h3>
<p>Esta estrategia contribuye directamente a varios Objetivos de Desarrollo Sostenible (ODS), entre ellos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Garantizando una educación inclusiva y equitativa de calidad y promoviendo oportunidades de aprendizaje permanente para todos.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Disminuyendo las brechas educativas y sociales en sectores vulnerables.</li>
<li><strong>ODS 1: Fin de la Pobreza</strong> – Al ampliar las oportunidades educativas, se contribuye a mejorar las condiciones socioeconómicas.</li>
</ol>
<h3>Prioridad Nacional y Estrategia Estatal</h3>
<ul>
<li>La alfabetización es considerada una <strong>prioridad nacional</strong> y una acción estratégica del Estado mexicano para reducir desigualdades, fortalecer la inclusión social y ampliar oportunidades en todo el país.</li>
<li>El <strong>Instituto Nacional para la Educación de los Adultos (INEA)</strong>, a través de la SEP, implementó esta estrategia con un enfoque comunitario y territorial, respetando la diversidad social, cultural y lingüística de México.</li>
</ul>
<h3>Colaboración y Alianzas Estratégicas</h3>
<p>El director general del INEA, Armando Contreras Castillo, destacó que desde el inicio de la administración de la presidenta Claudia Sheinbaum Pardo, la alfabetización se consolidó como un movimiento nacional articulado con:</p>
<ul>
<li>Los 26 Institutos Estatales de Educación para Adultos (IEEA).</li>
<li>Las seis Unidades de Operación en el país.</li>
<li>50 alianzas estratégicas con gobiernos estatales, dependencias federales e instituciones públicas.</li>
<li>Colaboraciones con gobiernos municipales, sector privado, organizaciones sociales y personas voluntarias.</li>
<li>Programas de trabajo con organizaciones de Estados Unidos para fortalecer la operación de las Plazas Comunitarias en el Exterior.</li>
</ul>
<h3>Compromisos y Futuro de la Alfabetización en México</h3>
<p>Con estos avances, la SEP reafirma su compromiso de:</p>
<ol>
<li>Consolidar la alfabetización como una política pública permanente.</li>
<li>Garantizar derechos y reducir barreras educativas.</li>
<li>Fortalecer el bienestar, la inclusión social y la transformación educativa del país.</li>
</ol>
<h3>Conclusión</h3>
<p>La Estrategia Nacional de Alfabetización para el Bienestar Compartido representa un esfuerzo integral alineado con los Objetivos de Desarrollo Sostenible, especialmente en materia de educación, igualdad y reducción de la pobreza. Este avance significativo en la alfabetización contribuye a construir una sociedad más inclusiva y equitativa en México.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la alfabetización y la ampliación de la cobertura educativa para adultos, lo que está directamente relacionado con el ODS 4.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Se menciona la reducción de desigualdades y la inclusión social, lo que conecta con el ODS 10.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El artículo destaca las alianzas estratégicas con gobiernos estatales, federales, sector privado, organizaciones sociales y colaboración internacional, vinculándose con el ODS 17.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.6:</strong> Asegurar que todos los jóvenes y una proporción sustancial de adultos, tanto hombres como mujeres, tengan competencias de alfabetización y aritmética básicas.
<ul>
<li>El aumento de personas alfabetizadas de 22,527 en 2020 a 189,874 en 2025 refleja el cumplimiento de esta meta.</li>
</ul>
</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.
<ul>
<li>La estrategia integral para atender a sectores excluidos y fortalecer la inclusión social está alineada con esta meta.</li>
</ul>
</li>
<li><strong>Meta 17.17:</strong> Fomentar y promover alianzas eficaces y multisectoriales que movilicen y compartan conocimientos, experiencia, tecnologías y recursos financieros.
<ul>
<li>Las 50 alianzas estratégicas y colaboraciones mencionadas en el artículo apoyan esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.6.1:</strong> Proporción de jóvenes y adultos que tienen habilidades de alfabetización y aritmética básicas.
<ul>
<li>El artículo menciona el número de personas alfabetizadas (de 22,527 a 189,874), que es un dato cuantificable para este indicador.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas en la sociedad.
<ul>
<li>Aunque no se menciona explícitamente, la estrategia para reducir desigualdades y fortalecer la inclusión social puede medirse mediante este indicador.</li>
</ul>
</li>
<li><strong>Indicador 17.17.1:</strong> Número de alianzas público-privadas y multisectoriales.
<ul>
<li>Las 50 alianzas estratégicas con diferentes actores mencionadas en el artículo pueden ser usadas para medir este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.6: Alfabetización y aritmética básicas para jóvenes y adultos.</td>
<td>Indicador 4.6.1: Proporción de jóvenes y adultos con habilidades básicas de alfabetización y aritmética.</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>Meta 10.2: Inclusión social, económica y política de todas las personas.</td>
<td>Indicador 10.2.1: Proporción de personas que se sienten incluidas en la sociedad.</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>Meta 17.17: Fomentar alianzas multisectoriales para movilizar recursos y conocimientos.</td>
<td>Indicador 17.17.1: Número de alianzas público-privadas y multisectoriales.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://contralinea.com.mx/interno/semana/mexico-registro-avances-historicos-en-alfabetizacion-entre-2020-y-2025/">contralinea.com.mx</a></strong></p>
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<title>Adultos de modalidad flexible de educación también recibirán paquetes escolares en El Salvador – Infobae</title>
<link>https://sdgtalks.ai/Es/adultos-de-modalidad-flexible-de-educacion-tambien-recibiran-paquetes-escolares-en-el-salvador-infobae</link>
<guid>https://sdgtalks.ai/Es/adultos-de-modalidad-flexible-de-educacion-tambien-recibiran-paquetes-escolares-en-el-salvador-infobae</guid>
<description><![CDATA[ Adultos de modalidad flexible de educación también recibirán paquetes escolares en El Salvador  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/LW2QDEZTC5EPPFZD5WRMPZC4S4.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 23:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Adultos, modalidad, flexible, educación, también, recibirán, paquetes, escolares, Salvador, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Inclusión de Adultos en la Entrega de Paquetes Escolares en El Salvador</h2>
<h3>Introducción</h3>
<p>El Ministerio de Educación (MINED) de El Salvador ha anunciado una importante medida para ampliar el acceso a la educación, alineada con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de Calidad. Por primera vez, los adultos inscritos en modalidades flexibles para educación básica o bachillerato serán incluidos en la entrega de paquetes escolares, beneficiando a quienes retoman sus estudios en jornadas sabatinas o dominicales a nivel nacional.</p>
<h3>Antecedentes y Reformas Implementadas</h3>
<p>Desde 2009, El Salvador ha implementado reformas significativas para reducir desigualdades educativas, en consonancia con el ODS 10: Reducción de las Desigualdades. Estas incluyen:</p>
<ol>
<li>Entrega gratuita de útiles escolares para niños.</li>
<li>Extensión de la política con uniformes y calzado.</li>
<li>Incorporación gradual de tecnología educativa, como tablets y laptops, para todos los niveles.</li>
</ol>
<p>Esta estrategia busca acortar la brecha digital, especialmente en zonas rurales con dificultades de acceso a internet y dispositivos electrónicos, contribuyendo al ODS 9: Industria, Innovación e Infraestructura.</p>
<h3>Detalles de la Nueva Medida</h3>
<ul>
<li>Todos los alumnos inscritos por primera vez en cualquier nivel del sistema educativo público recibirán un paquete escolar completo sin requisitos administrativos adicionales.</li>
<li>Los materiales están segmentados en más de 15 tipos de paquetes, adaptados a las necesidades de cada ciclo escolar, desde herramientas lúdicas para preescolar hasta libros y dispositivos electrónicos para niveles avanzados.</li>
<li>Se estima que la cobertura alcanzará a 1.2 millones de niños en escuelas públicas para el inicio del ciclo lectivo el 2 de febrero.</li>
<li>La inclusión de adultos en modalidades flexibles permitirá que quienes no pudieron continuar sus estudios reciban las herramientas necesarias para retomar su educación, promoviendo la educación inclusiva y equitativa (ODS 4).</li>
</ul>
<h3>Logística y Distribución</h3>
<p>La Secretaría de Prensa de Presidencia informó que el 20 de enero se supervisó el arribo de 113,000 pares de zapatos escolares al Aeropuerto Internacional de El Salvador. Esta acción incluyó proveedores internacionales para acelerar la distribución y garantizar la entrega oportuna y completa desde el inicio del año escolar.</p>
<p>Además, la administración del Presidente Bukele ha adquirido uniformes, tablets y computadoras que se integrarán al paquete escolar, reforzando el compromiso con el ODS 4 y el ODS 9 para cerrar la brecha digital.</p>
<p>La ministra de Educación, Karla Trigueros, aclaró que los productores salvadoreños continúan siendo proveedores con las mismas condiciones que en años anteriores, asegurando la sostenibilidad económica local (ODS 8: Trabajo Decente y Crecimiento Económico).</p>
<h3>Inversión y Resultados Tecnológicos</h3>
<ul>
<li>Se han entregado aproximadamente 1.2 millones de dispositivos electrónicos a estudiantes, con una inversión pública de 800 millones de dólares.</li>
<li>440,000 dispositivos adicionales están listos para distribución inmediata.</li>
<li>La entrega continua de tablets y computadoras en los paquetes escolares fortalece la inclusión digital y la calidad educativa.</li>
</ul>
<h3>Intervenciones en Centros Escolares</h3>
<p>Hasta la fecha, 478 centros escolares públicos han sido intervenidos a nivel nacional para mejorar la infraestructura educativa, apoyando el ODS 4 y el ODS 11: Ciudades y Comunidades Sostenibles.</p>
<h3>Conclusión</h3>
<p>Las acciones del Ministerio de Educación de El Salvador reflejan un compromiso sólido con los Objetivos de Desarrollo Sostenible, especialmente en garantizar una educación inclusiva, equitativa y de calidad para todos los sectores de la población, incluyendo adultos que retoman sus estudios. La integración de tecnología y recursos adecuados contribuye a reducir desigualdades y cerrar la brecha digital, promoviendo el desarrollo sostenible y el bienestar social en el país.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo destaca la ampliación del acceso a la educación pública, la entrega de paquetes escolares, y la inclusión de modalidades flexibles para adultos.</li>
<li>Se menciona la entrega de tecnología educativa para cerrar la brecha digital, lo cual contribuye a mejorar la calidad educativa.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>Las reformas buscan reducir desigualdades mediante la entrega gratuita de útiles, uniformes, calzado y tecnología educativa.</li>
<li>Se enfatiza la inclusión de estudiantes de zonas rurales y adultos que retoman estudios, promoviendo la igualdad de oportunidades.</li>
</ul>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<ul>
<li>La incorporación de tecnología educativa (tablets y laptops) y la inversión pública en dispositivos electrónicos apoyan la innovación en la educación.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.1: Educación Primaria y Secundaria Gratuita, Equitativa y de Calidad</h3>
<ul>
<li>Entrega gratuita de útiles escolares, uniformes y calzado para estudiantes de educación básica y bachillerato.</li>
<li>Acceso ampliado a educación pública sin requisitos administrativos adicionales.</li>
</ul>
</li>
<li>
<h3>Meta 4.5: Eliminar las Disparidades de Género y Otras Desigualdades en la Educación</h3>
<ul>
<li>Inclusión de adultos en modalidades flexibles para retomar estudios, ampliando la cobertura educativa.</li>
<li>Atención especial a estudiantes en zonas rurales para reducir brechas de acceso a tecnología e internet.</li>
</ul>
</li>
<li>
<h3>Meta 9.c: Acceso a Tecnologías de la Información y las Comunicaciones</h3>
<ul>
<li>Entrega de tablets y laptops para cerrar la brecha digital entre estudiantes.</li>
<li>Inversión pública significativa en dispositivos electrónicos para la educación.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador 4.a.1: Proporción de escuelas con acceso a tecnologías de la información y la comunicación (TIC) y conexión a internet</h3>
<ul>
<li>Implícito en la entrega de 1.2 millones de dispositivos electrónicos y la inversión en tecnología educativa.</li>
</ul>
</li>
<li>
<h3>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria</h3>
<ul>
<li>La inclusión de adultos en modalidades flexibles y la entrega de paquetes escolares pueden contribuir a mejorar esta tasa.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza según grupos sociales</h3>
<ul>
<li>La reducción de desigualdades mediante la entrega gratuita de materiales escolares y tecnología puede impactar en este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>
<ul>
<li>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.5: Eliminar desigualdades en la educación.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.a.1: Acceso a TIC y conexión a internet en escuelas.</li>
<li>Indicador 4.1.2: Tasa de finalización de educación primaria y secundaria.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las Desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Empoderar y promover la inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas que viven por debajo del umbral nacional de pobreza según grupos sociales.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, Innovación e Infraestructura</td>
<td>
<ul>
<li>Meta 9.c: Acceso a tecnologías de la información y las comunicaciones.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.a.1 (también relevante para ODS 9): Acceso a TIC y conexión a internet en escuelas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/el-salvador/2026/01/21/adultos-de-modalidad-flexible-de-educacion-tambien-recibiran-paquetes-escolares-en-el-salvador/">infobae.com</a></strong></p>
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<title>INEA y Consejo impulsan alfabetización nacional – Sociedad Noticias</title>
<link>https://sdgtalks.ai/Es/inea-y-consejo-impulsan-alfabetizacion-nacional-sociedad-noticias</link>
<guid>https://sdgtalks.ai/Es/inea-y-consejo-impulsan-alfabetizacion-nacional-sociedad-noticias</guid>
<description><![CDATA[ INEA y Consejo impulsan alfabetización nacional  Sociedad Noticias ]]></description>
<enclosure url="https://sociedad-noticias.com/wp-content/uploads/2026/01/1-120.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 16 Jan 2026 17:00:27 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>INEA, Consejo, impulsan, alfabetización, nacional, –, Sociedad, Noticias</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Alianza Institucional para Fortalecer la Alfabetización y Promover el Voluntariado Educativo en México</h2>
<h3>Convenio Educativo Nacional</h3>
<p>El Instituto Nacional para la Educación de los Adultos (INEA) y el Consejo de la Comunicación (CC) firmaron un convenio de colaboración en el marco del lanzamiento del Movimiento Social por la Alfabetización. Esta alianza integró a diversos sectores, incluyendo empresas, organismos empresariales, el sector académico, instituciones gubernamentales, organizaciones civiles y grupos religiosos, con el fin de impulsar la alfabetización en México.</p>
<h3>Objetivos y Alcance de la Alianza</h3>
<p>El principal objetivo del convenio fue sensibilizar a la sociedad sobre la importancia de aprender y enseñar a leer y escribir, reconociendo la alfabetización como un derecho fundamental para el desarrollo individual y colectivo. Las instituciones involucradas coordinaron esfuerzos para ampliar el alcance educativo, posicionando la alfabetización como un eje central de acción conjunta.</p>
<h3>Coordinación Institucional y Compromisos Compartidos</h3>
<p>El INEA y el CC encabezaron la estrategia, estableciendo compromisos compartidos entre los sectores participantes. La coordinación institucional se formalizó mediante el acuerdo firmado, fortaleciendo la implementación de políticas públicas prioritarias en materia educativa.</p>
<h2>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Esta iniciativa está alineada principalmente con los siguientes ODS:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>Promueve la alfabetización como un derecho fundamental y una política pública prioritaria.</li>
<li>Busca ampliar el acceso a la educación para la población adulta, reduciendo las desigualdades educativas.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>Contribuye a disminuir las brechas sociales y económicas derivadas de la falta de alfabetización.</li>
<li>Fortalece la inclusión social mediante la educación.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong>
<ul>
<li>Fomenta la colaboración multisectorial entre gobierno, sector privado, academia y sociedad civil.</li>
<li>Impulsa el voluntariado educativo como mecanismo para alcanzar metas comunes.</li>
</ul>
</li>
</ol>
<h3>Importancia de la Alfabetización para el Desarrollo Sostenible</h3>
<p>La alfabetización es una herramienta clave para el desarrollo sostenible, ya que:</p>
<ul>
<li>Facilita el acceso a mejores oportunidades sociales y económicas.</li>
<li>Contribuye a la construcción de una sociedad más equitativa y justa.</li>
<li>Permite a los individuos ejercer plenamente sus derechos y participar activamente en la vida comunitaria.</li>
</ul>
<h3>Desafíos y Retos en México</h3>
<p>México enfrenta uno de los mayores retos educativos en población adulta debido a la falta de alfabetización, lo que limita significativamente las oportunidades de desarrollo personal y colectivo. El convenio busca atender esta condición estructural mediante una política pública articulada y de impacto social reforzado.</p>
<h3>Conclusión</h3>
<p>La alianza institucional entre el INEA y el Consejo de la Comunicación representa un avance significativo en la promoción de la alfabetización y el voluntariado educativo en México. A través de esta colaboración multisectorial, se fortalece el compromiso con los Objetivos de Desarrollo Sostenible, especialmente en materia de educación de calidad, reducción de desigualdades y alianzas estratégicas para el desarrollo sostenible.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la alfabetización y la educación para adultos, promoviendo el derecho a aprender a leer y escribir.</li>
<li>Se destaca la colaboración institucional para ampliar el alcance educativo y posicionar la alfabetización como política pública prioritaria.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El convenio entre el Instituto Nacional para la Educación de los Adultos (INEA) y el Consejo de la Comunicación (CC) representa una alianza multisectorial.</li>
<li>Se integraron empresas, organismos empresariales, sector académico, instituciones gubernamentales, organizaciones civiles y grupos religiosos para fortalecer la alfabetización.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.6: Asegurar que todos los jóvenes y una proporción sustancial de adultos, hombres y mujeres, tengan competencias de alfabetización y aritmética</strong>
<ul>
<li>El artículo enfatiza la alfabetización en población adulta, buscando superar la falta de habilidades básicas de lectura y escritura.</li>
</ul>
</li>
<li><strong>Meta 17.17: Fomentar y promover alianzas eficaces entre los sectores público, privado y la sociedad civil</strong>
<ul>
<li>El convenio y la alianza institucional descritos en el artículo ejemplifican esta meta mediante la coordinación entre diversos sectores para un objetivo común.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.6.1: Proporción de jóvenes y adultos que saben leer y escribir</strong>
<ul>
<li>Implícito en el enfoque del artículo, ya que la alfabetización es el eje central y se busca medir el avance en la capacidad de lectura y escritura en adultos.</li>
</ul>
</li>
<li><strong>Indicador 17.17.1: Número de alianzas multisectoriales que contribuyen a los ODS</strong>
<ul>
<li>El artículo menciona la alianza entre múltiples sectores, lo que puede ser medido a través de este indicador para evaluar la efectividad de la colaboración.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellspacing="0" cellpadding="5">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>4.6: Asegurar que todos los jóvenes y una proporción sustancial de adultos, hombres y mujeres, tengan competencias de alfabetización y aritmética</td>
<td>4.6.1: Proporción de jóvenes y adultos que saben leer y escribir</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>17.17: Fomentar y promover alianzas eficaces entre los sectores público, privado y la sociedad civil</td>
<td>17.17.1: Número de alianzas multisectoriales que contribuyen a los ODS</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://sociedad-noticias.com/2026/01/16/inea-y-consejo-impulsan-alfabetizacion-nacional/">sociedad-noticias.com</a></strong></p>
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<title>Aplauden trabajo de jóvenes en pro de la alfabetización – www.noroeste.com.mx</title>
<link>https://sdgtalks.ai/Es/aplauden-trabajo-de-jovenes-en-pro-de-la-alfabetizacion-wwwnoroestecommx</link>
<guid>https://sdgtalks.ai/Es/aplauden-trabajo-de-jovenes-en-pro-de-la-alfabetizacion-wwwnoroestecommx</guid>
<description><![CDATA[ Aplauden trabajo de jóvenes en pro de la alfabetización  www.noroeste.com.mx ]]></description>
<enclosure url="https://www.noroeste.com.mx/news-portlet/getogimage/ce186d57-a625-4146-b936-b523524980ee.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 14 Jan 2026 20:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Aplauden, trabajo, jóvenes, pro, alfabetización, –, www.noroeste.com.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Programa Emergente de Alfabetización en Sinaloa</h2>
<h3>Contexto y Objetivos</h3>
<p align="justify">La Universidad Pedagógica del Estado de Sinaloa (UPES) reconoció el esfuerzo de su “ejército” de estudiantes que participan en el Programa Emergente de Alfabetización, cuyo objetivo es alcanzar a <strong>20 mil sinaloenses alfabetizados en un año</strong>. Este programa responde a la problemática de analfabetismo en la entidad, donde actualmente existen <strong>150 mil personas analfabetas</strong>, entre adultos y adultos jóvenes.</p>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este programa contribuye directamente al cumplimiento de los siguientes ODS:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Garantizar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Reducir la desigualdad dentro y entre los países, facilitando el acceso a la educación para sectores vulnerables.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Fortalecer la cooperación entre instituciones educativas y el gobierno para erradicar el analfabetismo.</li>
</ol>
<h3>Acciones y Participación</h3>
<ul>
<li>El Rector de la UPES, Aniceto Cárdenas Galindo, destacó la incorporación de estudiantes a este programa estatal, cuyo propósito es reducir el índice de analfabetismo al 4% en Sinaloa.</li>
<li>Los jóvenes voluntarios se han desplazado a zonas rurales para enseñar a leer y escribir, apoyando así a comunidades con mayores necesidades educativas.</li>
<li>En la ceremonia de reconocimiento participaron representantes sindicales, directores de escuelas, estudiantes y padres de familia, evidenciando un compromiso social amplio.</li>
</ul>
<h3>Invitación y Alcance</h3>
<p>Joel Álvarez, catedrático de la UPES y responsable de la zona sur, informó que la convocatoria está abierta para que adultos mayores de 15 años se sumen al programa y reciban apoyo en su proceso de alfabetización.</p>
<h3>Importancia del Programa</h3>
<ul>
<li>Sinaloa es uno de los 19 estados con mayor índice de analfabetismo en México, con 150 mil personas afectadas.</li>
<li>El Programa Emergente de Alfabetización fue lanzado oficialmente hace dos meses y ya cuenta con 435 estudiantes capacitados para impartir enseñanza.</li>
<li>El objetivo final es <strong>levantar la bandera blanca</strong>, símbolo de un territorio libre de analfabetismo, alineado con las metas establecidas por la UNESCO.</li>
</ul>
<h3>Meta Principal</h3>
<p><strong>Alfabetizar a 20 mil sinaloenses en un año</strong>, contribuyendo así a mejorar la calidad de vida y promover el desarrollo sostenible en la región.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas del artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en un programa de alfabetización para adultos y jóvenes en Sinaloa, lo cual está directamente relacionado con garantizar una educación inclusiva y equitativa de calidad y promover oportunidades de aprendizaje permanente para todos.</li>
</ul>
</li>
<li><strong>ODS 1: Fin de la pobreza</strong>
<ul>
<li>La alfabetización contribuye a la reducción de la pobreza al mejorar las capacidades y oportunidades de las personas para acceder a mejores empleos y condiciones de vida.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El programa se enfoca en comunidades rurales y personas con analfabetismo, grupos que suelen estar en situación de desigualdad social y educativa.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.6:</strong> Asegurar que todos los jóvenes y una proporción sustancial de adultos, tanto hombres como mujeres, tengan competencias de alfabetización y aritmética.</li>
<li><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados, especialmente en zonas rurales y desfavorecidas.</li>
<li><strong>Meta 1.2:</strong> Reducir al menos a la mitad la proporción de personas que viven en pobreza en todas sus dimensiones.</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.6.1:</strong> Proporción de jóvenes y adultos que saben leer y escribir.</li>
</ol><ul>
<li>El artículo menciona que en Sinaloa hay 150 mil analfabetas y que la meta es alfabetizar a 20 mil personas en un año, lo que implica medir el avance en la tasa de alfabetización.</li>
</ul>
<li><strong>Indicador 4.c.1:</strong> Proporción de docentes calificados en zonas rurales.</li>
<ul>
<li>Se menciona que 435 estudiantes capacitados de la UPES están participando en el programa, lo que refleja el aumento de personal capacitado para alfabetizar.</li>
</ul>
<li><strong>Indicador 1.2.1:</strong> Proporción de personas que viven por debajo del umbral nacional de pobreza.</li>
<ul>
<li>Implícito en la relación entre alfabetización y reducción de pobreza.</li>
</ul>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas socialmente.</li>
<ul>
<li>Implícito en la inclusión de adultos mayores de 15 años y comunidades rurales en el programa.</li>
</ul>

<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.6: Alfabetización y aritmética para jóvenes y adultos.</li>
<li>4.c: Aumento de docentes calificados en zonas rurales.</li>
</ul>
</td>
<td>
<ul>
<li>4.6.1: Proporción de jóvenes y adultos alfabetizados.</li>
<li>4.c.1: Proporción de docentes calificados en zonas rurales.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>
<ul>
<li>1.2: Reducir la pobreza en todas sus dimensiones.</li>
</ul>
</td>
<td>
<ul>
<li>1.2.1: Proporción de personas bajo el umbral nacional de pobreza.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas que se sienten incluidas socialmente.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.noroeste.com.mx/buen-vivir/aplauden-trabajo-de-jovenes-en-pro-de-la-alfabetizacion-FNNO844054">noroeste.com.mx</a></strong></p>
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<title>Turno matutino finalizó con normalidad en las escuelas de educación básica: SEC – Canal Sonora</title>
<link>https://sdgtalks.ai/Es/turno-matutino-finalizo-con-normalidad-en-las-escuelas-de-educacion-basica-sec-canal-sonora</link>
<guid>https://sdgtalks.ai/Es/turno-matutino-finalizo-con-normalidad-en-las-escuelas-de-educacion-basica-sec-canal-sonora</guid>
<description><![CDATA[ Turno matutino finalizó con normalidad en las escuelas de educación básica: SEC  Canal Sonora ]]></description>
<enclosure url="https://canalsonora.com/wp-content/uploads/2026/01/Foto-12ene2025-2-1200x628-cropped.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 13 Jan 2026 20:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Turno, matutino, finalizó, con, normalidad, las, escuelas, educación, básica:, SEC, –, Canal, Sonora</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Desarrollo de las Actividades Educativas en Sonora</h2>
<h3>Conclusión del Turno Matutino en Educación Básica</h3>
<p>Hermosillo, Sonora; 12 de enero de 2026.- El turno matutino en las escuelas de educación básica concluyó con normalidad, conforme a los planes y programas de estudio, informó el Gobierno de Sonora a través de la Secretaría de Educación y Cultura.</p>
<h3>Desarrollo Gradual y Ordenado de las Actividades</h3>
<p>De manera gradual, entre las 12:00 y 13:30 horas, finalizaron las actividades en planteles de preescolar, educación especial, primaria y secundaria, para dar paso al turno vespertino, el cual se prevé continúe con orden y tranquilidad.</p>
<h3>Monitoreo y Verificación del Proceso Educativo</h3>
<p>El titular de la dependencia, Froylán Gámez Gamboa, señaló que personal de distintas áreas mantiene comunicación permanente con la estructura educativa para monitorear y verificar el desarrollo de las clases sin contratiempos, en beneficio del alumnado.</p>
<h3>Reconocimiento al Profesionalismo Docente</h3>
<p>Se reconoció el profesionalismo de más de 22 mil docentes de educación básica que contribuyen a la implementación de programas y estrategias orientadas a la mejora de la enseñanza.</p>
<h3>Compromiso con el Bienestar y la Educación</h3>
<p>Finalmente, se refrendó el compromiso del gobernador Alfonso Durazo Montaño de continuar con acciones positivas y efectivas que incidan en el bienestar de estudiantes, docentes y madres y padres de familia, a través de la educación.</p>
<h2>Enfoque en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Las acciones y estrategias implementadas en el sistema educativo de Sonora están alineadas con varios Objetivos de Desarrollo Sostenible, destacando:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>Garantizar una educación inclusiva, equitativa y de calidad.</li>
<li>Mejorar la calidad de la enseñanza mediante programas y estrategias innovadoras.</li>
<li>Monitorear el desarrollo de las clases para asegurar el aprendizaje efectivo.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>Promover ambientes escolares seguros y saludables para estudiantes y docentes.</li>
<li>Fomentar el bienestar integral de la comunidad educativa.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>Atender a todos los niveles educativos, incluyendo educación especial, para garantizar igualdad de oportunidades.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong>
<ul>
<li>Fortalecer la comunicación y colaboración entre las autoridades educativas y la comunidad escolar.</li>
</ul>
</li>
</ol>
<p>Estas iniciativas reflejan el compromiso del Gobierno de Sonora y la Secretaría de Educación y Cultura para contribuir al desarrollo sostenible mediante una educación de calidad, inclusiva y accesible para todos.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en el desarrollo normal y ordenado de las actividades escolares en educación básica (preescolar, primaria, secundaria y educación especial), lo que está directamente relacionado con garantizar una educación inclusiva, equitativa y de calidad.</li>
<li>Menciona la implementación de programas y estrategias para la mejora de la enseñanza, lo que refuerza el compromiso con la calidad educativa.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>Se menciona el bienestar de estudiantes, docentes y madres y padres de familia, lo que implica un enfoque en la salud y el bienestar dentro del contexto educativo.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.
<ul>
<li>El artículo menciona la conclusión con normalidad del turno matutino en educación básica y la continuidad ordenada del turno vespertino, lo que refleja el cumplimiento de esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.c</strong>: Aumentar sustancialmente el suministro de docentes calificados, incluyendo mediante la cooperación internacional para la formación docente en países en desarrollo.
<ul>
<li>Se reconoce el profesionalismo de más de 22 mil docentes y su contribución a la implementación de programas y estrategias, lo que está alineado con esta meta.</li>
</ul>
</li>
<li><strong>Meta 3.4</strong>: Promover la salud mental y el bienestar, incluyendo en entornos educativos.
<ul>
<li>El compromiso con el bienestar de estudiantes, docentes y padres de familia a través de la educación sugiere un enfoque en esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1</strong>: Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>El artículo indica que las actividades escolares concluyeron con normalidad y sin contratiempos, lo que puede reflejar un buen desempeño en la tasa de finalización escolar.</li>
</ul>
</li>
<li><strong>Indicador 4.c.1</strong>: Proporción de docentes calificados en educación básica.
<ul>
<li>Se menciona el profesionalismo de más de 22 mil docentes, lo que puede utilizarse para medir la proporción de docentes calificados.</li>
</ul>
</li>
<li><strong>Indicador 3.4.2</strong>: Proporción de personas que reportan una buena salud mental y bienestar.
<ul>
<li>El compromiso con el bienestar de la comunidad educativa puede estar relacionado con este indicador, aunque no se menciona explícitamente.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Completar educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>4.c: Aumentar el suministro de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Tasa de finalización de la educación primaria y secundaria.</li>
<li>4.c.1: Proporción de docentes calificados en educación básica.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>3.4: Promover la salud mental y el bienestar.</li>
</ul>
</td>
<td>
<ul>
<li>3.4.2: Proporción de personas que reportan buena salud mental y bienestar.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://canalsonora.com/2026/01/turno-matutino-finalizo-con-normalidad-en-las-escuelas-de-educacion-basica-sec/">canalsonora.com</a></strong></p>
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<title>¿Crece la industria de educación virtual en Perú? Plataformas de aprendizaje online apuntan a US$22.860 millones en la región – Infobae</title>
<link>https://sdgtalks.ai/Es/crece-la-industria-de-educacion-virtual-en-peru-plataformas-de-aprendizaje-online-apuntan-a-us22860-millones-en-la-region-infobae</link>
<guid>https://sdgtalks.ai/Es/crece-la-industria-de-educacion-virtual-en-peru-plataformas-de-aprendizaje-online-apuntan-a-us22860-millones-en-la-region-infobae</guid>
<description><![CDATA[ ¿Crece la industria de educación virtual en Perú? Plataformas de aprendizaje online apuntan a US$22.860 millones en la región  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/NBGEZECST5E6VFW5YHCRUV4MVU.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 04 Jan 2026 19:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>¿Crece, industria, educación, virtual, Perú, Plataformas, aprendizaje, online, apuntan, US22.860, millones, región, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Transformación Digital Educativa en Perú y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Contexto y Crecimiento del Mercado de Educación Virtual en América Latina</h3>
<p>La educación virtual se consolida como un motor económico en América Latina, destacando Perú como un actor clave en esta transformación digital educativa impulsada por plataformas de aprendizaje online. Este fenómeno está alineado con varios Objetivos de Desarrollo Sostenible (ODS), especialmente con el ODS 4 (Educación de Calidad) y el ODS 8 (Trabajo Decente y Crecimiento Económico).</p>
<p>Según proyecciones del sector, el mercado latinoamericano de educación online alcanzó los <strong>US$4.210 millones en 2024</strong> y podría llegar a <strong>US$22.860 millones para 2033</strong>, con un crecimiento anual del 20,7%. En Perú, esta expansión representa una oportunidad para reducir las brechas históricas de acceso y calidad educativa, contribuyendo directamente al ODS 10 (Reducción de las Desigualdades).</p>
<h3>Acceso Inclusivo y Reducción de Brechas Educativas</h3>
<p>En un país donde la distancia geográfica, los costos y las responsabilidades familiares han sido barreras para continuar los estudios, el aprendizaje online facilita la participación de estudiantes provenientes de provincias, zonas rurales y sectores vulnerables. Esto impulsa el cumplimiento del ODS 4, que busca garantizar una educación inclusiva y equitativa para todos.</p>
<p>Luciano Velazco, especialista en educación a distancia, destaca que:</p>
<blockquote><p>“El talento está en todas partes, pero las oportunidades no. El aprendizaje remoto permite que un joven de provincia o una madre que trabaja acceda a oportunidades que antes estaban reservadas para pocos”.</p></blockquote>
<h3>Impulso de la Digitalización Educativa y su Relación con los ODS</h3>
<p>La digitalización educativa en Perú ha avanzado gracias a la masificación del internet móvil y el uso de teléfonos inteligentes, apoyada por iniciativas estatales y la creciente demanda de formación continua en un mercado laboral competitivo. Este desarrollo está en sintonía con el ODS 9 (Industria, Innovación e Infraestructura) y el ODS 17 (Alianzas para Lograr los Objetivos), ya que organismos internacionales como la CEPAL y la UNESCO promueven la educación virtual como estrategia para cerrar desigualdades.</p>
<p>Universidades e institutos peruanos han multiplicado sus ofertas de carreras y cursos en línea, ampliando el acceso y la calidad educativa.</p>
<h3>Beneficios Económicos y Sociales de la Educación Virtual</h3>
<ol>
<li><strong>Reducción de costos asociados a la presencialidad:</strong> transporte, alojamiento, alimentación y materiales, lo que alivia la carga económica de muchas familias, contribuyendo al ODS 1 (Fin de la Pobreza).</li>
<li><strong>Flexibilidad para combinar estudios con actividades laborales o familiares,</strong> facilitando la inclusión de adultos y jóvenes en formación continua, alineado con el ODS 5 (Igualdad de Género) y el ODS 8.</li>
</ol>
<p>Experiencias internacionales, como en Panamá, evidencian un aumento significativo en la participación estudiantil (de 60% a 90%) y en la retención escolar (de 10% a 25%), junto con importantes ahorros para los hogares.</p>
<h3>Crecimiento de Inscripciones y Demanda de Nuevas Competencias</h3>
<p>Desde 2019, plataformas de cursos abiertos y universidades en Perú han registrado un aumento sostenido en inscripciones, especialmente en áreas técnicas, tecnológicas y de gestión. Esto responde a la necesidad de adquirir habilidades digitales y profesionales, fundamentales para el desarrollo sostenible y el cumplimiento del ODS 4 y ODS 8.</p>
<p>Un informe de Harvard Online señala que, tras la pandemia, el 60% de los estudiantes universitarios globales se inscribió en al menos un curso online, y el 28% optó por estudiar exclusivamente en línea. Esta tendencia se refleja en Perú, donde la educación virtual es especialmente atractiva para adultos que buscan reconversión o actualización laboral.</p>
<h3>Retos para la Educación Virtual en Perú</h3>
<ul>
<li>Dificultades de conectividad en zonas alejadas, afectando el acceso equitativo (ODS 9 y ODS 10).</li>
<li>Brechas en competencias digitales y acceso a dispositivos adecuados, que requieren atención para garantizar la inclusión (ODS 4).</li>
<li>Necesidad de mejorar los diseños pedagógicos, formación docente y acompañamiento al estudiante para maximizar el impacto educativo.</li>
</ul>
<p>Como señala Luciano Velazco, <em>“La tecnología por sí sola no transforma la educación. Se necesitan mejores diseños pedagógicos, formación docente y acompañamiento al estudiante”.</em></p>
<h2>Conclusión</h2>
<p>La transformación digital educativa en Perú representa una oportunidad estratégica para avanzar en el cumplimiento de los Objetivos de Desarrollo Sostenible, especialmente en educación de calidad, reducción de desigualdades, crecimiento económico inclusivo e innovación. Sin embargo, es fundamental abordar los desafíos de conectividad y calidad pedagógica para asegurar que esta revolución digital beneficie a todos los sectores de la población.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><b>ODS 4: Educación de calidad</b>
<ul>
<li>El artículo destaca la educación virtual como un motor para mejorar el acceso y la calidad educativa en Perú y América Latina.</li>
<li>Se menciona la reducción de brechas históricas de acceso y calidad educativa mediante plataformas online.</li>
</ul>
</li>
<li><b>ODS 8: Trabajo decente y crecimiento económico</b>
<ul>
<li>El crecimiento del mercado de educación online impulsa la economía y ofrece oportunidades para la formación continua y la reconversión laboral.</li>
<li>Se menciona la demanda de formación continua en un mercado laboral competitivo.</li>
</ul>
</li>
<li><b>ODS 10: Reducción de las desigualdades</b>
<ul>
<li>El artículo resalta cómo la educación virtual facilita el acceso a estudiantes de zonas rurales, provincias y sectores vulnerables, reduciendo desigualdades.</li>
</ul>
</li>
<li><b>ODS 9: Industria, innovación e infraestructura</b>
<ul>
<li>Se menciona la digitalización educativa impulsada por la masificación del internet móvil y el uso de teléfonos inteligentes.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><b>Meta 4.3</b>: Asegurar el acceso igualitario para todos los hombres y mujeres a una educación técnica, profesional y superior de calidad, incluida la educación universitaria.
<ul>
<li>El artículo menciona la multiplicación de ofertas de carreras y cursos en línea en universidades e institutos peruanos.</li>
</ul>
</li>
<li><b>Meta 4.4</b>: Aumentar el número de jóvenes y adultos que tienen las competencias relevantes, incluidas competencias técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento.
<ul>
<li>Se destaca la necesidad de adquirir nuevas habilidades digitales y profesionales mediante la educación online.</li>
</ul>
</li>
<li><b>Meta 10.2</b>: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.
<ul>
<li>El acceso a la educación virtual para personas en zonas rurales y sectores vulnerables contribuye a esta meta.</li>
</ul>
</li>
<li><b>Meta 8.6</b>: Reducir considerablemente la proporción de jóvenes que no están empleados ni integrados en la educación o la formación.
<ul>
<li>El artículo menciona que la educación virtual facilita la formación continua y la reconversión laboral, ayudando a jóvenes y adultos a integrarse al mercado laboral.</li>
</ul>
</li>
<li><b>Meta 9.c</b>: Aumentar el acceso a la tecnología de la información y las comunicaciones y esforzarse por brindar acceso universal y asequible a Internet en los países en desarrollo.
<ul>
<li>Se menciona la masificación del internet móvil como factor clave para la digitalización educativa.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><b>Indicador 4.3.1</b>: Proporción de jóvenes y adultos que participan en educación técnica, profesional y superior.
<ul>
<li>El aumento de inscripciones en plataformas y universidades online en Perú desde 2019 es un dato relevante para este indicador.</li>
</ul>
</li>
<li><b>Indicador 4.4.1</b>: Proporción de jóvenes y adultos con competencias relevantes para el empleo.
<ul>
<li>El interés por cursos online para adquirir habilidades digitales y profesionales refleja avances en este indicador.</li>
</ul>
</li>
<li><b>Indicador 10.2.1</b>: Proporción de personas que viven por debajo del umbral nacional de pobreza, desglosado por grupos sociales.
<ul>
<li>El acceso a educación virtual para sectores vulnerables puede impactar en la reducción de esta proporción.</li>
</ul>
</li>
<li><b>Indicador 8.6.1</b>: Proporción de jóvenes que no están empleados ni integrados en la educación o la formación.
<ul>
<li>El aumento de la participación estudiantil y retención escolar en modalidad virtual, como el caso de Panamá, es un dato implícito para este indicador.</li>
</ul>
</li>
<li><b>Indicador 9.c.1</b>: Proporción de la población que usa Internet.
<ul>
<li>La masificación del internet móvil y el uso de teléfonos inteligentes en Perú son datos relevantes para este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior de calidad.</li>
<li>4.4: Aumentar competencias relevantes para empleo y emprendimiento.</li>
</ul>
</td>
<td>
<ul>
<li>4.3.1: Proporción de jóvenes y adultos en educación técnica, profesional y superior.</li>
<li>4.4.1: Proporción con competencias relevantes para empleo.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>
<ul>
<li>8.6: Reducir jóvenes ni empleados ni en educación o formación.</li>
</ul>
</td>
<td>
<ul>
<li>8.6.1: Proporción de jóvenes no empleados ni en educación o formación.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Promover inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo el umbral nacional de pobreza.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>9.c: Aumentar acceso a tecnologías de información y comunicaciones.</li>
</ul>
</td>
<td>
<ul>
<li>9.c.1: Proporción de la población que usa Internet.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/peru/2025/12/31/crece-la-industria-de-educacion-virtual-en-peru-plataformas-de-aprendizaje-online-apuntan-a-us22860-millones-en-la-region/">infobae.com</a></strong></p>
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<title>Inscripción abierta intradistrital 2026&#45;27 – dusd.net</title>
<link>https://sdgtalks.ai/Es/inscripcion-abierta-intradistrital-2026-27-dusdnet</link>
<guid>https://sdgtalks.ai/Es/inscripcion-abierta-intradistrital-2026-27-dusdnet</guid>
<description><![CDATA[ Inscripción abierta intradistrital 2026-27  dusd.net ]]></description>
<enclosure url="https://web.dusd.net/wp-content/uploads/2025/09/pbis2-1024x356.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 04 Jan 2026 19:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Inscripción, abierta, intradistrital, 2026-27, –, dusd.net</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Inscripción Abierta Anual Intradistrito para el Año Escolar 2026-27</h2>
<h3>Introducción</h3>
<p>El Distrito Escolar Unificado de Downey ha abierto el proceso de inscripción abierta anual intradistrito para el año escolar 2026-27. Esta iniciativa permite a las familias de estudiantes que residen dentro de los límites del distrito solicitar que sus hijos asistan a una escuela diferente a la de su área de asistencia, promoviendo la equidad y el acceso a una educación de calidad, en línea con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de calidad.</p>
<h3>Detalles del Proceso de Inscripción</h3>
<ol>
<li><strong>Periodo de Solicitud:</strong> Las solicitudes se aceptarán desde el 1 de enero hasta el 31 de enero de 2025.</li>
<li><strong>Modalidades de Solicitud:</strong>
<ul>
<li>En línea a través del sitio web oficial del distrito.</li>
<li>En persona, recogiendo formularios impresos en cualquiera de las escuelas o en la oficina del distrito ubicada en Brookshire Avenue.</li>
</ul>
</li>
<li><strong>Horario de Atención:</strong> La oficina del distrito atiende de lunes a viernes, de 7:30 a.m. a 4:30 p.m. Se recomienda confirmar el horario con el personal de cada escuela.</li>
<li><strong>Inscripción para Estudiantes Nuevos:</strong> Los estudiantes que ingresan por primera vez, incluyendo kínder y preescolar, deben inscribirse también en su escuela de residencia para asegurar su lugar en el distrito.</li>
<li><strong>Entrega de Solicitudes Escritas:</strong> Las solicitudes manuscritas deben entregarse en persona en el Departamento de Servicios Estudiantiles antes del 31 de enero de 2026 a las 4:30 p.m.</li>
</ol>
<h3>Proceso de Selección y Prioridad</h3>
<p>Las solicitudes no se procesan por orden de llegada. Se realizará un sorteo aleatorio e imparcial para crear una lista de espera para los permisos de inscripción abierta intradistrital para el año escolar 2026-27. Las escuelas podrán aceptar estudiantes de esta lista según la disponibilidad de cupos y la prioridad establecida, garantizando transparencia y equidad en el acceso educativo, contribuyendo al ODS 10: Reducción de las desigualdades.</p>
<h3>Contacto e Información Adicional</h3>
<p>Para obtener más información o resolver dudas, las familias pueden comunicarse con la Oficina de Servicios Estudiantiles al teléfono (562) 469-6550.</p>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<ul>
<li><strong>ODS 4: Educación de calidad</strong> – La inscripción abierta intradistrito facilita el acceso a una educación inclusiva y equitativa, promoviendo oportunidades educativas para todos los estudiantes dentro del distrito.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – El proceso de selección mediante sorteo aleatorio asegura igualdad de oportunidades para estudiantes de diferentes áreas dentro del distrito, reduciendo barreras y desigualdades en el acceso escolar.</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong> – La colaboración entre escuelas, familias y la administración del distrito fortalece el compromiso comunitario para alcanzar metas educativas sostenibles.</li>
</ul>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li>
<h3>ODS 4: Educación de calidad</h3>
<ul>
<li>El artículo trata sobre la inscripción abierta intradistrito en escuelas primarias, lo que está directamente relacionado con el acceso a una educación de calidad.</li>
<li>Se promueve la igualdad de oportunidades para estudiantes dentro del distrito escolar, facilitando el acceso a diferentes escuelas.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las desigualdades</h3>
<ul>
<li>El proceso de inscripción abierta intradistrito busca ofrecer oportunidades equitativas para estudiantes que residen dentro del distrito, ayudando a reducir desigualdades en el acceso a la educación.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li>
<h3>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</h3>
<ul>
<li>El artículo menciona la inscripción para escuelas primarias, asegurando que los estudiantes tengan acceso a educación primaria gratuita y equitativa dentro del distrito.</li>
</ul>
</li>
<li>
<h3>Meta 4.5: Igualdad de acceso a todos los niveles de educación</h3>
<ul>
<li>El sistema de inscripción abierta intradistrito permite a las familias elegir escuelas fuera de su área de asistencia, promoviendo la igualdad de acceso a diferentes opciones educativas.</li>
</ul>
</li>
<li>
<h3>Meta 10.2: Empoderar y promover la inclusión social, económica y política</h3>
<ul>
<li>El proceso de sorteo aleatorio e imparcial para la asignación de cupos busca garantizar la inclusión y evitar discriminación en el acceso a las escuelas.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li>
<h3>Indicador 4.1.2: Tasa de participación en educación primaria y secundaria</h3>
<ul>
<li>El número de estudiantes inscritos en las escuelas primarias del distrito puede usarse para medir la tasa de participación en educación primaria.</li>
</ul>
</li>
<li>
<h3>Indicador 4.5.1: Paridad en la participación en educación</h3>
<ul>
<li>El acceso equitativo a diferentes escuelas dentro del distrito, medido por la distribución de estudiantes inscritos en distintas escuelas, puede reflejar la paridad en la participación educativa.</li>
</ul>
</li>
<li>
<h3>Indicador 10.2.1: Proporción de grupos socialmente excluidos que acceden a servicios básicos</h3>
<ul>
<li>El uso de un sorteo aleatorio para asignar cupos puede ser un mecanismo para asegurar que grupos diversos tengan acceso a la educación, lo que puede medirse a través de la diversidad de estudiantes admitidos.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad</li>
<li>Meta 4.5: Igualdad de acceso a todos los niveles de educación</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.2: Tasa de participación en educación primaria y secundaria</li>
<li>Indicador 4.5.1: Paridad en la participación en educación</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Empoderar y promover la inclusión social, económica y política</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de grupos socialmente excluidos que acceden a servicios básicos</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://web.dusd.net/es/price/2026/01/01/2026-27-intra-district-open-enrollment/">web.dusd.net</a></strong></p>
<p> </p>]]> </content:encoded>
</item>

<item>
<title>ENTRE EL AULA Y EL CUIDADO EMOCIONAL: SALUD MENTAL Y CORRESPONSABILIDAD UNIVERSITARIA</title>
<link>https://sdgtalks.ai/Es/entre-el-aula-y-el-cuidado-emocional-salud-mental-y-corresponsabilidad-universitaria</link>
<guid>https://sdgtalks.ai/Es/entre-el-aula-y-el-cuidado-emocional-salud-mental-y-corresponsabilidad-universitaria</guid>
<description><![CDATA[ El artículo reflexiona sobre la salud mental como eje fundamental del desarrollo humano en la educación superior. Plantea la corresponsabilidad institucional en el cuidado emocional de los estudiantes, más allá de la atención clínica individual. Propone repensar prácticas académicas y relacionales para construir comunidades universitarias más humanas e integrales. ]]></description>
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<pubDate>Sun, 04 Jan 2026 12:54:26 -0500</pubDate>
<dc:creator>Julian Herrera</dc:creator>
<media:keywords>Salud mental; educación superior; corresponsabilidad institucional; desarrollo humano.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: 150%;"><b><span style="font-family: 'Arial',sans-serif;">ENTRE EL AULA Y EL CUIDADO EMOCIONAL: SALUD MENTAL Y CORRESPONSABILIDAD UNIVERSITARIA<o:p></o:p></span></b></p>
<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: 150%;"><b><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><b><span style="font-family: 'Arial',sans-serif;">Julián David Herrera<o:p></o:p></span></b></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><b><span style="font-family: 'Arial',sans-serif;">Maestrante en Educación: Desarrollo Humano<o:p></o:p></span></b></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><b><span style="font-family: 'Arial',sans-serif;">Universidad de San Buenaventura, Cali, Colombia<o:p></o:p></span></b></p>
<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: 150%;"><b><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Arial',sans-serif;">RESUMEN<o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">El artículo reflexiona sobre la salud mental como eje fundamental del desarrollo humano en la educación superior. Plantea la corresponsabilidad institucional en el cuidado emocional de los estudiantes, más allá de la atención clínica individual. Propone repensar prácticas académicas y relacionales para construir comunidades universitarias más humanas e integrales.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Arial',sans-serif;">PALABRAS CLAVES<o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Salud mental; educación superior; corresponsabilidad institucional; desarrollo humano.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: 150%;"><b><span style="font-family: 'Arial',sans-serif;">ENTRE EL AULA Y EL CUIDADO EMOCIONAL: SALUD MENTAL Y CORRESPONSABILIDAD UNIVERSITARIA<o:p></o:p></span></b></p>
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"></p>
<p></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">En el marco de la formación en la Maestría en Educación: Desarrollo Humano, adelanto como trabajo de grado una investigación denominada “<i>IMPORTANCIA DE LA SALUD MENTAL COMO ESFERA QUE CONTRIBUYE AL DESARROLLO HUMANO Y LA FORMACIÓN INTEGRAL EN LOS ESTUDIANTES EN LA EDUCACIÓN SUPERIOR</i>”, la cual expresa no solo un compromiso académico, sino el interés por hacer un llamado para que, en los escenarios de educación superior, se piense en los estudiantes como seres humanos, merecedores de un alto sentido de dignidad en bien de su desarrollo humano. En este contexto de formación nace este breve artículo, que parte con la pregunta:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">¿Es aquí donde puedo venir a llorar?<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Esta pregunta, lejos de ser una solicitud ingenua, condensa una realidad que atraviesa cotidianamente a miles de jóvenes universitarios en el país. No se trata de pedir permiso, sino de expresar la urgencia de encontrar espacios donde sea posible desatar los nudos emocionales que emergen de una cotidianidad marcada por desafíos personales, familiares, económicos y académicos.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">La salud mental de los jóvenes en edad universitaria no puede entenderse como un asunto exclusivo de los profesionales del área, ni como una función aislada de las dependencias de bienestar. Se configura, más bien, como una responsabilidad compartida que interpela a todos los roles que conforman la comunidad universitaria: directivos, docentes, equipos administrativos y los mismos estudiantes. Asumir esta corresponsabilidad implica reconocer que el cuidado emocional también es una tarea empática, política y pedagógica.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Desde la experiencia como profesional universitario, he observado que los malestares emocionales y las afectaciones a la salud mental constituyen una dimensión recurrente en la trayectoria académica de los estudiantes. Esta constatación no se limita a una vivencia laboral, sino que encuentra sustento en la Política Nacional de Salud Mental 2024–2033, la cual identifica a los jóvenes entre los 16 y 28 años como una población prioritaria en términos de riesgo psicosocial. En este grupo confluyen procesos de formación académica, construcción de identidad y exigencias institucionales propias de la educación superior, generando tensiones que requieren una atención integral.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Reconocer el escenario universitario como un espacio que no solo produce conocimiento, sino que acompaña la formación integral de sujetos en proceso de construcción identitaria, invita a formular preguntas necesarias: ¿de qué manera se está comprendiendo la salud mental en las instituciones de educación superior? y ¿cómo se traduce esta comprensión en prácticas cotidianas que impactan la vida estudiantil?<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">En este sentido, resulta insuficiente delegar el cuidado de la salud mental únicamente al sistema de salud o limitarlo a procesos de remisión externa. Las dinámicas académicas, evaluativas y relacionales que se configuran al interior de las instituciones inciden de manera directa en el bienestar emocional de los estudiantes. Desconocer esta relación implica fragmentar la experiencia universitaria y desdibujar la responsabilidad institucional en la formación integral.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">La salud mental se construye, en gran medida, en el escenario cotidiano de los jóvenes que acceden a la educación superior, un logro que ya supone presiones significativas en contextos de desigualdad social. Por ello, su abordaje no puede reducirse exclusivamente a la atención psicológica individual. Implica, además, habilitar espacios seguros, fortalecer lugares de socialización y encuentro, impulsar la cultura y el deporte, promover relaciones pedagógicas basadas en el respeto y consolidar escenarios de participación legítimos. Se trata, en esencia, de construir instituciones donde los estudiantes encuentren un lugar para expresar su malestar sin temor al juicio.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Este llamado no busca instaurar modelos inéditos, sino propiciar una revisión crítica de las prácticas y discursos que se reproducen en la vida universitaria. Las exigencias académicas, la interacción con docentes, investigadores y sectores externos, así como los modos de evaluación y acompañamiento, no deberían configurarse como experiencias marcadas por el temor o la competencia desmedida. Repensar estos aspectos es una condición necesaria para cuidar la integridad emocional de quienes hoy se forman como profesionales.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Concebir el proceso académico universitario desde una perspectiva integral implica fortalecer escenarios de comunidad por encima de lógicas exclusivamente competitivas, así como desarrollar herramientas financieras, pedagógicas y de cuidado que acompañen la permanencia estudiantil. Un campus que reconoce la complejidad de la experiencia estudiantil no genera fragilidad, sino oportunidades reales de formación y desarrollo.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">La salud mental, entendida como un eje transversal de la vida universitaria, abre la posibilidad de construir nuevas formas de encuentro, tejer redes de apoyo y consolidar vínculos más sanos. En este reconocimiento del otro, y en la disposición institucional para escuchar, se encuentra un camino posible hacia comunidades universitarias más humanas, responsables y sostenibles.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Repensar la salud mental en la universidad implica abrir un proceso de revisión y transformación de las estrategias institucionales que inciden en la vida estudiantil. Este enfoque encuentra respaldo en la reciente Ley 2460 de 2025, que reconoce la importancia de integrar acciones pedagógicas, educativas y comunitarias en la promoción y el cuidado de la salud mental, e invita a las instituciones de educación superior a fortalecer prácticas y políticas institucionales más sensibles al bienestar estudiantil.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;"></span></p>
<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: 150%;"><b><span style="font-family: 'Arial',sans-serif;">UNA EDUCACIÓN DE CALIDAD NO SE MIDE SOLO POR LOS SABERES QUE TRANSMITE, SINO POR SU CAPACIDAD DE CUIDAR LA SALUD MENTAL, ESCUCHAR EL DOLOR Y ACOMPAÑAR INTEGRALMENTE EL DESARROLLO HUMANO DE QUIENES APRENDEN.<o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Ministerio de Educación confirma cuándo iniciarán las clases en 2026 – Bolivia.com</title>
<link>https://sdgtalks.ai/Es/ministerio-de-educacion-confirma-cuando-iniciaran-las-clases-en-2026-boliviacom</link>
<guid>https://sdgtalks.ai/Es/ministerio-de-educacion-confirma-cuando-iniciaran-las-clases-en-2026-boliviacom</guid>
<description><![CDATA[ Ministerio de Educación confirma cuándo iniciarán las clases en 2026  Bolivia.com ]]></description>
<enclosure url="https://cdn.bolivia.com/sdi/2025/12/29/educacion-confirma-el-inicio-del-ano-escolar-2026-y-adelantan-reforma-curricular-1316294.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 29 Dec 2025 13:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ministerio, Educación, confirma, cuándo, iniciarán, las, clases, 2026, –, Bolivia.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Inicio del Año Escolar 2026 y Reforma Curricular en Bolivia</h2>
<div>
  <img decoding="async" src="https://cdn.bolivia.com/sdi/2025/12/29/educacion-confirma-el-inicio-del-ano-escolar-2026-y-adelantan-reforma-curricular-1316294.jpg" alt="Inicio del año escolar 2026 en Bolivia">
<p>La ministra de Educación, Beatriz García, confirmó que las clases comenzarán el próximo 2 de febrero. Fuente: <a href="https://www.minedu.gob.bo/" target="_blank">Ministerio de Educación Bolivia</a></p>
</div>
<h3>Confirmación del Inicio de Clases y Ajustes en el Sistema Educativo</h3>
<p>La ministra de Educación, Beatriz García, anunció que el regreso a clases en Bolivia será el 2 de febrero de 2026, señalando que <em>“habrá ajustes”</em> en el sistema educativo. El Gobierno ha analizado la necesidad de reestructurar la educación nacional para alinearla con los Objetivos de Desarrollo Sostenible (ODS), especialmente en lo que respecta a la educación de calidad (ODS 4).</p>
<p>El comunicado oficial del Ministerio de Educación destaca que la gestión trabajará para:</p>
<ul>
<li>Reducir la burocracia y la corrupción en el sistema educativo.</li>
<li>Introducir cambios curriculares que permitan una educación innovadora, competitiva y abierta al mundo.</li>
</ul>
<h3>Trabajo Estratégico y Enfoque en la Ley Avelino Siñani – Elizardo Pérez</h3>
<p>Desde su asunción, la ministra García ha mantenido reuniones estratégicas con diversas organizaciones sociales para analizar las posturas pedagógicas sobre la Ley Avelino Siñani – Elizardo Pérez, que rige el sistema educativo boliviano.</p>
<p>La ministra afirmó:</p>
<blockquote><p>
  <em>“El 2026 apuntamos a implementar un diseño curricular que realmente beneficie a nuestros niños y jóvenes. Nuestra prioridad absoluta será la medición de la calidad educativa, para saber no solo cuántos niños van al colegio, sino cuánto y qué están aprendiendo realmente”.</em>
</p></blockquote>
<p>Este enfoque está alineado con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje para todos.</p>
<h3>Próximas Medidas y Protocolos Sanitarios</h3>
<p>En las próximas semanas se espera la presentación de la resolución ministerial 001/2026, que establecerá:</p>
<ol>
<li>Períodos de inscripción para el año escolar.</li>
<li>Nuevas fechas para descansos y vacaciones.</li>
<li>Protocolos de seguridad actualizados ante la emergencia sanitaria por la influenza H3N2.</li>
</ol>
<p>Estas medidas contribuyen a garantizar un ambiente escolar seguro y saludable, en línea con el ODS 3 (Salud y bienestar).</p>
<h2>Contexto Histórico del Sistema Educativo Boliviano</h2>
<h3>15 Años Sin Reforma Educativa Mayor</h3>
<p>Desde la promulgación de la Ley Nº 070 de Educación <em>Avelino Siñani – Elizardo Pérez</em> el 20 de diciembre de 2010, Bolivia no ha experimentado una reforma educativa ni cambios curriculares estructurales significativos. Esta ley estableció el <strong>Modelo Educativo Sociocomunitario Productivo</strong>, que reemplazó el marco anterior de la Ley de Reforma Educativa N.º 1565 de 1994.</p>
<p>La implementación del currículo base plurinacional y del modelo educativo fue progresiva:</p>
<ul>
<li>Comenzó en niveles iniciales entre 2012 y 2014.</li>
<li>Se universalizó gradualmente en etapas superiores de educación.</li>
<li>Se consolidó en documentos ministeriales para 2018.</li>
</ul>
<h3>Reformas Anteriores y Enfoque en la Interculturalidad</h3>
<p>Antes de la Ley Nº 070, la reforma educativa más reciente fue la Ley N.º 1565 de Reforma Educativa, promulgada el 7 de julio de 1994, que introdujo la interculturalidad y cambios curriculares en la educación primaria.</p>
<p>La falta de reformas mayores durante 15 años subraya la importancia de la actual iniciativa para actualizar el sistema educativo, con un enfoque en la calidad, la inclusión y la innovación, pilares fundamentales para alcanzar los ODS, especialmente el ODS 4.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la reforma educativa en Bolivia, la mejora del currículo y la medición de la calidad educativa, aspectos directamente relacionados con el ODS 4.</li>
</ul>
</li>
<li><strong>ODS 16: Paz, justicia e instituciones sólidas</strong>
<ul>
<li>Se menciona el objetivo de reducir la burocracia y la corrupción en el sistema educativo, lo cual está vinculado con el fortalecimiento de instituciones y la promoción de la transparencia, aspectos del ODS 16.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>El artículo menciona protocolos de seguridad ante la emergencia sanitaria por la influenza H3N2, lo que conecta con la promoción de la salud y el bienestar.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la enseñanza primaria y secundaria gratuita, equitativa y de calidad.
<ul>
<li>El artículo menciona la prioridad de medir la calidad educativa y asegurar que los niños y jóvenes realmente aprendan, lo que se alinea con esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.3</strong>: Asegurar el acceso igualitario de todos los hombres y mujeres a una formación técnica, profesional y superior de calidad.
<ul>
<li>La reforma curricular busca una educación innovadora y competitiva, abierta al mundo, lo que implica mejorar la formación técnica y profesional.</li>
</ul>
</li>
<li><strong>Meta 16.5</strong>: Reducir considerablemente la corrupción y el soborno en todas sus formas.
<ul>
<li>El compromiso de reducir la corrupción en el sistema educativo está directamente relacionado con esta meta.</li>
</ul>
</li>
<li><strong>Meta 3.d</strong>: Fortalecer la capacidad de todos los países para la gestión de riesgos de salud y la alerta temprana.
<ul>
<li>Los nuevos protocolos de seguridad ante la influenza H3N2 responden a esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1:</strong> Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>Implícito en la medición de cuántos niños asisten a la escuela y completan sus estudios.</li>
</ul>
</li>
<li><strong>Indicador 4.1.2:</strong> Proporción de alumnos que alcanzan niveles mínimos de competencia en lectura y matemáticas.
<ul>
<li>El énfasis en medir “cuánto y qué están aprendiendo realmente” se relaciona con este indicador.</li>
</ul>
</li>
<li><strong>Indicador 16.5.1:</strong> Proporción de personas que perciben que la corrupción es un problema en instituciones públicas.
<ul>
<li>La intención de reducir la corrupción en el sistema educativo puede medirse a través de este indicador.</li>
</ul>
</li>
<li><strong>Indicador 3.d.1:</strong> Capacidad de los sistemas de salud para responder a emergencias sanitarias.
<ul>
<li>Los protocolos de seguridad ante la influenza H3N2 son una medida para fortalecer esta capacidad.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Completar educación primaria y secundaria de calidad.</li>
<li>Meta 4.3: Acceso igualitario a formación técnica y profesional.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.1: Tasa de finalización de educación primaria y secundaria.</li>
<li>Indicador 4.1.2: Nivel de competencia en lectura y matemáticas.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>Meta 16.5: Reducir la corrupción en instituciones públicas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 16.5.1: Percepción de corrupción en instituciones públicas.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>Meta 3.d: Fortalecer la gestión de riesgos y alertas sanitarias.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 3.d.1: Capacidad de respuesta a emergencias sanitarias.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.bolivia.com/actualidad/nacionales/educacion-confirma-el-inicio-del-ano-escolar-2026-y-adelantan-reforma-curricular-556839">bolivia.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>El 14,2% de los jóvenes de la UE abandonó la educación al menos una vez en su vida, un 15,5% de españoles – Magisnet</title>
<link>https://sdgtalks.ai/Es/el-142-de-los-jovenes-de-la-ue-abandono-la-educacion-al-menos-una-vez-en-su-vida-un-155-de-espanoles-magisnet</link>
<guid>https://sdgtalks.ai/Es/el-142-de-los-jovenes-de-la-ue-abandono-la-educacion-al-menos-una-vez-en-su-vida-un-155-de-espanoles-magisnet</guid>
<description><![CDATA[ El 14,2% de los jóvenes de la UE abandonó la educación al menos una vez en su vida, un 15,5% de españoles  Magisnet ]]></description>
<enclosure url="https://www.magisnet.com/wp-content/uploads/2025/02/Abandono-escolar-temprano.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 28 Dec 2025 07:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>14, 2, los, jóvenes, abandonó, educación, menos, una, vez, vida, 15, 5, españoles, –, Magisnet</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Uso de Tecnologías y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción</h3>
<p>En el contexto actual, el uso de tecnologías como las cookies para almacenar y acceder a la información del dispositivo es fundamental para mejorar la experiencia del usuario en plataformas digitales. Este informe analiza el uso de dichas tecnologías y su impacto en relación con los Objetivos de Desarrollo Sostenible (ODS), destacando la importancia de un manejo responsable y ético de los datos.</p>
<h3>Objetivos de Desarrollo Sostenible Relacionados</h3>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>Garantizar una educación inclusiva y equitativa de calidad, promoviendo el acceso a la información y tecnologías digitales.</li>
<li>El uso adecuado de tecnologías facilita el acceso a recursos educativos y mejora la experiencia de aprendizaje.</li>
</ul>
</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong>
<ul>
<li>Fomentar la innovación tecnológica y la infraestructura digital para el desarrollo sostenible.</li>
<li>La implementación de tecnologías como cookies contribuye a la mejora continua de servicios digitales.</li>
</ul>
</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong>
<ul>
<li>Promover sociedades pacíficas e inclusivas con acceso a la información y protección de datos personales.</li>
<li>El consentimiento informado en el uso de tecnologías es clave para garantizar la privacidad y derechos de los usuarios.</li>
</ul>
</li>
</ol>
<h3>Tipos de Almacenamiento y Acceso Técnico</h3>
<p>El almacenamiento y acceso a la información mediante tecnologías digitales se clasifica en diferentes categorías, cada una con un propósito específico:</p>
<ul>
<li><strong>Almacenamiento Técnico Funcional:</strong> Es estrictamente necesario para permitir el uso de servicios específicos solicitados por el usuario, o para la transmisión de comunicaciones electrónicas.</li>
<li><strong>Almacenamiento de Preferencias:</strong> Permite guardar preferencias del usuario que no han sido solicitadas explícitamente, mejorando la personalización del servicio.</li>
<li><strong>Almacenamiento para Estadísticas:</strong> Utilizado exclusivamente para fines estadísticos, incluyendo estadísticas anónimas que no identifican al usuario, contribuyendo a la mejora de servicios.</li>
<li><strong>Almacenamiento para Marketing:</strong> Se emplea para crear perfiles de usuario con el fin de enviar publicidad o rastrear el comportamiento en diferentes sitios web.</li>
</ul>
<h3>Importancia del Consentimiento y su Impacto en los ODS</h3>
<p>El consentimiento informado para el uso de tecnologías es fundamental para respetar los derechos de los usuarios y promover la transparencia. La negativa o retirada del consentimiento puede afectar ciertas funcionalidades, pero es un derecho que debe ser respetado para cumplir con los principios de justicia y equidad contemplados en los ODS.</p>
<h3>Conclusión</h3>
<p>El uso responsable de tecnologías digitales, como las cookies, está alineado con varios Objetivos de Desarrollo Sostenible, especialmente en la promoción de una educación de calidad, innovación tecnológica y la protección de los derechos de los usuarios. Es esencial fomentar prácticas que respeten el consentimiento y la privacidad, contribuyendo así a un desarrollo sostenible e inclusivo.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo menciona el abandono escolar temprano, lo que está directamente relacionado con la educación y la necesidad de garantizar una educación inclusiva, equitativa y de calidad para todos.</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</li>
<li><strong>Meta 4.3:</strong> Asegurar el acceso igualitario de todos los hombres y mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la educación y la formación profesional para las personas vulnerables, incluido el abandono escolar temprano.</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.1.2:</strong> Tasa de abandono escolar en educación primaria y secundaria. Este indicador es implícito en el artículo, ya que se aborda el tema del abandono escolar temprano.</li>
<li><strong>Indicador 4.5.1:</strong> Paridad de género en la educación, que puede relacionarse con la eliminación de disparidades y la reducción del abandono escolar.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Completar educación primaria y secundaria gratuita y de calidad.</li>
<li>4.3: Acceso igualitario a formación técnica, profesional y superior.</li>
<li>4.5: Eliminar disparidades de género y asegurar acceso igualitario para personas vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Tasa de abandono escolar en educación primaria y secundaria.</li>
<li>4.5.1: Paridad de género en la educación.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.magisnet.com/2025/12/el-142-de-los-jovenes-de-la-ue-abandono-la-educacion-al-menos-una-vez-un-155-de-espanoles/">magisnet.com</a></strong></p>
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<title>La provincia de An Giang reorganizará las instalaciones educativas y los puestos de salud a nivel comunal antes del 31 de diciembre. – Vietnam.vn</title>
<link>https://sdgtalks.ai/Es/la-provincia-de-an-giang-reorganizara-las-instalaciones-educativas-y-los-puestos-de-salud-a-nivel-comunal-antes-del-31-de-diciembre-vietnamvn</link>
<guid>https://sdgtalks.ai/Es/la-provincia-de-an-giang-reorganizara-las-instalaciones-educativas-y-los-puestos-de-salud-a-nivel-comunal-antes-del-31-de-diciembre-vietnamvn</guid>
<description><![CDATA[ La provincia de An Giang reorganizará las instalaciones educativas y los puestos de salud a nivel comunal antes del 31 de diciembre.  Vietnam.vn ]]></description>
<enclosure url="https://vstatic.vietnam.vn/vietnam/resource/IMAGE/2025/12/25/1766636264213_hcimg_0892_compressed-1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 28 Dec 2025 07:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>provincia, Giang, reorganizará, las, instalaciones, educativas, los, puestos, salud, nivel, comunal, antes, del, diciembre., –, Vietnam.vn</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Reorganización de las Instalaciones Educativas y Puestos de Salud en la Provincia de An Giang</h2>
<h3>Contexto y Liderazgo</h3>
<p>La provincia de An Giang está llevando a cabo un proceso de reorganización de las instalaciones educativas y los puestos de salud a nivel comunal, con el objetivo de completar esta tarea antes del 31 de diciembre de 2025. Esta iniciativa está presidida por la Sra. Nguyen Thi Minh Thuy, vicepresidenta del Comité Popular de la provincia de An Giang.</p>
<h3>Situación Actual y Plan de Reorganización</h3>
<ol>
<li>
    <strong>Sector Salud:</strong>
<ul>
<li>Actualmente, existen 298 puestos de salud en comunas, distritos y zonas especiales bajo la gestión directa del centro de salud.</li>
<li>El Departamento de Salud ha elaborado un plan para transferir la gestión de estos puestos de salud a los Comités Populares de comunas, distritos y zonas especiales.</li>
<li>Se están solicitando opiniones de departamentos, organismos pertinentes y Comités Populares locales para optimizar esta reorganización.</li>
<li>La infraestructura actual presenta deterioro y no cumple con los requisitos establecidos en la Circular No. 43/2025/TT-BYT para unidades de servicio público.</li>
<li>El plazo ajustado para la transferencia y establecimiento de los puestos de salud como unidades de servicio público genera desafíos y confusión en la implementación.</li>
</ul>
</li>
<li>
    <strong>Sector Educación:</strong>
<ul>
<li>Se planifica la fusión de 107 instituciones educativas comunales pequeñas para formar escuelas generales de varios niveles antes de 2030.</li>
<li>11 unidades educativas serán disueltas o reorganizadas, y los campus filiales serán reestructurados.</li>
<li>Cinco internados secundarios étnicos han sido transferidos a la gestión de los Comités Populares a nivel comunal y de barrio.</li>
</ul>
</li>
</ol>
<h3>Objetivos de Desarrollo Sostenible (ODS) Relacionados</h3>
<ul>
<li><strong>ODS 3: Salud y Bienestar</strong> – La reorganización de los puestos de salud busca mejorar la gestión local y la calidad de los servicios de salud, contribuyendo a garantizar una vida sana y promover el bienestar para todos en todas las edades.</li>
<li><strong>ODS 4: Educación de Calidad</strong> – La fusión y reorganización de instituciones educativas comunales tiene como finalidad mejorar la calidad y la accesibilidad de la educación, asegurando una educación inclusiva, equitativa y de calidad.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Al fortalecer la infraestructura y los servicios públicos a nivel comunal, se promueve el desarrollo de comunidades sostenibles y resilientes.</li>
</ul>
<h3>Acciones y Recomendaciones</h3>
<ol>
<li>El Departamento de Salud debe:
<ul>
<li>Definir claramente la disposición de los puestos de salud comunales.</li>
<li>Seleccionar la ubicación del puesto de salud principal y de las estaciones secundarias.</li>
<li>Proponer tres opciones de implementación que cumplan con la Circular Nº 43/2025/TT-BYT del Ministerio de Salud.</li>
</ul>
</li>
<li>El Departamento de Educación y Formación debe:
<ul>
<li>Incorporar los comentarios recibidos para finalizar la propuesta de reorganización educativa.</li>
</ul>
</li>
<li>El Departamento de Asuntos Internos debe:
<ul>
<li>Finalizar la presentación de propuestas a la Oficina del Comité Popular Provincial antes del 26 de diciembre.</li>
<li>Solicitar opiniones de los miembros del Comité Popular Provincial y del Comité del Partido para su evaluación.</li>
</ul>
</li>
<li>La Oficina del Comité Popular Provincial debe:
<ul>
<li>Presentar las propuestas al Comité Permanente del Partido Provincial para su aprobación y seguimiento.</li>
</ul>
</li>
</ol>
<h3>Conclusión</h3>
<p>La reorganización de las instituciones educativas y los puestos de salud a nivel comunal en la provincia de An Giang es una tarea urgente y estratégica que contribuye directamente al cumplimiento de varios Objetivos de Desarrollo Sostenible, especialmente en salud, educación y desarrollo comunitario sostenible. La coordinación entre departamentos y la participación activa de los Comités Populares locales son esenciales para el éxito de este proceso antes del plazo establecido.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>El artículo se centra en la reorganización de los puestos de salud comunales para mejorar la gestión y la infraestructura sanitaria.</li>
</ul>
</li>
<li><strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>Se aborda la reorganización de las instituciones educativas comunales, la fusión de escuelas y la transferencia de internados étnicos a la gestión local.</li>
</ul>
</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong>
<ul>
<li>La reorganización de servicios públicos a nivel comunal contribuye a mejorar la gestión local y la sostenibilidad de las comunidades.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 3.8:</strong> Lograr la cobertura sanitaria universal y el acceso a servicios de salud esenciales de calidad.
<ul>
<li>La reorganización de los puestos de salud comunales busca mejorar la accesibilidad y calidad de los servicios de salud.</li>
</ul>
</li>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria de calidad.
<ul>
<li>La fusión y reorganización de escuelas comunales de pequeña escala para formar escuelas generales de varios niveles apunta a mejorar la calidad educativa.</li>
</ul>
</li>
<li><strong>Meta 11.3:</strong> Aumentar la urbanización inclusiva y sostenible y la capacidad para la planificación y gestión participativa.
<ul>
<li>La transferencia de la gestión de servicios públicos a nivel comunal fortalece la planificación y gestión local.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicadores para ODS 3:</strong>
<ul>
<li>Número y proporción de puestos de salud comunales reorganizados y bajo gestión local.</li>
<li>Estado de la infraestructura de los puestos de salud (evaluación de deterioro y adecuación a normativas).</li>
</ul>
</li>
<li><strong>Indicadores para ODS 4:</strong>
<ul>
<li>Número de instituciones educativas comunales fusionadas o reorganizadas.</li>
<li>Proporción de estudiantes atendidos en escuelas generales de varios niveles.</li>
<li>Transferencia de internados étnicos a la gestión comunal.</li>
</ul>
</li>
<li><strong>Indicadores para ODS 11:</strong>
<ul>
<li>Porcentaje de servicios públicos comunales gestionados por los Comités Populares locales.</li>
<li>Tiempo y cumplimiento de los plazos para la reorganización (antes del 31 de diciembre de 2025).</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y Bienestar</td>
<td>Meta 3.8: Cobertura sanitaria universal y acceso a servicios de salud esenciales de calidad.</td>
<td>
<ul>
<li>Número y proporción de puestos de salud comunales reorganizados bajo gestión local.</li>
<li>Estado de la infraestructura de los puestos de salud conforme a normativas.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>Meta 4.1: Completar educación primaria y secundaria de calidad para todos los niños y jóvenes.</td>
<td>
<ul>
<li>Número de instituciones educativas comunales fusionadas o reorganizadas.</li>
<li>Proporción de estudiantes en escuelas generales de varios niveles.</li>
<li>Transferencia de internados étnicos a gestión comunal.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 11: Ciudades y Comunidades Sostenibles</td>
<td>Meta 11.3: Urbanización inclusiva y sostenible con gestión participativa.</td>
<td>
<ul>
<li>Porcentaje de servicios públicos comunales bajo gestión de Comités Populares locales.</li>
<li>Cumplimiento de plazos para reorganización (antes del 31 de diciembre de 2025).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.vietnam.vn/es/an-giang-sap-xep-cac-co-so-giao-duc-va-cac-tram-y-te-cap-xa-truoc-ngay-31-12">vietnam.vn</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Glosario de tecnología: qué significa Revitalizando la Educación: Innovación y Estrategias en el Máster de Diseño Tecnopedagógico – Infobae</title>
<link>https://sdgtalks.ai/Es/glosario-de-tecnologia-que-significa-revitalizando-la-educacion-innovacion-y-estrategias-en-el-master-de-diseno-tecnopedagogico-infobae</link>
<guid>https://sdgtalks.ai/Es/glosario-de-tecnologia-que-significa-revitalizando-la-educacion-innovacion-y-estrategias-en-el-master-de-diseno-tecnopedagogico-infobae</guid>
<description><![CDATA[ Glosario de tecnología: qué significa Revitalizando la Educación: Innovación y Estrategias en el Máster de Diseño Tecnopedagógico  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/HZ3G43TDRJHVFN4WGLVAKSJTWQ.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 21 Dec 2025 21:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Glosario, tecnología:, qué, significa, Revitalizando, Educación:, Innovación, Estrategias, Máster, Diseño, Tecnopedagógico, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Tecnología y su Impacto en la Educación y la Vida Diaria con Enfoque en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción</h3>
<p>En las últimas décadas, la tecnología se ha consolidado como una herramienta fundamental en la vida diaria, transformando la manera en que realizamos nuestras actividades cotidianas. La pandemia de COVID-19 aceleró la adopción del internet de las cosas y la tecnología educativa, evidenciando la necesidad de ampliar nuestro conocimiento para no quedar rezagados en esta revolución digital.</p>
<h3>La Tecnología y los Objetivos de Desarrollo Sostenible</h3>
<p>El avance tecnológico está estrechamente vinculado con varios Objetivos de Desarrollo Sostenible (ODS), tales como:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – La tecnología facilita el acceso a una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje permanente para todos.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Impulsa la innovación y el desarrollo de infraestructuras tecnológicas que soportan el crecimiento sostenible.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – La tecnología contribuye a disminuir brechas sociales y educativas, especialmente mediante la educación inclusiva y accesible.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Fomenta la colaboración entre instituciones educativas, tecnológicas y sociales para alcanzar metas comunes.</li>
</ol>
<h2>El Máster en Diseño Tecnopedagógico de la Universidad Isabel I</h2>
<h3>Descripción del Programa</h3>
<p>La Universidad Isabel I ha desarrollado un Máster en Diseño Tecnopedagógico que responde a la creciente demanda de profesionales especializados en e-learning. Este programa innovador prepara a los estudiantes para liderar la transformación educativa mediante el uso de tecnologías digitales, alineándose con el <strong>ODS 4: Educación de Calidad</strong>.</p>
<h3>Objetivos del Máster</h3>
<ul>
<li>Comprender el uso y aplicación de la tecnología educativa.</li>
<li>Desarrollar habilidades para diseñar y ejecutar estrategias metodológicas en entornos e-learning.</li>
<li>Integrar herramientas y recursos tecnológicos en actividades educativas diversas.</li>
<li>Promover el aprendizaje continuo y autónomo más allá del aula.</li>
<li>Fomentar la educación inclusiva mediante la asignatura de Usabilidad e Infoaccesibilidad, atendiendo a personas con discapacidad o en riesgo de exclusión social, en línea con el <strong>ODS 10: Reducción de las Desigualdades</strong>.</li>
</ul>
<h3>Metodología y Recursos</h3>
<p>El máster utiliza una metodología personalizada y flexible que permite a los estudiantes aprender desde cualquier lugar y momento, apoyándose en una plataforma avanzada. Las actividades incluyen:</p>
<ul>
<li>Trabajo dirigido y participación en comunidades de aprendizaje virtual.</li>
<li>Casos prácticos, foros y debates para profundizar en los contenidos.</li>
<li>Resolución de problemas y elaboración de proyectos aplicados.</li>
<li>Presentación y defensa de trabajos con acompañamiento de tutorías personalizadas.</li>
<li>Evaluación continua complementada con exámenes presenciales para garantizar la integridad académica.</li>
</ul>
<h3>Impacto Profesional y Resultados</h3>
<p>Los graduados del máster están capacitados para desempeñarse en áreas como diseño instruccional, desarrollo de recursos virtuales, auditoría de cursos online, producción de contenidos digitales y formación corporativa. Según un estudio de inserción laboral de 2019:</p>
<ul>
<li>El 62,8% de los egresados trabaja en áreas relacionadas con su formación.</li>
<li>El 60,4% ha experimentado mejoras o promociones laborales gracias al máster.</li>
</ul>
<p>Este impacto contribuye al <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>, al promover empleos de calidad y desarrollo profesional.</p>
<h2>La Tecnología como Aliada en la Vida Diaria</h2>
<h3>Beneficios y Aplicaciones</h3>
<p>La incorporación de la tecnología en la vida cotidiana ofrece múltiples beneficios que contribuyen al bienestar y la calidad de vida, alineándose con el <strong>ODS 3: Salud y Bienestar</strong> y el <strong>ODS 11: Ciudades y Comunidades Sostenibles</strong>. Entre sus aportes destacan:</p>
<ol>
<li>Organización personal y laboral mediante aplicaciones y dispositivos inteligentes.</li>
<li>Mejora del bienestar físico y mental a través de gadgets y software especializados.</li>
<li>Facilitación de la comunicación global, superando barreras geográficas.</li>
<li>Incremento de la seguridad y comodidad en el hogar mediante sistemas inteligentes.</li>
<li>Optimización del tiempo y apertura a nuevas oportunidades de aprendizaje.</li>
</ol>
<h2>Conclusión</h2>
<p>La tecnología es un componente esencial para alcanzar los Objetivos de Desarrollo Sostenible, especialmente en educación, innovación, reducción de desigualdades y crecimiento económico. Programas como el Máster en Diseño Tecnopedagógico de la Universidad Isabel I representan una apuesta estratégica para formar profesionales capaces de liderar la transformación digital educativa con un enfoque inclusivo y sostenible.</p>
<p>Adoptar y potenciar la tecnología en la vida diaria y profesional no solo mejora la calidad de vida, sino que también contribuye al desarrollo sostenible global, garantizando un futuro más equitativo y próspero para todos.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo destaca la importancia de la educación online, la formación en diseño tecnopedagógico y la inclusión educativa.</li>
<li><strong>ODS 9: Industria, innovación e infraestructura</strong> – Se aborda el uso de la tecnología y la innovación en la educación y la vida diaria.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – Se menciona la educación inclusiva y el compromiso con la accesibilidad para personas con discapacidad o en riesgo de exclusión social.</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong> – Se hace referencia a la inserción laboral y mejora en condiciones laborales de los graduados del máster.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.3:</strong> Garantizar el acceso igualitario a una educación técnica, profesional y superior de calidad, incluida la educación superior accesible.</li>
<li><strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos con habilidades relevantes, incluidas habilidades técnicas y profesionales para el empleo, el trabajo decente y el emprendimiento.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades de género y asegurar el acceso igualitario a todos los niveles de educación para personas en situación de vulnerabilidad.</li>
<li><strong>Meta 9.5:</strong> Mejorar la investigación científica y la capacidad tecnológica de los sectores industriales y otros sectores.</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas.</li>
<li><strong>Meta 8.5:</strong> Lograr el empleo pleno y productivo y el trabajo decente para todos los hombres y mujeres.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.3.1:</strong> Tasa de participación en educación terciaria, incluida la educación técnica, profesional y superior.</li>
<li><strong>Indicador 4.4.1:</strong> Proporción de jóvenes y adultos con habilidades relevantes para el empleo y el emprendimiento.</li>
<li><strong>Indicador 4.5.1:</strong> Paridad en la participación en educación en todos los niveles, especialmente para grupos vulnerables.</li>
<li><strong>Indicador 8.5.2:</strong> Tasa de empleo de jóvenes graduados en relación con su formación.</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que se sienten incluidas social y económicamente.</li>
<li><strong>Indicador relacionado con inserción laboral:</strong> Porcentaje de graduados que trabajan en áreas relacionadas con su formación y que han mejorado sus condiciones laborales (implícito en el estudio de inserción laboral mencionado).</li>
</ol>
<h2>4. Tabla con ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.3 Garantizar acceso igualitario a educación técnica, profesional y superior.</li>
<li>4.4 Aumentar habilidades relevantes para empleo y emprendimiento.</li>
<li>4.5 Eliminar disparidades y asegurar acceso igualitario para grupos vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>4.3.1 Tasa de participación en educación terciaria.</li>
<li>4.4.1 Proporción con habilidades relevantes para empleo.</li>
<li>4.5.1 Paridad en participación educativa.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>9.5 Mejorar la investigación científica y capacidad tecnológica.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores relacionados con innovación tecnológica en educación (implícitos).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2 Promover inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1 Proporción de personas que se sienten incluidas social y económicamente.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>
<ul>
<li>8.5 Lograr empleo pleno y trabajo decente para todos.</li>
</ul>
</td>
<td>
<ul>
<li>8.5.2 Tasa de empleo de jóvenes graduados en relación con su formación.</li>
<li>Indicador de inserción laboral y mejora en condiciones laborales (implícito en estudio del máster).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/noticias/2025/12/21/glosario-de-tecnologia-que-significa-revitalizando-la-educacion-innovacion-y-estrategias-en-el-master-de-diseno-tecnopedagogico/">infobae.com</a></strong></p>
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<title>Escuela primaria de Medford cerrada por segundo día tras presunto brote de norovirus – Telemundo Nueva Inglaterra</title>
<link>https://sdgtalks.ai/Es/escuela-primaria-de-medford-cerrada-por-segundo-dia-tras-presunto-brote-de-norovirus-telemundo-nueva-inglaterra</link>
<guid>https://sdgtalks.ai/Es/escuela-primaria-de-medford-cerrada-por-segundo-dia-tras-presunto-brote-de-norovirus-telemundo-nueva-inglaterra</guid>
<description><![CDATA[ Escuela primaria de Medford cerrada por segundo día tras presunto brote de norovirus  Telemundo Nueva Inglaterra ]]></description>
<enclosure url="https://media.telemundoboston.com/2025/12/Roberts-Elementary-School-Medford-121025.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Dec 2025 21:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Escuela, primaria, Medford, cerrada, por, segundo, día, tras, presunto, brote, norovirus, –, Telemundo, Nueva, Inglaterra</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Cierre temporal de la escuela primaria Roberts en Medford por brote de norovirus</h2>
<h3>Contexto y situación actual</h3>
<p>La escuela primaria Roberts en Massachusetts permanecerá cerrada por segundo día consecutivo debido a un presunto brote de norovirus, según informaron las Escuelas Públicas de Medford.</p>
<p>El cierre inicial ocurrió el jueves “debido al alto volumen de casos de enfermedades estomacales reportados”, indicó el distrito escolar en una carta dirigida a las familias.</p>
<h3>Medidas adoptadas y recomendaciones</h3>
<ol>
<li>El jueves se realizó una limpieza profunda en las instalaciones.</li>
<li>La escuela permanecerá cerrada el viernes debido al elevado número de ausencias por enfermedad, que superan las 130 personas entre estudiantes y personal.</li>
<li>El Departamento de Salud consideró el edificio seguro y limpio, pero las autoridades escolares determinaron que no habría un número suficiente de estudiantes y personal para mantener un ambiente de aprendizaje estructurado y seguro.</li>
<li>Las demás escuelas del distrito continuarán operando con normalidad.</li>
</ol>
<h3>Información sobre el norovirus y prevención</h3>
<ul>
<li>El distrito escolar consultó con el Departamento de Salud de Medford y el Departamento de Salud Pública de Massachusetts, quienes confirmaron que el norovirus es altamente contagioso y se propaga rápidamente.</li>
<li>Los síntomas, como vómitos y malestar estomacal, suelen aparecer de forma súbita.</li>
<li>El norovirus es más común en invierno y se transmite con facilidad en espacios cerrados y concurridos.</li>
<li>Actualmente, el estado mantiene niveles estables de casos sin un aumento significativo en los reportes.</li>
</ul>
<h3>Recomendaciones para la comunidad educativa y relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Para evitar la propagación del norovirus, el distrito escolar y los servicios de salud recomiendan:</p>
<ol>
<li>Que estudiantes y personal esperen al menos 24 horas después de la desaparición de los síntomas antes de regresar a la escuela.</li>
<li>Lavarse las manos con agua y jabón durante al menos 20 segundos, ya que el desinfectante de manos no es efectivo contra este virus.</li>
</ol>
<h3>Énfasis en los Objetivos de Desarrollo Sostenible (ODS)</h3>
<ul>
<li><strong>ODS 3: Salud y Bienestar</strong> – La respuesta rápida y coordinada ante el brote refleja el compromiso con garantizar una vida sana y promover el bienestar para todos en todas las edades, minimizando riesgos de contagio y protegiendo la salud de la comunidad escolar.</li>
<li><strong>ODS 4: Educación de Calidad</strong> – La decisión de cerrar temporalmente la escuela para mantener un ambiente seguro y estructurado contribuye a asegurar una educación inclusiva, equitativa y de calidad, protegiendo el derecho al aprendizaje en condiciones saludables.</li>
<li><strong>ODS 6: Agua Limpia y Saneamiento</strong> – La promoción del lavado adecuado de manos con agua y jabón destaca la importancia del acceso a servicios de saneamiento y hábitos higiénicos para prevenir enfermedades.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – La colaboración entre el distrito escolar, el Departamento de Salud local y el Departamento de Salud Pública estatal ejemplifica la cooperación interinstitucional necesaria para enfrentar desafíos de salud pública.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 3: Salud y bienestar</strong> – El artículo trata sobre un brote de norovirus en una escuela primaria, lo que afecta la salud de estudiantes y personal, y las medidas tomadas para controlar la enfermedad.</li>
<li><strong>ODS 4: Educación de calidad</strong> – La interrupción de las clases debido al cierre de la escuela afecta el derecho a una educación continua y segura.</li>
<li><strong>ODS 6: Agua limpia y saneamiento</strong> – Se enfatiza la importancia del lavado de manos con agua y jabón para prevenir la propagación del norovirus.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 3.3:</strong> Poner fin a las epidemias de enfermedades transmisibles, incluyendo enfermedades transmitidas por alimentos y agua.</li>
<li><strong>Meta 3.8:</strong> Lograr el acceso universal a servicios de salud esenciales, incluyendo la prevención y el control de enfermedades.</li>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y jóvenes tengan acceso a una educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>Meta 6.1:</strong> Lograr el acceso universal y equitativo al agua potable segura y asequible para todos.</li>
<li><strong>Meta 6.2:</strong> Lograr el acceso a servicios de saneamiento e higiene adecuados y equitativos, incluyendo el lavado de manos con jabón.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 3.3.1:</strong> Número de casos reportados de enfermedades transmisibles (en este caso, casos de norovirus en la escuela).</li>
<li><strong>Indicador 3.8.1:</strong> Cobertura de servicios esenciales de salud, reflejada en la respuesta coordinada entre el distrito escolar y los departamentos de salud pública.</li>
<li><strong>Indicador 4.1.2:</strong> Tasa de participación escolar y ausencias debido a enfermedades, que afecta la continuidad educativa.</li>
<li><strong>Indicador 6.1.1:</strong> Proporción de población con acceso a agua potable segura, implícito en la recomendación del lavado de manos con agua y jabón.</li>
<li><strong>Indicador 6.2.1:</strong> Proporción de población con acceso a instalaciones de higiene adecuadas, incluyendo lavado de manos.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>3.3: Poner fin a las epidemias de enfermedades transmisibles.</li>
<li>3.8: Lograr acceso universal a servicios de salud esenciales.</li>
</ul>
</td>
<td>
<ul>
<li>3.3.1: Número de casos reportados de enfermedades transmisibles (norovirus).</li>
<li>3.8.1: Cobertura de servicios esenciales de salud.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Asegurar educación primaria y secundaria gratuita, equitativa y de calidad.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Tasa de participación escolar y ausencias por enfermedad.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 6: Agua limpia y saneamiento</td>
<td>
<ul>
<li>6.1: Acceso universal y equitativo al agua potable segura.</li>
<li>6.2: Acceso a servicios de saneamiento e higiene adecuados.</li>
</ul>
</td>
<td>
<ul>
<li>6.1.1: Proporción de población con acceso a agua potable segura.</li>
<li>6.2.1: Proporción de población con acceso a instalaciones de higiene adecuadas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.telemundonuevainglaterra.com/noticias/local/escuela-primaria-de-medford-cerrada-por-segundo-dia-tras-presunto-brote-de-norovirus/2542912/">telemundonuevainglaterra.com</a></strong></p>
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<title>Impacto de las redadas migratorias: disminuyó la asistencia y aumentó el bullying en las escuelas secundarias – ABC7 Los Angeles</title>
<link>https://sdgtalks.ai/Es/impacto-de-las-redadas-migratorias-disminuyo-la-asistencia-y-aumento-el-bullying-en-las-escuelas-secundarias-abc7-los-angeles</link>
<guid>https://sdgtalks.ai/Es/impacto-de-las-redadas-migratorias-disminuyo-la-asistencia-y-aumento-el-bullying-en-las-escuelas-secundarias-abc7-los-angeles</guid>
<description><![CDATA[ Impacto de las redadas migratorias: disminuyó la asistencia y aumentó el bullying en las escuelas secundarias  ABC7 Los Angeles ]]></description>
<enclosure url="https://cdn.abcotvs.com/dip/images/18268514_generic-backpacks-clean-TN-img.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Dec 2025 09:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Impacto, las, redadas, migratorias:, disminuyó, asistencia, aumentó, bullying, las, escuelas, secundarias, –, ABC7, Los, Angeles</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Impacto de las Redadas Migratorias en Escuelas Secundarias de Los Ángeles</h2>
<h3>Introducción</h3>
<p>Las recientes redadas migratorias han tenido un impacto significativo en el bienestar, la matriculación y la asistencia estudiantil, además de un aumento en el acoso escolar, según un estudio reciente publicado por UCLA y UC Riverside. Este informe analiza los hallazgos del estudio y su relación con los Objetivos de Desarrollo Sostenible (ODS), especialmente en cuanto a educación de calidad (ODS 4), reducción de las desigualdades (ODS 10) y paz, justicia e instituciones sólidas (ODS 16).</p>
<h3>Hallazgos Principales del Estudio</h3>
<ol>
<li><strong>Acoso escolar:</strong> Casi el 40% de los directores de más de 600 escuelas secundarias encuestados reportaron que estudiantes de familias inmigrantes han sufrido acoso escolar. Este fenómeno está relacionado con un clima político que ha normalizado los ataques contra comunidades inmigrantes.</li>
<li><strong>Disminución en la asistencia:</strong> Cerca del 64% de los directores indicaron una reducción en la asistencia de estudiantes provenientes de familias inmigrantes, atribuida a políticas y retórica política adversa hacia los inmigrantes.</li>
<li><strong>Temor y ansiedad:</strong> Más del 70% de los directores informaron que los estudiantes expresaron miedo por su seguridad y la de sus familias debido a las medidas enérgicas de ICE, generando un clima de angustia en las comunidades escolares.</li>
</ol>
<h3>Impacto en la Matriculación Escolar</h3>
<p>El Distrito Escolar Unificado de Los Ángeles (LAUSD) reportó una caída significativa en la matrícula escolar, reflejando el impacto de las políticas migratorias restrictivas. El superintendente Alberto Carvalho señaló que estas disminuciones están vinculadas a un clima de miedo e inestabilidad que afecta la estabilidad familiar, la vivienda y la movilidad, exacerbando factores que ya impulsaban la disminución de la matrícula a nivel estatal.</p>
<h3>Medidas y Respuestas Institucionales</h3>
<ul>
<li>Más del 77% de las escuelas secundarias han desarrollado planes para responder a visitas de agentes federales, buscando proteger a los estudiantes y sus familias.</li>
<li>El LAUSD ha preparado un <strong>paquete de preparación familiar</strong> que incluye:
<ul>
<li>Información sobre derechos de los estudiantes y sus familias.</li>
<li>Números de contacto del fondo de compasión del distrito.</li>
<li>Actualizaciones de contactos de emergencia.</li>
<li>Formularios para designar a cuidadores en caso de ausencia de los padres.</li>
</ul>
</li>
<li>Se ha confirmado la creación de un <strong>pasaje seguro para estudiantes</strong>, que incluye la adición de nuevas rutas de autobús para proteger a los estudiantes durante sus desplazamientos.</li>
</ul>
<h3>Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este estudio y las acciones tomadas por las autoridades educativas están directamente vinculados a varios ODS:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – Garantizar una educación inclusiva y equitativa, promoviendo ambientes escolares seguros y libres de discriminación y acoso.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Proteger los derechos de las comunidades inmigrantes y reducir las brechas sociales que afectan su acceso a la educación y bienestar.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – Fomentar sociedades pacíficas e inclusivas, con instituciones que protejan a todos los ciudadanos, especialmente a los más vulnerables.</li>
</ol>
<h3>Conclusión</h3>
<p>Las redadas migratorias han generado un impacto negativo en la comunidad escolar de Los Ángeles, afectando la asistencia, la matriculación y el bienestar emocional de estudiantes de familias inmigrantes. La respuesta institucional, alineada con los Objetivos de Desarrollo Sostenible, busca mitigar estos efectos mediante estrategias de protección, apoyo y educación inclusiva, promoviendo un entorno escolar seguro y equitativo para todos.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo aborda la matriculación, asistencia y bienestar estudiantil, aspectos fundamentales para garantizar una educación inclusiva y equitativa.</li>
<li><strong>ODS 3: Salud y bienestar</strong> – Se discuten temas relacionados con el bienestar emocional y psicológico de los estudiantes, incluyendo el miedo, la ansiedad y el acoso escolar.</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong> – El impacto de las redadas migratorias y el acoso escolar hacia estudiantes de familias inmigrantes refleja desigualdades sociales y discriminación.</li>
<li><strong>ODS 16: Paz, justicia e instituciones sólidas</strong> – La creación de planes para responder a visitas de agentes federales y la implementación de pasajes seguros para estudiantes están relacionados con la promoción de entornos seguros y justos.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>Meta 4.a</strong>: Construir y adecuar entornos escolares seguros, no violentos, inclusivos y efectivos.</li>
<li><strong>Meta 3.4</strong>: Promover la salud mental y el bienestar.</li>
<li><strong>Meta 10.3</strong>: Garantizar la igualdad de oportunidades y reducir las desigualdades de resultados, eliminando leyes, políticas y prácticas discriminatorias.</li>
<li><strong>Meta 16.7</strong>: Garantizar la adopción de decisiones inclusivas, participativas y representativas.</li>
<li><strong>Meta 16.6</strong>: Desarrollar instituciones eficaces, responsables y transparentes a todos los niveles.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.2</strong>: Tasa de participación en la educación secundaria – reflejado en la disminución de la matrícula y asistencia estudiantil.</li>
<li><strong>Indicador 4.a.1</strong>: Proporción de escuelas con entornos seguros, no violentos, inclusivos y efectivos – implícito en la creación de planes para responder a visitas de agentes federales y pasajes seguros.</li>
<li><strong>Indicador 3.4.2</strong>: Prevalencia de trastornos mentales, neurológicos y por uso de sustancias – relacionado con el aumento del miedo, ansiedad y acoso escolar.</li>
<li><strong>Indicador 10.3.1</strong>: Proporción de personas que sienten que no han sido discriminadas – implícito en el reporte de acoso escolar hacia estudiantes inmigrantes.</li>
<li><strong>Indicador 16.6.2</strong>: Proporción de la población que percibe que las instituciones públicas son efectivas – relacionado con la implementación de planes escolares y paquetes de preparación familiar.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>Meta 4.a: Entornos escolares seguros, no violentos e inclusivos.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.2: Tasa de participación en la educación secundaria.</li>
<li>Indicador 4.a.1: Proporción de escuelas con entornos seguros e inclusivos.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>Meta 3.4: Promover la salud mental y el bienestar.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 3.4.2: Prevalencia de trastornos mentales y ansiedad.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.3: Garantizar igualdad de oportunidades y eliminar discriminación.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.3.1: Proporción de personas que no han sido discriminadas.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>Meta 16.6: Instituciones eficaces, responsables y transparentes.</li>
<li>Meta 16.7: Decisiones inclusivas y representativas.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 16.6.2: Percepción de efectividad de las instituciones públicas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://abc7.com/post/impacto-de-las-redadas-migratorias-disminuyo-la-asistencia-aumento-el-acoso-escolar-en-las-escuelas-secundarias/18273156/">abc7.com</a></strong></p>
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<title>Exhiben brecha educativa en estados con inversión – El Porvenir – Portada</title>
<link>https://sdgtalks.ai/Es/exhiben-brecha-educativa-en-estados-con-inversion-el-porvenir-portada</link>
<guid>https://sdgtalks.ai/Es/exhiben-brecha-educativa-en-estados-con-inversion-el-porvenir-portada</guid>
<description><![CDATA[ Exhiben brecha educativa en estados con inversión  El Porvenir - Portada ]]></description>
<enclosure url="https://blob.elporvenir.mx/images/2025/12/14/sin-titulo-15-0e15b178-focus-min0.07-0.14-960-690.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 14 Dec 2025 21:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Exhiben, brecha, educativa, estados, con, inversión, –, Porvenir, –, Portada</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre los Polos de Desarrollo para el Bienestar (Podebis) y su relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción</h3>
<p>Los Polos de Desarrollo para el Bienestar (<strong>Podebis</strong>) son zonas estratégicas diseñadas por el gobierno federal con el propósito de impulsar el crecimiento económico, educativo y social en diversas regiones del país. Sin embargo, se han identificado deficiencias significativas, como la deserción escolar y la falta de preparación adecuada de los futuros trabajadores, que afectan el cumplimiento de los Objetivos de Desarrollo Sostenible (ODS), especialmente aquellos relacionados con la educación de calidad (ODS 4), el trabajo decente y crecimiento económico (ODS 8), y la reducción de las desigualdades (ODS 10).</p>
<h3>Situación actual de los Podebis y la deserción escolar</h3>
<p>Actualmente, existen 15 <strong>Podebis</strong> distribuidos en los estados de Campeche, Chihuahua, Durango, Estado de México, Guanajuato, Hidalgo, Michoacán, Puebla, Quintana Roo, Sinaloa, Sonora, Tamaulipas, Tlaxcala y Veracruz. Estos polos buscan generar empleo y mejorar la calidad de vida de sus habitantes, contribuyendo así al ODS 8 y ODS 1 (fin de la pobreza).</p>
<ol>
<li><strong>Competitividad y deserción escolar en Sonora</strong>
<ul>
<li>Sonora ocupa el lugar nueve en competitividad.</li>
<li>El porcentaje de deserción escolar es del 77%, es decir, sólo 23 de cada 100 niños que ingresan a primaria concluyen la escuela superior.</li>
<li>Este problema afecta directamente el ODS 4 (educación de calidad) y limita el desarrollo económico sostenible (ODS 8).</li>
</ul>
</li>
<li><strong>Casos destacados en otros estados</strong>
<ul>
<li><strong>Yucatán:</strong> Posición 10 en competitividad (nivel medio-alto), con una deserción del 68%.</li>
<li><strong>Campeche:</strong> Lugar 19 en competitividad (medio-bajo, con posible mejora a medio-alto), con 57% de deserción.</li>
<li><strong>Chihuahua:</strong> Octavo lugar en competitividad, con una deserción en bachillerato del 13.6% y sólo 10 de cada 100 niños que ingresan a primaria concluyen la escuela superior.</li>
<li><strong>Estado de México:</strong> Sólo 22 de cada 100 niños concluyen la escuela superior.</li>
<li><strong>Guanajuato:</strong> Mayor tasa de abandono escolar en educación media superior (12.2%) y sólo 20 de cada 100 niños que ingresan a primaria terminan la universidad.</li>
<li><strong>Hidalgo:</strong> Sólo 35 de cada 100 niños concluyen la escuela superior.</li>
<li><strong>Michoacán:</strong> Tasa de abandono en preparatoria del 11.8%, con sólo 17 de cada 100 niños que ingresan a primaria terminando una carrera universitaria.</li>
<li><strong>Puebla, Quintana Roo y Sinaloa:</strong> Sólo 22, 19 y 37 estudiantes respectivamente concluyen la escuela superior.</li>
<li><strong>Tamaulipas:</strong> Lugar 15 en competitividad, con una tasa de deserción en preparatoria del 8.8%.</li>
<li><strong>Tlaxcala y Veracruz:</strong> Tasas de deserción en preparatoria de 9% y 11.8% respectivamente.</li>
<li><strong>Durango:</strong> Lugar 20 en competitividad (bajo), con 74% de deserción escolar.</li>
<li><strong>Chiapas:</strong> Estado con el nivel más bajo en competitividad y una deserción del 54%.</li>
</ul>
</li>
</ol>
<h3>Implicaciones para los Objetivos de Desarrollo Sostenible</h3>
<p>La alta tasa de deserción escolar en los estados donde operan los <strong>Podebis</strong> representa un desafío importante para alcanzar varios ODS:</p>
<ul>
<li><strong>ODS 4 – Educación de calidad:</strong> La deserción escolar limita el acceso a una educación inclusiva y equitativa, afectando el desarrollo personal y profesional de los jóvenes.</li>
<li><strong>ODS 8 – Trabajo decente y crecimiento económico:</strong> La falta de preparación adecuada de los futuros trabajadores dificulta la generación de empleo de calidad y el crecimiento económico sostenible.</li>
<li><strong>ODS 10 – Reducción de las desigualdades:</strong> Las disparidades en educación y competitividad entre estados contribuyen a aumentar las desigualdades sociales y económicas.</li>
<li><strong>ODS 1 – Fin de la pobreza:</strong> La mejora en la educación y el empleo es clave para reducir la pobreza en estas regiones.</li>
</ul>
<h3>Recomendaciones y conclusiones</h3>
<p>Patricia Ganem, coordinadora de Investigación de Educación con Rumbo (<strong>ECR</strong>), advierte que la competitividad estatal no garantiza mejores resultados en la deserción escolar. Por ello, la implementación de los <strong>Podebis</strong> debe incluir estrategias específicas que fomenten la permanencia de los estudiantes en el sistema educativo, fortaleciendo así el cumplimiento del ODS 4 y, en consecuencia, mejorando la competitividad y el desarrollo sostenible de las regiones.</p>
<p>En conclusión, para que los <strong>Podebis</strong> cumplan con sus objetivos de impulsar el crecimiento económico, educativo y social, es fundamental abordar de manera integral la problemática de la deserción escolar, alineando las políticas públicas con los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo aborda la problemática de la deserción escolar y la falta de preparación educativa, lo que está directamente relacionado con la meta de garantizar una educación inclusiva, equitativa y de calidad para todos.</li>
</ul>
</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong>
<ul>
<li>Se menciona el impulso al crecimiento económico y la generación de empleo a través de los Polos de Desarrollo para el Bienestar (Podebis), conectando con la promoción de un crecimiento económico sostenido, inclusivo y sostenible, empleo pleno y productivo y trabajo decente para todos.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El artículo señala diferencias en competitividad y deserción escolar entre estados, lo que implica desigualdades regionales que afectan el desarrollo social y económico.</li>
</ul>
</li>
<li><strong>ODS 1: Fin de la pobreza</strong>
<ul>
<li>La mejora en la calidad de vida y generación de empleo en zonas estratégicas busca contribuir a la reducción de la pobreza.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todos los niños y niñas completen la educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.
<ul>
<li>El artículo destaca altas tasas de deserción escolar desde primaria hasta educación superior, lo que afecta esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.3</strong>: Asegurar el acceso igualitario de todos los hombres y mujeres a una formación técnica, profesional y superior de calidad, incluida la educación universitaria.
<ul>
<li>Se menciona la baja conclusión de estudios superiores en varios estados.</li>
</ul>
</li>
<li><strong>Meta 8.3</strong>: Promover políticas orientadas al desarrollo que apoyen la creación de empleo, el emprendimiento, la creatividad y la innovación.
<ul>
<li>Los Podebis están diseñados para generar empleo y mejorar la calidad de vida.</li>
</ul>
</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La desigualdad en competitividad y educación entre estados refleja la necesidad de esta meta.</li>
</ul>
</li>
<li><strong>Meta 1.2</strong>: Reducir al menos a la mitad la proporción de personas en situación de pobreza en todas sus dimensiones.
<ul>
<li>La generación de empleo y mejora social en las zonas estratégicas apunta a esta meta.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.1.1</strong>: Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>El artículo proporciona datos sobre la proporción de estudiantes que terminan la escuela superior en diferentes estados, reflejando este indicador.</li>
</ul>
</li>
<li><strong>Indicador 4.3.1</strong>: Tasa de matrícula en educación secundaria y superior.
<ul>
<li>Se mencionan tasas de deserción en educación media superior y preparatoria, lo que está relacionado con este indicador.</li>
</ul>
</li>
<li><strong>Indicador 8.5.2</strong>: Tasa de desempleo, desglosada por grupo de edad, sexo y personas con discapacidad.
<ul>
<li>Aunque no se menciona explícitamente, la generación de empleo en los Podebis está relacionada con este indicador.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1</strong>: Proporción de personas que viven por debajo del umbral nacional de pobreza.
<ul>
<li>Implícito en la discusión sobre la mejora de la calidad de vida y reducción de desigualdades.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Completar educación primaria y secundaria de calidad.</li>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Tasa de finalización de educación primaria y secundaria.</li>
<li>4.3.1: Tasa de matrícula y deserción en educación media superior y superior.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>
<ul>
<li>8.3: Promover políticas para creación de empleo y emprendimiento.</li>
</ul>
</td>
<td>
<ul>
<li>8.5.2: Tasa de desempleo por grupo de edad y sexo (implícito).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Promover inclusión social, económica y política.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo el umbral de pobreza (implícito).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>
<ul>
<li>1.2: Reducir a la mitad la proporción de personas en pobreza.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo el umbral de pobreza (relacionado).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elporvenir.mx/nacional/exhiben-brecha-educativa-en-estados-con-inversion/934095">elporvenir.mx</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Abandono escolar y la escuela te extraña – Educación Futura</title>
<link>https://sdgtalks.ai/Es/abandono-escolar-y-la-escuela-te-extrana-educacion-futura</link>
<guid>https://sdgtalks.ai/Es/abandono-escolar-y-la-escuela-te-extrana-educacion-futura</guid>
<description><![CDATA[ Abandono escolar y la escuela te extraña  Educación Futura ]]></description>
<enclosure url="https://www.educacionfutura.org/wp-content/uploads/2025/03/Maria-Teresa-Galicia-Cordero.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 14 Dec 2025 09:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Abandono, escolar, escuela, extraña, –, Educación, Futura</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Abandono Escolar y la Iniciativa “La Escuela te Extraña” en México</h2>
<h3>Introducción</h3>
<p>El abandono escolar, definido como la deserción de un estudiante del sistema educativo antes de concluir un nivel, generalmente la educación media superior, representa un problema complejo con múltiples factores sociales, económicos y familiares. Este fenómeno limita las oportunidades laborales y el desarrollo social y personal de los estudiantes, afectando directamente el cumplimiento de los <strong>Objetivos de Desarrollo Sostenible (ODS)</strong>, especialmente el ODS 4: Educación de Calidad.</p>
<h3>Causas del Abandono Escolar</h3>
<p>Estudios en México identifican tres causas principales de deserción:</p>
<ol>
<li><strong>Causas académicas:</strong> relacionadas con temas escolares como reprobación, falta de interés y problemas pedagógicos.</li>
<li><strong>Causas económicas:</strong> falta de recursos para costear estudios, transporte, manutención y alimentación.</li>
<li><strong>Causas personales:</strong> problemas de salud, emocionales, conflictos familiares, riesgo de drogadicción, embarazos tempranos y violencia.</li>
</ol>
<h3>Datos Estadísticos y Contexto Actual</h3>
<p>Según la Secretaría de Educación Pública (SEP), durante el ciclo escolar 2023-2024, la tasa de abandono escolar en México fue:</p>
<ul>
<li>11.3% en educación media superior</li>
<li>3.7% en secundaria</li>
<li>0.6% en primaria</li>
</ul>
<p>Estos datos evidencian la urgencia de implementar políticas educativas efectivas para garantizar la permanencia estudiantil, alineándose con el ODS 10: Reducción de las Desigualdades.</p>
<h3>La Iniciativa “La Escuela te Extraña”</h3>
<p>El programa piloto “La Escuela te Extraña”, presentado por el titular de la SEP, Mario Delgado, busca disminuir la deserción escolar mediante la identificación, contacto y facilitación del retorno de estudiantes a las escuelas de educación media superior.</p>
<p>Las acciones contempladas incluyen:</p>
<ul>
<li>Análisis de factores de abandono</li>
<li>Ofrecimiento de alternativas educativas</li>
<li>Flexibilización de fechas para trámites</li>
<li>Contacto telefónico con estudiantes y familias</li>
<li>Visitas domiciliarias por parte del personal educativo</li>
</ul>
<h3>Críticas y Desafíos de la Iniciativa</h3>
<p>A pesar de su intención, la iniciativa ha generado inquietudes debido a la complejidad multifactorial del abandono escolar. Se cuestiona la efectividad de que los docentes asuman responsabilidades fuera de su ámbito pedagógico, como la atención de causas económicas y personales que escapan a su competencia.</p>
<p>Además, se destaca la importancia de considerar la condición juvenil, especialmente entre los 15 y 17 años, etapa crucial en la transición a la vida adulta y búsqueda de identidad, que influye directamente en la relación de los jóvenes con la escuela.</p>
<h3>Propuestas para Abordar el Abandono Escolar</h3>
<p>De acuerdo con la Universidad Iberoamericana, se recomienda implementar las siguientes estrategias, alineadas con el ODS 4 y el ODS 5: Igualdad de Género:</p>
<h4>1. Participación Activa de los Jóvenes</h4>
<ul>
<li>Incluir a los jóvenes como actores clave en la identificación de problemas y soluciones.</li>
<li>Escuchar activamente a los estudiantes y fomentar su participación en el diseño de políticas educativas.</li>
<li>Generar estrategias pertinentes para su desarrollo educativo y personal, evitando verlos solo como matrícula.</li>
</ul>
<h4>2. Desarrollo de Programas de Mentoría y Tutoría</h4>
<ul>
<li>Ofrecer apoyo académico y personal continuo.</li>
<li>Diseñar programas sensibles a las necesidades específicas de los jóvenes.</li>
<li>Proporcionar acompañamiento que refuerce el desempeño académico y bienestar emocional.</li>
<li>Trabajar sobre estereotipos y razonamientos socializados entre jóvenes en riesgo de abandono.</li>
</ul>
<h4>3. Formación de Docentes y Personal Educativo</h4>
<ul>
<li>Capacitar en temas de género y juventud para ofrecer apoyo adecuado.</li>
<li>Incluir estrategias pedagógicas que reconozcan diferencias de género.</li>
<li>Reconocer la escuela como un espacio de vida juvenil, no solo un centro de enseñanza.</li>
</ul>
<h3>Recomendaciones para Políticas Públicas</h3>
<p>Es fundamental desarrollar políticas públicas focalizadas que se adapten a las necesidades heterogéneas de los jóvenes, especialmente entre 15 y 17 años, basadas en un análisis profundo de sus contextos y desafíos. Estas políticas deben ser flexibles y considerar factores como:</p>
<ul>
<li>Entornos rurales</li>
<li>Lenguas indígenas</li>
<li>Género</li>
<li>Realidades socioeconómicas y culturales diversas</li>
</ul>
<p>Un enfoque específico y no universal es crucial para promover una educación inclusiva y equitativa, contribuyendo al cumplimiento del ODS 4 y ODS 10.</p>
<h3>Consideraciones Finales</h3>
<p>Para el éxito de la iniciativa “La Escuela te Extraña”, la SEP debería:</p>
<ul>
<li>Contratar trabajadores sociales especializados para atender esta propuesta en cada institución educativa.</li>
<li>Revisar y condicionar el programa de becas escolares, como la <a href="https://vanguardia.com.mx/informacion/cuando-comienza-el-registro-de-la-beca-benito-juarez-para-estudiantes-de-media-superior-LB17525790" target="_blank" rel="noreferrer noopener">Beca Benito Juárez</a>, a ciertos requisitos de asistencia y aprovechamiento escolar.</li>
<li>Permitir que los docentes se concentren en su labor pedagógica, evitando sobrecargarles con tareas administrativas y de seguimiento fuera de su ámbito.</li>
</ul>
<h3>Referencias</h3>
<ul>
<li>ENJ. (2000). Encuesta Nacional de Juventud. Instituto Mexicano de la Juventud.</li>
<li>Guerra Ramírez, M. I. (1998). Los jóvenes frente a la desigualdad en las oportunidades de educación media superior. Instituto Politécnico Nacional.</li>
<li>Heffington, Deon Victoria, et al. (2024). Una Aproximación Cuantitativa a la Deserción Escolar en la Educación Superior en el Sureste de México. Revista de la educación superior, 53(211).</li>
<li>Ibero (2024). El abandono escolar en la educación media superior en México desde una perspectiva de género y juventud. <a href="https://iberopropone.ibero.mx/2024/07/04/el-abandono-escolar-en-la-educacion-media-superior-en-mexico-desde-una-perspectiva-de-genero-y-juventud/" target="_blank" rel="noreferrer noopener">https://iberopropone.ibero.mx/2024/07/04/el-abandono-escolar-en-la-educacion-media-superior-en-mexico-desde-una-perspectiva-de-genero-y-juventud/</a></li>
<li>SEP (2025). Principales cifras del sistema educativo nacional 2024-2025. <a href="https://www.planeacion.sep.gob.mx/estadisticaeindicadores.aspx" target="_blank" rel="noreferrer noopener">https://www.planeacion.sep.gob.mx/estadisticaeindicadores.aspx</a></li>
</ul>
<p><em>*Doctora en Educación. Consultora internacional en proyectos formativos, investigadora social, formadora de docentes e impulsora permanente de procesos de construcción de ciudadanía con organizaciones sociales. Diseñadora y asesora de cursos, talleres y diplomados presenciales y en línea. Articulista en diferentes medios.</em></p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en el abandono escolar en la educación media superior, un problema directamente relacionado con garantizar una educación inclusiva, equitativa y de calidad.</li>
<li>Se discuten políticas y programas para disminuir la deserción escolar y mejorar la permanencia y el desarrollo educativo de los jóvenes.</li>
</ul>
</li>
<li><strong>ODS 1: Fin de la pobreza</strong>
<ul>
<li>Las causas económicas del abandono escolar, como la falta de recursos para transporte, alimentación y manutención, están vinculadas con la pobreza.</li>
</ul>
</li>
<li><strong>ODS 5: Igualdad de género</strong>
<ul>
<li>El artículo menciona la importancia de abordar las diferencias de género en el ámbito educativo y la relación entre juventud, género y abandono escolar.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>Se enfatiza la necesidad de políticas públicas flexibles que consideren la heterogeneidad de los jóvenes, incluyendo factores socioeconómicos y culturales diversos.</li>
</ul>
</li>
<li><strong>ODS 3: Salud y bienestar</strong>
<ul>
<li>Las causas personales del abandono escolar incluyen problemas de salud, emocionales y violencia, vinculando el bienestar integral de los jóvenes con su permanencia en la escuela.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.
<ul>
<li>El artículo señala tasas de abandono escolar en primaria, secundaria y educación media superior, destacando la necesidad de que los estudiantes concluyan estos niveles.</li>
</ul>
</li>
<li><strong>Meta 4.5</strong>: Eliminar las disparidades de género en la educación y asegurar el acceso equitativo a todos los niveles educativos.
<ul>
<li>Se menciona la importancia de estrategias pedagógicas sensibles al género y la relación entre género y abandono escolar.</li>
</ul>
</li>
<li><strong>Meta 4.3</strong>: Asegurar el acceso igualitario de todos los hombres y mujeres a una educación técnica, profesional y superior de calidad.
<ul>
<li>El enfoque en la educación media superior y la deserción en este nivel está relacionado con esta meta.</li>
</ul>
</li>
<li><strong>Meta 1.2</strong>: Reducir al menos a la mitad la proporción de personas en situación de pobreza.
<ul>
<li>Las causas económicas del abandono escolar reflejan la relación entre pobreza y acceso a la educación.</li>
</ul>
</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>Se destaca la necesidad de políticas públicas inclusivas que consideren la diversidad de contextos y realidades.</li>
</ul>
</li>
<li><strong>Meta 3.4</strong>: Promover la salud mental y el bienestar.
<ul>
<li>Las causas personales del abandono escolar incluyen aspectos emocionales y de salud mental.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Tasa de abandono escolar</strong> (Indicador relacionado con la Meta 4.1)
<ul>
<li>El artículo proporciona datos específicos sobre la tasa de abandono escolar en educación media superior (11.3), secundaria (3.7) y primaria (0.6) en México para el ciclo 2023-2024.</li>
<li>Este indicador mide el porcentaje de estudiantes que dejan la escuela antes de concluir un nivel educativo.</li>
</ul>
</li>
<li><strong>Asistencia escolar condicionada a becas</strong> (implícito en la propuesta de condicionar la Beca Benito Juárez a la asistencia y aprovechamiento escolar)
<ul>
<li>Este indicador puede medir la efectividad de las políticas de apoyo económico para reducir la deserción.</li>
</ul>
</li>
<li><strong>Participación juvenil en el diseño de políticas educativas</strong> (implícito en la propuesta de inclusión activa de jóvenes)
<ul>
<li>Puede medirse a través de encuestas o registros de participación estudiantil en programas y políticas.</li>
</ul>
</li>
<li><strong>Programas de mentoría y tutoría implementados</strong> (implícito en las recomendaciones para apoyar a estudiantes)
<ul>
<li>Indicador que mide la cobertura y efectividad de programas de apoyo académico y emocional.</li>
</ul>
</li>
<li><strong>Formación docente en temas de género y juventud</strong> (implícito en la propuesta de formación específica para docentes)
<ul>
<li>Indicador que puede medir el número de docentes capacitados y la integración de estrategias pedagógicas sensibles al género.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Completar educación primaria y secundaria gratuita y de calidad.</li>
<li>Meta 4.3: Acceso igualitario a educación técnica, profesional y superior.</li>
<li>Meta 4.5: Eliminar disparidades de género en la educación.</li>
</ul>
</td>
<td>
<ul>
<li>Tasa de abandono escolar en primaria, secundaria y media superior.</li>
<li>Participación juvenil en diseño de políticas educativas.</li>
<li>Programas de mentoría y tutoría implementados.</li>
<li>Formación docente en temas de género y juventud.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 1: Fin de la pobreza</td>
<td>
<ul>
<li>Meta 1.2: Reducir la proporción de personas en situación de pobreza.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores económicos relacionados con acceso a recursos para educación.</li>
<li>Asistencia escolar condicionada a becas (ej. Beca Benito Juárez).</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 5: Igualdad de género</td>
<td>
<ul>
<li>Meta 4.5: Eliminar disparidades de género en la educación.</li>
</ul>
</td>
<td>
<ul>
<li>Formación docente en temas de género.</li>
<li>Integración de estrategias pedagógicas sensibles al género.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover inclusión social, económica y política.</li>
</ul>
</td>
<td>
<ul>
<li>Políticas públicas flexibles y focalizadas según contextos diversos.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 3: Salud y bienestar</td>
<td>
<ul>
<li>Meta 3.4: Promover salud mental y bienestar.</li>
</ul>
</td>
<td>
<ul>
<li>Indicadores relacionados con bienestar emocional y salud de estudiantes.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.educacionfutura.org/abandono-escolar/">educacionfutura.org</a></strong></p>
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<title>Galicia usará la inteligencia artificial para luchar contra el abandono escolar – Antena 3</title>
<link>https://sdgtalks.ai/Es/galicia-usara-la-inteligencia-artificial-para-luchar-contra-el-abandono-escolar-antena-3</link>
<guid>https://sdgtalks.ai/Es/galicia-usara-la-inteligencia-artificial-para-luchar-contra-el-abandono-escolar-antena-3</guid>
<description><![CDATA[ Galicia usará la inteligencia artificial para luchar contra el abandono escolar  Antena 3 ]]></description>
<enclosure url="https://fotografias.antena3.com/clipping/cmsimages01/2025/12/12/2B86094A-A113-4AB0-B44D-E1EC32AE543A/desarticulada-banda-trafico-armas-sevilla-tenerife-que-modificaba-armas-fuego-venderlas_70.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 13 Dec 2025 09:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Galicia, usará, inteligencia, artificial, para, luchar, contra, abandono, escolar, –, Antena</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proyecto EdugalIA y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción</h3>
<p>La Xunta de Galicia ha aprobado el proyecto EdugalIA, un programa pionero en España que utiliza la inteligencia artificial (IA) para combatir el abandono escolar, alineándose con los Objetivos de Desarrollo Sostenible (ODS), especialmente el ODS 4: Educación de Calidad.</p>
<h3>Objetivos del Proyecto EdugalIA</h3>
<ol>
<li>Implementar una plataforma inteligente que integre la información académica de todos los alumnos y centros educativos.</li>
<li>Emitir alertas tempranas mediante inteligencia artificial para identificar riesgos de abandono escolar.</li>
<li>Optimizar la asignación de recursos educativos a las áreas que más lo necesiten.</li>
</ol>
<h3>Equipo Multidisciplinar y Desarrollo</h3>
<p>EdugalIA ha sido diseñado por un equipo asesor multidisciplinar compuesto por:</p>
<ul>
<li>Investigadores de universidades gallegas.</li>
<li>Expertos en gobernanza educativa.</li>
<li>Pedagogos.</li>
<li>Analistas de datos e inteligencia artificial.</li>
</ul>
<p>Este equipo define los indicadores clave para la detección temprana del abandono escolar, contribuyendo al ODS 4 y al ODS 9: Industria, Innovación e Infraestructura.</p>
<h2>Agrupación y Gestión de Datos</h2>
<h3>Unificación de Datos Académicos</h3>
<p>El proyecto busca consolidar millones de datos dispersos en diferentes etapas del sistema educativo, incluyendo:</p>
<ul>
<li>Notas académicas.</li>
<li>Absentismo.</li>
<li>Valoraciones docentes.</li>
<li>Apuntes relevantes del entorno académico.</li>
</ul>
<p>La IA determinará qué datos conservar, cómo almacenarlos y quién tendrá acceso, garantizando la privacidad y el uso ético de la información, en línea con el ODS 16: Paz, Justicia e Instituciones Sólidas.</p>
<h3>Prevención del Abandono Escolar Temprano</h3>
<p>La plataforma permitirá prever a corto y medio plazo qué estudiantes están en riesgo de abandonar la Educación Secundaria Obligatoria (ESO), facilitando intervenciones oportunas para mejorar la inclusión educativa y reducir desigualdades, apoyando el ODS 10: Reducción de las Desigualdades.</p>
<h2>Expediente Académico Digital</h2>
<p>Se creará un expediente digital único para cada alumno, similar a un expediente sanitario, que contendrá toda la información académica relevante y acompañará al estudiante durante toda su etapa educativa, incluso en cambios de centro.</p>
<ul>
<li>Facilita la continuidad educativa y seguimiento personalizado.</li>
<li>Permite a tutores y familias acceder a la información en cualquier momento.</li>
</ul>
<p>Esta iniciativa fortalece la calidad educativa y la equidad, contribuyendo al ODS 4.</p>
<h2>Inversión y Financiamiento</h2>
<p>La inversión total destinada a EdugalIA es de 16,5 millones de euros, distribuidos de la siguiente manera:</p>
<ul>
<li>6,6 millones de euros provenientes del presupuesto autonómico.</li>
<li>9,9 millones de euros financiados por fondos europeos Feder.</li>
</ul>
<p>Esta financiación refleja el compromiso con la innovación educativa y el desarrollo sostenible, vinculándose con el ODS 17: Alianzas para Lograr los Objetivos.</p>
<h2>Conclusión</h2>
<p>El proyecto EdugalIA representa un avance significativo en la lucha contra el abandono escolar en Galicia, utilizando tecnologías innovadoras para mejorar la calidad y equidad educativa. Su enfoque integral y multidisciplinar contribuye directamente a varios Objetivos de Desarrollo Sostenible, destacando la importancia de la educación inclusiva, la innovación tecnológica y la gestión responsable de datos para el desarrollo sostenible.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en la reducción del abandono escolar mediante el uso de inteligencia artificial, lo que está directamente relacionado con garantizar una educación inclusiva, equitativa y de calidad.</li>
<li>La creación de un expediente académico digital que acompañe al alumno durante toda su etapa educativa también contribuye a mejorar la calidad y continuidad educativa.</li>
</ul>
</li>
<li><strong>ODS 9: Industria, innovación e infraestructura</strong>
<ul>
<li>El desarrollo de una plataforma inteligente que integra datos académicos y utiliza inteligencia artificial para emitir alertas tempranas representa una innovación tecnológica aplicada al sector educativo.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El proyecto busca destinar recursos adecuados a los lugares que más los requieran, contribuyendo a reducir desigualdades en el acceso y permanencia en la educación.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>La colaboración entre universidades, centros de investigación, expertos en gobernanza educativa y la financiación conjunta de fondos autonómicos y europeos refleja una alianza multisectorial para alcanzar los objetivos.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en el artículo</h2>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad.
<ul>
<li>El proyecto EdugalIA busca reducir el abandono escolar temprano, facilitando que los estudiantes completen la Educación Secundaria Obligatoria.</li>
</ul>
</li>
<li><strong>Meta 4.c:</strong> Aumentar la oferta de docentes cualificados.
<ul>
<li>Aunque no se menciona directamente, la integración de valoraciones y apuntes de profesores en la plataforma puede apoyar la mejora en la gestión educativa y formación docente.</li>
</ul>
</li>
<li><strong>Meta 9.5:</strong> Mejorar la investigación científica, la capacidad tecnológica y la innovación.
<ul>
<li>El desarrollo de una plataforma basada en inteligencia artificial y análisis de datos es un claro ejemplo de innovación tecnológica aplicada a la educación.</li>
</ul>
</li>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La identificación temprana de riesgos de abandono y la asignación de recursos a quienes más lo necesitan contribuyen a la inclusión educativa y social.</li>
</ul>
</li>
<li><strong>Meta 17.16:</strong> Mejorar la cooperación entre sectores para el desarrollo sostenible.
<ul>
<li>La colaboración entre diferentes actores educativos y la financiación con fondos europeos y autonómicos reflejan esta meta.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo</h2>
<ol>
<li><strong>Indicador 4.1.1:</strong> Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>El artículo menciona la intención de reducir el abandono escolar temprano, lo que se puede medir a través de la tasa de finalización de la ESO.</li>
</ul>
</li>
<li><strong>Indicador 4.1.2:</strong> Tasa de abandono escolar temprano.
<ul>
<li>El sistema de alertas tempranas basado en inteligencia artificial está diseñado para detectar y reducir esta tasa.</li>
</ul>
</li>
<li><strong>Indicador 9.5.1:</strong> Gastos en investigación y desarrollo como porcentaje del PIB.
<ul>
<li>La inversión de 16,5 millones de euros en el proyecto refleja una inversión en innovación tecnológica aplicada a la educación.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1:</strong> Proporción de personas que viven por debajo de la línea nacional de pobreza, desglosada por grupos sociales.
<ul>
<li>Implícitamente, la asignación de recursos a zonas con mayor riesgo de abandono escolar puede contribuir a mejorar este indicador.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>Meta 4.1: Completar educación primaria y secundaria gratuita y de calidad.</li>
<li>Meta 4.c: Aumentar docentes cualificados.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 4.1.1: Tasa de finalización de educación primaria y secundaria.</li>
<li>Indicador 4.1.2: Tasa de abandono escolar temprano.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 9: Industria, innovación e infraestructura</td>
<td>
<ul>
<li>Meta 9.5: Mejorar la investigación científica y la innovación tecnológica.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 9.5.1: Gastos en investigación y desarrollo como porcentaje del PIB.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>Meta 10.2: Promover la inclusión social y económica.</li>
</ul>
</td>
<td>
<ul>
<li>Indicador 10.2.1: Proporción de personas bajo la línea de pobreza por grupos sociales.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>
<ul>
<li>Meta 17.16: Mejorar la cooperación entre sectores para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>No se menciona un indicador específico, pero la colaboración multisectorial es evidente.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.antena3.com/noticias/sociedad/galicia-usara-inteligencia-artificial-luchar-abandono-escolar_20251212693c418d22f0db7dafef0412.html">antena3.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Con cooperación internacional, instituciones educativas de Pereira fortalecen la educación ambiental – Alcaldía de Pereira</title>
<link>https://sdgtalks.ai/Es/con-cooperacion-internacional-instituciones-educativas-de-pereira-fortalecen-la-educacion-ambiental-alcaldia-de-pereira</link>
<guid>https://sdgtalks.ai/Es/con-cooperacion-internacional-instituciones-educativas-de-pereira-fortalecen-la-educacion-ambiental-alcaldia-de-pereira</guid>
<description><![CDATA[ Con cooperación internacional, instituciones educativas de Pereira fortalecen la educación ambiental  Alcaldía de Pereira ]]></description>
<enclosure url="https://www.pereira.gov.co/info/pereira_se/media/pubInt/thumbs/thMetapubInt_600X600_10760.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 21:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Con, cooperación, internacional, instituciones, educativas, Pereira, fortalecen, educación, ambiental, –, Alcaldía, Pereira</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proyecto Ambiental entre Corea y Pereira</h2>
<h3>Introducción</h3>
<p>Durante aproximadamente tres meses, un grupo de voluntarios de la Cooperación Internacional de Corea (KOICA) y del Consejo Coreano de Servicio Social Universitario (KUCSS), en colaboración con la Secretaría de Educación de Pereira, desarrolló un proyecto ambiental en las instituciones educativas Jesús de la Buena Esperanza y Villa Santana. Este proyecto tuvo un impacto positivo significativo en la comunidad educativa local.</p>
<h3>Participación y Actividades</h3>
<ol>
<li>Participaron 36 estudiantes universitarios coreanos, distribuidos en tres fases del proyecto.</li>
<li>Se realizaron diversas actividades educativas y culturales junto a estudiantes pereiranos.</li>
<li>Las actividades incluyeron talleres, jornadas ambientales y espacios de intercambio cultural.</li>
</ol>
<p>Estas acciones promovieron la conciencia sobre la protección del medio ambiente y fortalecieron el sentido de ciudadanía global, alineándose con los Objetivos de Desarrollo Sostenible (ODS), especialmente con el ODS 4 (Educación de calidad), ODS 13 (Acción por el clima) y ODS 17 (Alianzas para lograr los objetivos).</p>
<h3>Impacto y Reconocimientos</h3>
<ul>
<li><strong>Secretario de Educación de Pereira, Carlos Jairo Bedoya:</strong> Destacó la iniciativa como un modelo exitoso de intercambio juvenil entre Corea y Colombia, agradeciendo el esfuerzo para asegurar un futuro sostenible y un medio ambiente saludable en Pereira.</li>
<li><strong>Voluntario Jeongho Mun:</strong> Resaltó la experiencia de aprendizaje mutuo en la Institución Educativa Villa Santana, enfatizando la colaboración entre docentes y estudiantes.</li>
<li><strong>Sehyun Vicky Oh, gerente del programa de voluntariado:</strong> Agradeció a la Alcaldía de Pereira por facilitar estos intercambios culturales que fomentan la amistad, cooperación y el amor por el medio ambiente.</li>
</ul>
<h3>Contribución a los Objetivos de Desarrollo Sostenible</h3>
<p>Este proyecto contribuye directamente a varios ODS, entre ellos:</p>
<ul>
<li><strong>ODS 4 – Educación de calidad:</strong> A través de talleres y actividades educativas que promueven el aprendizaje ambiental y cultural.</li>
<li><strong>ODS 13 – Acción por el clima:</strong> Al fomentar la conciencia ambiental y promover prácticas sostenibles en la comunidad educativa.</li>
<li><strong>ODS 17 – Alianzas para lograr los objetivos:</strong> Mediante la colaboración internacional entre Corea y Colombia, fortaleciendo la cooperación y el intercambio cultural.</li>
</ul>
<h3>Datos adicionales</h3>
<ul>
<li>Número de visitas a esta página: 23</li>
<li>Fecha de publicación: 10/12/2025 12:00 am</li>
<li>Última modificación: 10/12/2025 10:58 am</li>
</ul>
<div>
  <img decoding="async" src="https://www.pereira.gov.co/info/pereira_se/media/pubInt/thumbs/thMetapubInt_600X600_10760.jpg" alt="Proyecto ambiental KOICA y Pereira">
</div>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El proyecto se desarrolló en instituciones educativas y se enfocó en actividades educativas y culturales.</li>
<li>Se promovió la conciencia ambiental y el fortalecimiento del sentido de ciudadanía global entre estudiantes.</li>
</ul>
</li>
<li><strong>ODS 13: Acción por el clima</strong>
<ul>
<li>El proyecto ambiental busca proteger el medio ambiente y asegurar un futuro sostenible.</li>
</ul>
</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>La cooperación internacional entre Corea y Colombia, a través de KOICA y KUCSS, y la articulación con la Secretaría de Educación de Pereira.</li>
<li>Intercambios culturales y cooperación entre voluntarios y comunidad educativa.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.7</strong>: Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, incluyendo, entre otros, la educación para el desarrollo sostenible y estilos de vida sostenibles, los derechos humanos, la igualdad de género, la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</li>
<li><strong>Meta 13.3</strong>: Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto de la mitigación del cambio climático, la adaptación, la reducción del impacto y la alerta temprana.</li>
<li><strong>Meta 17.16</strong>: Mejorar la cooperación internacional para el desarrollo sostenible mediante alianzas entre gobiernos, sector privado y sociedad civil.</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.7.1</strong>: Proporción de alumnos que adquieren conocimientos y habilidades necesarias para promover el desarrollo sostenible, incluyendo educación para el desarrollo sostenible y estilos de vida sostenibles.</li>
<li><strong>Indicador 13.3.1</strong>: Número de países que adoptan y implementan estrategias nacionales de educación y sensibilización sobre el cambio climático.</li>
<li><strong>Indicador 17.16.1</strong>: Número de asociaciones público-privadas y sociedad civil para el desarrollo sostenible.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.7: Educación para el desarrollo sostenible y ciudadanía global</td>
<td>Indicador 4.7.1: Proporción de alumnos con conocimientos para promover desarrollo sostenible</td>
</tr>
<tr>
<td>ODS 13: Acción por el clima</td>
<td>Meta 13.3: Mejorar educación y sensibilización sobre cambio climático</td>
<td>Indicador 13.3.1: Países con estrategias nacionales de educación sobre cambio climático</td>
</tr>
<tr>
<td>ODS 17: Alianzas para lograr los objetivos</td>
<td>Meta 17.16: Mejorar la cooperación internacional para el desarrollo sostenible</td>
<td>Indicador 17.16.1: Número de asociaciones público-privadas y sociedad civil para desarrollo sostenible</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.pereira.gov.co/publicaciones/10760/con-cooperacion-internacional-instituciones-educativas-de-pereira-fortalecen-la-educacion-ambiental/">pereira.gov.co</a></strong></p>
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<title>El Gobierno avanza con su reforma en educación: 5 cambios clave del proyecto de “libertad educativa” – Infobae</title>
<link>https://sdgtalks.ai/Es/el-gobierno-avanza-con-su-reforma-en-educacion-5-cambios-clave-del-proyecto-de-libertad-educativa-infobae</link>
<guid>https://sdgtalks.ai/Es/el-gobierno-avanza-con-su-reforma-en-educacion-5-cambios-clave-del-proyecto-de-libertad-educativa-infobae</guid>
<description><![CDATA[ El Gobierno avanza con su reforma en educación: 5 cambios clave del proyecto de “libertad educativa”  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/2Q63BC2QYZEPJEKOLHL26SCYAQ.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 21:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gobierno, avanza, con, reforma, educación:, cambios, clave, del, proyecto, “libertad, educativa”, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proyecto de Ley de Libertad Educativa y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Presentación y Contexto General</h3>
<p>El Gobierno nacional oficializó la presentación del proyecto de <strong>Ley de Libertad Educativa</strong>, en el marco de las conclusiones del Consejo de Mayo. Este proyecto, que reemplaza a la Ley de Educación Nacional Nº 26.206 vigente desde 2006, se enfoca principalmente en la educación básica (nivel inicial, primario y secundario), e incluye modificaciones en el financiamiento universitario.</p>
<h3>Objetivos y Fundamentación del Proyecto</h3>
<p>El proyecto busca una reformulación del sistema educativo con énfasis en la <strong>libertad educativa</strong> y la familia como agente principal en la educación de los hijos. Según el informe del Consejo de Mayo, la evidencia internacional indica que los mejores resultados educativos están relacionados con altos niveles de autonomía y libertad para docentes, directores, familias y estudiantes, junto con mecanismos de rendición de cuentas.</p>
<p>Se diagnostica que el principal factor del deterioro educativo en Argentina es la falta de autonomía, libertad y rendición de cuentas en el diseño institucional del sistema educativo.</p>
<h2>Principales Cambios Propuestos y su Vinculación con los ODS</h2>
<h3>1. Autonomía Escolar y Curricular</h3>
<ul>
<li>Cada escuela podrá definir su plan de estudios, métodos de enseñanza, organización interna y calendario escolar, promoviendo la <strong>autonomía pedagógica y curricular</strong>.</li>
<li>Se establecerán contenidos mínimos nacionales y jurisdiccionales para garantizar un estándar mínimo de cultura común.</li>
<li>Se creará un Registro Nacional de Planes de Estudio para validar los planes institucionales.</li>
</ul>
<p>Esta autonomía contribuye al <strong>ODS 4: Educación de Calidad</strong>, al permitir adaptaciones pedagógicas que respondan a las necesidades locales y fomenten la inclusión educativa.</p>
<h3>2. Evaluación y Exámenes</h3>
<ul>
<li>Se mantiene la realización de evaluaciones nacionales (Aprender) para medir aprendizajes y desempeño docente.</li>
<li>Se crea el <strong>Examen Nacional de Educación Secundaria (ENES)</strong>, una evaluación voluntaria que abarca Lengua, Matemática, Ciencias Naturales y Sociales.</li>
<li>Los estudiantes y familias tendrán derecho a conocer resultados individuales y desagregados por escuela.</li>
</ul>
<p>Estas medidas fortalecen la transparencia y calidad educativa, alineándose con el <strong>ODS 4</strong> y el <strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong>, mediante la rendición de cuentas y acceso a información.</p>
<h3>3. Participación de las Familias y Educación en el Hogar</h3>
<ul>
<li>Se formaliza la educación en el hogar como forma alternativa de enseñanza, con registros provinciales y evaluaciones estandarizadas para acreditar contenidos mínimos.</li>
<li>Se crean consejos de padres en escuelas estatales, con participación en la elección y remoción del equipo directivo y reglamentos internos.</li>
<li>Se prevén mecanismos de financiamiento dirigidos a familias, como vales, bonos y créditos fiscales.</li>
</ul>
<p>Estas acciones promueven el <strong>ODS 4</strong> y el <strong>ODS 10: Reducción de las Desigualdades</strong>, al ampliar opciones educativas y fortalecer el rol de la familia en la educación.</p>
<h3>4. Financiamiento Educativo</h3>
<ol>
<li>Se elimina la meta del 6% del PBI para inversión educativa, estableciendo que la financiación básica es responsabilidad de las jurisdicciones.</li>
<li>Se mantienen aportes económicos a escuelas privadas y se promueve igualdad en el acceso al financiamiento público, aunque sin exigir inversión idéntica por alumno entre sectores.</li>
<li>Se implementa un sistema federal de monitoreo y evaluación periódica independiente del gasto educativo para asegurar eficiencia y transparencia.</li>
</ol>
<p>Estas reformas apuntan al <strong>ODS 4</strong> y <strong>ODS 16</strong>, garantizando una gestión financiera transparente y eficiente que favorezca la calidad educativa.</p>
<h3>5. Reforma en la Educación Superior</h3>
<ul>
<li>El presupuesto universitario se asignará según criterios centrados en el estudiante y el desempeño en docencia, investigación y extensión.</li>
<li>Se establece que el 75% de los fondos se asignará en función de la cantidad y progreso de estudiantes, el 20% según desempeño institucional y el 5% restante para programas específicos.</li>
<li>Se fortalece la transparencia mediante auditorías internas y controles externos por organismos nacionales.</li>
</ul>
<p>Estas medidas contribuyen al <strong>ODS 4</strong> y al <strong>ODS 9: Industria, Innovación e Infraestructura</strong>, al promover la calidad y eficiencia en la educación superior y la investigación.</p>
<h2>Contribución a los Objetivos de Desarrollo Sostenible</h2>
<ol>
<li><strong>ODS 4: Educación de Calidad</strong> – El proyecto busca garantizar una educación inclusiva, equitativa y de calidad, promoviendo la autonomía escolar, evaluaciones transparentes y opciones educativas diversas.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Al formalizar la educación en el hogar y fortalecer la participación familiar, se amplían las oportunidades educativas para diferentes contextos y necesidades.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – La transparencia en la gestión educativa y financiera, junto con mecanismos de rendición de cuentas, fortalecen las instituciones y la confianza pública.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – La reforma en la educación superior impulsa la investigación y la innovación, fundamentales para el desarrollo sostenible.</li>
</ol>
<h2>Conclusión</h2>
<p>El proyecto de Ley de Libertad Educativa representa una reforma integral que busca modernizar el sistema educativo argentino, promoviendo la autonomía, la participación familiar, la transparencia y la calidad educativa. Su alineación con varios Objetivos de Desarrollo Sostenible destaca su potencial para contribuir al desarrollo social, económico y cultural del país, garantizando una educación que responda a las necesidades actuales y futuras.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><b>ODS 4: Educación de calidad</b>
<ul>
<li>El artículo se centra en la reforma educativa, la libertad educativa, la autonomía escolar, la educación en el hogar, la evaluación docente y estudiantil, y el financiamiento educativo, todos aspectos directamente relacionados con la garantía de una educación inclusiva, equitativa y de calidad.</li>
</ul>
</li>
<li><b>ODS 10: Reducción de las desigualdades</b>
<ul>
<li>Se menciona la igualdad en el acceso al financiamiento público entre escuelas estatales y privadas, y la inclusión de modalidades educativas diversas que pueden contribuir a reducir desigualdades educativas.</li>
</ul>
</li>
<li><b>ODS 16: Paz, justicia e instituciones sólidas</b>
<ul>
<li>El proyecto enfatiza la transparencia en el financiamiento educativo, la rendición de cuentas y la auditoría, lo que fortalece las instituciones educativas y promueve la gobernanza responsable.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><b>Meta 4.1:</b> Asegurar que todos los niños y jóvenes completen una educación primaria y secundaria gratuita, equitativa y de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.
<ul>
<li>El proyecto crea un examen nacional de finalización de la secundaria (ENES) y establece contenidos mínimos comunes para garantizar un estándar mínimo de cultura.</li>
</ul>
</li>
<li><b>Meta 4.5:</b> Eliminar las disparidades de género y otras desigualdades en la educación y garantizar el acceso igualitario a todos los niveles educativos.
<ul>
<li>El proyecto incluye modalidades educativas diversas y financiamiento por demanda que considera nivel socioeconómico y discapacidades, promoviendo la inclusión.</li>
</ul>
</li>
<li><b>Meta 4.c:</b> Aumentar sustancialmente el número de docentes calificados, incluyendo mediante la formación continua y la evaluación docente periódica.
<ul>
<li>Se establece la evaluación periódica de docentes cada cuatro años y la creación del Instituto Nacional de Formación y Carrera Docente.</li>
</ul>
</li>
<li><b>Meta 16.6:</b> Desarrollar instituciones efectivas, responsables y transparentes a todos los niveles.
<ul>
<li>El proyecto promueve la transparencia en el financiamiento educativo y la auditoría interna y externa de las universidades y escuelas.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><b>Indicadores relacionados con la evaluación educativa:</b>
<ul>
<li>Resultados individuales en el Examen Nacional de Educación Secundaria (ENES).</li>
<li>Evaluaciones nacionales censales y muestrales (actuales pruebas Aprender).</li>
<li>Evaluación periódica del desempeño docente, basada en competencias pedagógicas, resultados de aprendizaje y formación continua.</li>
</ul>
</li>
<li><b>Indicadores de financiamiento y transparencia:</b>
<ul>
<li>Monitoreo federal de la inversión educativa.</li>
<li>Evaluación periódica e independiente del gasto educativo para medir la efectividad de la inversión en resultados de aprendizaje.</li>
<li>Auditorías internas y externas en instituciones educativas.</li>
</ul>
</li>
<li><b>Indicadores de acceso y modalidades educativas:</b>
<ul>
<li>Registro de estudiantes en formas alternativas de enseñanza (educación en el hogar, virtual e híbrida).</li>
<li>Cumplimiento de horas mínimas de clase establecidas para educación inicial, primaria y secundaria.</li>
<li>Porcentaje de alumnos regulares en universidades (mínimo dos materias aprobadas por año).</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Completar educación primaria y secundaria de calidad.</li>
<li>4.5: Eliminar disparidades y garantizar acceso igualitario.</li>
<li>4.c: Aumentar docentes calificados y evaluación docente.</li>
</ul>
</td>
<td>
<ul>
<li>Resultados en Examen Nacional de Educación Secundaria (ENES).</li>
<li>Evaluaciones nacionales censales y muestrales.</li>
<li>Evaluación periódica del desempeño docente.</li>
<li>Registro de estudiantes en modalidades alternativas.</li>
<li>Cumplimiento de horas mínimas de clase.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Promover la inclusión social, económica y política.</li>
<li>4.5 (relacionada): Igualdad en acceso a educación y financiamiento.</li>
</ul>
</td>
<td>
<ul>
<li>Igualdad en acceso al financiamiento público entre escuelas estatales y privadas.</li>
<li>Asignación de recursos según nivel socioeconómico y discapacidades.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>
<ul>
<li>16.6: Instituciones responsables y transparentes.</li>
</ul>
</td>
<td>
<ul>
<li>Monitoreo federal de inversión educativa.</li>
<li>Evaluación periódica e independiente del gasto educativo.</li>
<li>Auditorías internas y externas en instituciones educativas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/educacion/2025/12/10/el-gobierno-avanza-con-su-reforma-en-educacion-5-cambios-clave-del-proyecto-de-libertad-educativa/">infobae.com</a></strong></p>
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<title>9º. Congreso Internacional en Investigación Educativa – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/9o-congreso-internacional-en-investigacion-educativa-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/9o-congreso-internacional-en-investigacion-educativa-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ 9º. Congreso Internacional en Investigación Educativa  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/educacion/wp-content/themes/secretarias-2022/img/logo/tam.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 15:00:24 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>9º., Congreso, Internacional, Investigación, Educativa, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el 9º Congreso Internacional en Investigación Educativa</h2>
<h3>Introducción</h3>
<p>El 9º Congreso Internacional en Investigación Educativa se llevará a cabo el 8 de diciembre de 2025 en Ciudad Victoria, Tamaulipas. Este evento representa una oportunidad clave para fortalecer la investigación educativa, alineándose con los Objetivos de Desarrollo Sostenible (ODS) promovidos por la Organización de las Naciones Unidas.</p>
<h3>Objetivos del Congreso</h3>
<ol>
<li>Fomentar la generación y difusión de conocimiento en el ámbito educativo.</li>
<li>Promover la colaboración internacional entre investigadores y profesionales de la educación.</li>
<li>Contribuir al desarrollo de políticas educativas inclusivas y de calidad.</li>
<li>Impulsar prácticas educativas que apoyen la equidad y la sostenibilidad.</li>
</ol>
<h3>Relevancia en el marco de los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El congreso se enmarca dentro de los siguientes ODS, enfatizando su compromiso con el desarrollo sostenible:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Promoviendo una educación inclusiva, equitativa y de calidad para todos, y fomentando oportunidades de aprendizaje durante toda la vida.</li>
<li><strong>ODS 5: Igualdad de Género</strong> – Impulsando la igualdad de género en la educación y la investigación.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Abordando las brechas educativas y sociales mediante investigaciones que apoyen políticas inclusivas.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Fortaleciendo la cooperación internacional y las alianzas estratégicas en el ámbito educativo.</li>
</ul>
<h3>Participación y Convocatoria</h3>
<p>Se invita a investigadores, académicos, estudiantes y profesionales del sector educativo a participar en este congreso internacional, que será un espacio para compartir avances, experiencias y propuestas innovadoras que contribuyan a la mejora continua de la educación.</p>
<h3>Conclusión</h3>
<p>El 9º Congreso Internacional en Investigación Educativa es un evento fundamental para impulsar la investigación y el desarrollo educativo en Tamaulipas y a nivel internacional, alineado con los Objetivos de Desarrollo Sostenible. Su realización contribuirá a fortalecer la calidad educativa, la equidad y la cooperación global en beneficio de las futuras generaciones.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>ODS 4: Educación de calidad</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>Meta 4.3: Garantizar el acceso igualitario de todos los hombres y mujeres a una educación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</li>
<li>Meta 4.7: Garantizar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>Indicador 4.3.1: Proporción de jóvenes y adultos con educación técnica, profesional o superior.</li>
<li>Indicador 4.7.1: Medida en que los programas de estudio incluyen temas relacionados con el desarrollo sostenible.</li>
</ol>
<h2>4. Tabla con ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.3: Acceso igualitario a educación técnica, profesional y superior de calidad.</li>
<li>4.7: Adquisición de conocimientos para promover el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>4.3.1: Proporción de jóvenes y adultos con educación técnica, profesional o superior.</li>
<li>4.7.1: Inclusión de temas de desarrollo sostenible en programas de estudio.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/educacion/2025/12/9o-congreso-internacional-en-investigacion-educativa/">tamaulipas.gob.mx</a></strong></p>
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<title>Tuyen Quang construye un entorno educativo rico en humanidad e identidad nacional. – Vietnam.vn</title>
<link>https://sdgtalks.ai/Es/tuyen-quang-construye-un-entorno-educativo-rico-en-humanidad-e-identidad-nacional-vietnamvn</link>
<guid>https://sdgtalks.ai/Es/tuyen-quang-construye-un-entorno-educativo-rico-en-humanidad-e-identidad-nacional-vietnamvn</guid>
<description><![CDATA[ Tuyen Quang construye un entorno educativo rico en humanidad e identidad nacional.  Vietnam.vn ]]></description>
<enclosure url="https://vstatic.vietnam.vn/vietnam/resource/IMAGE/2025/12/05/1764937660480_tq2_xegy.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 09:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Tuyen, Quang, construye, entorno, educativo, rico, humanidad, identidad, nacional., –, Vietnam.vn</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Plan de Tuyen Quang para Preservar y Promover la Cultura Tradicional en la Educación (2025-2030)</h2>
<h3>Introducción</h3>
<p>La provincia de Tuyen Quang ha emitido un plan estratégico titulado “Preservación y promoción de los valores culturales tradicionales de los grupos étnicos en las instituciones educativas de la provincia, período 2025 – 2030”. Este plan busca fortalecer la educación sobre la identidad cultural local, mejorar la calidad educativa integral y construir un ambiente escolar rico en humanidad e identidad nacional.</p>
<h3>Objetivos del Plan y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<ol>
<li><strong>Conciencia y Educación Cultural:</strong> Crear conciencia entre administradores, docentes, estudiantes y la comunidad sobre la importancia de la cultura tradicional de los grupos étnicos, fomentando el orgullo y la preservación de la identidad cultural. Esto contribuye al <em>ODS 4: Educación de Calidad</em> y al <em>ODS 11: Ciudades y Comunidades Sostenibles</em>.</li>
<li><strong>Implementación en Instituciones Educativas:</strong> Para 2030, el 100% de las instituciones de educación general y continua mantendrán actividades efectivas de educación cultural tradicional, incluyendo la construcción de “espacios culturales nacionales” en cada escuela. Esta iniciativa apoya el <em>ODS 4</em> y el <em>ODS 10: Reducción de las Desigualdades</em>.</li>
<li><strong>Promoción de Juegos y Artes Folclóricas:</strong> Incorporar de 5 a 10 juegos, canciones y danzas folclóricas en actividades extracurriculares anuales, facilitando el aprendizaje visual y experiencial para los estudiantes, alineado con el <em>ODS 3: Salud y Bienestar</em> y el <em>ODS 4</em>.</li>
<li><strong>Capacitación Docente:</strong> Formar al personal directivo y docente en métodos para integrar contenidos culturales tradicionales en asignaturas y actividades, fortaleciendo habilidades para organizar actividades culturales y artísticas. Esto contribuye al <em>ODS 4</em>.</li>
<li><strong>Vínculo Escuela-Comunidad:</strong> Fomentar cursos impartidos por artistas populares y miembros prestigiosos de la comunidad, fortaleciendo la relación entre la escuela y la sociedad, en línea con el <em>ODS 17: Alianzas para Lograr los Objetivos</em>.</li>
<li><strong>Integración Curricular:</strong> Incorporar contenidos sobre cultura tradicional, historia local y patrimonio cultural nacional en el programa educativo general, conforme a regulaciones del Ministerio de Educación y Formación, apoyando el <em>ODS 4</em>.</li>
<li><strong>Uso de Tecnologías Modernas:</strong> Incentivar el uso de tecnologías de la información, redes sociales y medios modernos para difundir actividades culturales, contribuyendo al <em>ODS 9: Industria, Innovación e Infraestructura</em>.</li>
<li><strong>Desarrollo de Clubes Culturales:</strong> Mantener y desarrollar clubes de folclore, canciones y danzas populares, organizando actividades de intercambio y representación para promover la identidad cultural nacional entre estudiantes, alineado con el <em>ODS 4</em> y el <em>ODS 16: Paz, Justicia e Instituciones Sólidas</em>.</li>
</ol>
<h3>Actividades Destacadas</h3>
<ul>
<li>Organización del Festival Provincial de Canto y Danza Folklórica para estudiantes de secundaria en 2027 y 2030.</li>
<li>Fomento de festivales y competencias anuales en escuelas, comunas y barrios.</li>
<li>Realización de conferencias, seminarios, charlas y foros especializados para compartir experiencias y replicar buenas prácticas.</li>
<li>Reconocimiento y premiación a colectivos, individuos y artesanos destacados en la preservación cultural.</li>
</ul>
<h3>Implementación y Evaluación</h3>
<p>La hoja de ruta para la implementación del plan se construirá anualmente durante el período 2025-2030, incluyendo:</p>
<ul>
<li>Talleres y capacitaciones.</li>
<li>Construcción de espacios culturales nacionales.</li>
<li>Organización de festivales de canto y danza folklórica.</li>
<li>Evaluaciones intermedias y finales para medir resultados y extraer experiencias.</li>
<li>Propuestas de direcciones, tareas y soluciones para períodos futuros.</li>
</ul>
<h3>Conclusión</h3>
<p>El plan de Tuyen Quang representa un compromiso integral con la educación cultural y la preservación de la identidad nacional, contribuyendo directamente a varios Objetivos de Desarrollo Sostenible, especialmente en educación de calidad, reducción de desigualdades, promoción de la cultura y fortalecimiento de alianzas comunitarias.</p>
<p><em>Fuente:</em> <a href="https://baovanhoa.vn/van-hoa/tuyen-quang-xay-dung-moi-truong-giao-duc-giau-tinh-nhan-van-dam-da-ban-sac-dan-toc-186025.html" target="_blank">baovanhoa.vn</a></p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – El artículo se centra en mejorar la calidad de la educación integral mediante la integración de la educación cultural tradicional en las instituciones educativas.</li>
<li><strong>ODS 11: Ciudades y comunidades sostenibles</strong> – La promoción y preservación de la identidad cultural y los valores tradicionales contribuyen a fortalecer la identidad nacional y la cohesión social en la comunidad.</li>
<li><strong>ODS 16: Paz, justicia e instituciones sólidas</strong> – Fomentar la solidaridad entre los grupos étnicos y promover la identidad cultural contribuye a la inclusión social y la cohesión comunitaria.</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.7</strong>: Para 2030, asegurar que todos los alumnos adquieran los conocimientos y habilidades necesarios para promover el desarrollo sostenible, incluyendo, entre otros, la educación para el desarrollo sostenible y estilos de vida sostenibles, los derechos humanos, la igualdad de género, la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</li>
<li><strong>Meta 11.4</strong>: Reforzar los esfuerzos para proteger y salvaguardar el patrimonio cultural y natural del mundo.</li>
<li><strong>Meta 16.7</strong>: Garantizar la adopción de decisiones inclusivas, participativas y representativas que respondan a las necesidades a todos los niveles.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.7.1</strong>: Proporción de alumnos que adquieren conocimientos y habilidades necesarias para promover el desarrollo sostenible, incluyendo la educación para la diversidad cultural y la identidad nacional. Esto se refleja en el artículo mediante la integración de contenidos culturales tradicionales en la educación y las actividades extracurriculares.</li>
<li><strong>Indicador 11.4.1</strong>: Gastos públicos en la conservación, protección y restauración del patrimonio cultural y natural como proporción del PIB. Aunque no se menciona explícitamente, el artículo implica inversión en la construcción de espacios culturales y organización de festivales.</li>
<li><strong>Indicador 16.7.2</strong>: Proporción de grupos sociales que participan en decisiones públicas. El artículo menciona la participación de administradores, maestros, estudiantes y comunidad en la preservación cultural, lo que puede relacionarse con este indicador.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.7: Educación para el desarrollo sostenible y valoración de la diversidad cultural.</td>
<td>Indicador 4.7.1: Proporción de alumnos que adquieren conocimientos y habilidades para promover el desarrollo sostenible y la diversidad cultural.</td>
</tr>
<tr>
<td>ODS 11: Ciudades y comunidades sostenibles</td>
<td>Meta 11.4: Protección y salvaguardia del patrimonio cultural y natural.</td>
<td>Indicador 11.4.1: Gastos públicos en conservación del patrimonio cultural y natural como proporción del PIB.</td>
</tr>
<tr>
<td>ODS 16: Paz, justicia e instituciones sólidas</td>
<td>Meta 16.7: Decisiones inclusivas, participativas y representativas.</td>
<td>Indicador 16.7.2: Proporción de grupos sociales que participan en decisiones públicas.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.vietnam.vn/es/tuyen-quang-xay-dung-moi-truong-giao-duc-giau-tinh-nhan-van-dam-da-ban-sac-dan-toc">vietnam.vn</a></strong></p>
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<title>Antes del 31 de diciembre: Completar el acondicionamiento de las instalaciones educativas – Vietnam.vn</title>
<link>https://sdgtalks.ai/Es/antes-del-31-de-diciembre-completar-el-acondicionamiento-de-las-instalaciones-educativas-vietnamvn</link>
<guid>https://sdgtalks.ai/Es/antes-del-31-de-diciembre-completar-el-acondicionamiento-de-las-instalaciones-educativas-vietnamvn</guid>
<description><![CDATA[ Antes del 31 de diciembre: Completar el acondicionamiento de las instalaciones educativas  Vietnam.vn ]]></description>
<enclosure url="https://vstatic.vietnam.vn/vietnam/resource/IMAGE/2025/12/08/1765203505706_ong_le_dinh_thuan_20251208083829_20251208205326.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 09:00:25 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Antes, del, diciembre:, Completar, acondicionamiento, las, instalaciones, educativas, –, Vietnam.vn</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Ordenamiento de las Instalaciones Educativas en la Provincia y su Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto y Planificación del Ordenamiento Educativo</h3>
<p>El Comité Popular Provincial, basándose en las propuestas del Departamento de Educación y Capacitación y del Departamento de Asuntos Internos, ha elaborado un plan para organizar las unidades y organizaciones de servicio público dentro de las agencias administrativas estatales. Este plan mantiene las escuelas públicas existentes (secundarias, básicas, primarias, interniveles y jardines de infancia) y propone ajustes para atender mejor las necesidades de la población estudiantil.</p>
<p>Especial atención se da a las zonas montañosas, de tierras altas y con minorías étnicas, donde se revisan y organizan internados y semiinternados en centros comunales o intercomunales. Además, se racionaliza la organización de centros de educación vocacional y continua para mejorar la calidad y eficiencia, limitando a no más de tres escuelas vocacionales en la provincia para formar trabajadores calificados que impulsen el desarrollo socioeconómico y atraigan inversión local.</p>
<h3>Objetivos de Desarrollo Sostenible (ODS) Relacionados</h3>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Garantizar el acceso a una educación inclusiva, equitativa y de calidad, especialmente para niños en zonas remotas y con condiciones socioeconómicas difíciles.</li>
<li><strong>ODS 10: Reducción de las Desigualdades</strong> – Promover la inclusión educativa de minorías étnicas y poblaciones en áreas montañosas.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong> – Formación de trabajadores calificados para el desarrollo socioeconómico local.</li>
</ul>
<h3>Principios y Criterios para la Implementación</h3>
<ol>
<li>Cumplimiento de la normativa vigente sobre tamaño de escuelas y aulas, estándares de instalaciones y cupos docentes.</li>
<li>Vinculación con la planificación demográfica y condiciones geográficas para garantizar accesibilidad.</li>
<li>Garantizar el derecho a la educación sin reducción del acceso ni afectación a la seguridad y comodidad de estudiantes.</li>
<li>No fusionar escuelas cuando la distancia o las condiciones de transporte sean desfavorables.</li>
<li>Separación clara entre escuelas preescolares, generales y centros de educación continua para atender necesidades específicas.</li>
<li>Transparencia, democracia y publicidad en el proceso de organización e implementación.</li>
</ol>
<h3>Contribución a los ODS</h3>
<ul>
<li><strong>ODS 3: Salud y Bienestar</strong> – Asegurar condiciones seguras y cómodas para los estudiantes durante su escolarización.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong> – Promover procesos transparentes y democráticos en la gestión educativa.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong> – Adaptar la organización educativa a las características geográficas y sociales locales.</li>
</ul>
<h3>Hoja de Ruta para la Implementación</h3>
<p>El Ministerio de Educación y Formación ha emitido directrices para que los Comités Populares provinciales completen la organización de las instalaciones educativas preescolares, generales y continuas antes del 31 de diciembre de 2025. Durante este proceso, se realizarán inspecciones y supervisiones para eliminar obstáculos y garantizar la estabilidad de las actividades educativas.</p>
<p>Se llevará a cabo una evaluación integral de cada plan para seleccionar o ajustar estrategias que sean adecuadas y viables, asegurando así el cumplimiento de los objetivos planteados.</p>
<h3>Relación con los Objetivos de Desarrollo Sostenible</h3>
<ul>
<li><strong>ODS 4: Educación de Calidad</strong> – Finalizar la reorganización para mejorar la calidad y accesibilidad educativa.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura</strong> – Mejorar la infraestructura educativa para apoyar el aprendizaje y la formación técnica.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos</strong> – Coordinación entre diferentes niveles de gobierno y departamentos para una implementación efectiva.</li>
</ul>
<h3>Conclusión</h3>
<p>El ordenamiento de las instalaciones educativas en la provincia representa un esfuerzo integral para mejorar la eficiencia de la gestión estatal en educación, garantizar el derecho a la educación de todos los niños y jóvenes, y contribuir al desarrollo sostenible conforme a los Objetivos de Desarrollo Sostenible. La atención especial a zonas vulnerables y la planificación estratégica aseguran que la educación sea accesible, inclusiva y de calidad, promoviendo así el desarrollo socioeconómico y la equidad social.</p>
<h2>1. Objetivos de Desarrollo Sostenible (ODS) abordados o conectados con los temas destacados en el artículo</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El artículo se centra en el ordenamiento y mejora de las instalaciones educativas para garantizar el derecho a la educación, especialmente en zonas remotas y para minorías étnicas.</li>
<li>Se busca mejorar la calidad y accesibilidad de la educación en todos los niveles, desde preescolar hasta educación continua y vocacional.</li>
</ul>
</li>
<li><strong>ODS 10: Reducción de las desigualdades</strong>
<ul>
<li>El enfoque en zonas montañosas, tierras altas y minorías étnicas para organizar internados y semiinternados refleja un esfuerzo por reducir desigualdades en el acceso a la educación.</li>
</ul>
</li>
<li><strong>ODS 8: Trabajo decente y crecimiento económico</strong>
<ul>
<li>La organización de escuelas vocacionales para formar trabajadores calificados contribuye al desarrollo socioeconómico y a la atracción de inversión local.</li>
</ul>
</li>
</ol>
<h2>2. Metas específicas de los ODS identificadas en función del contenido del artículo</h2>
<ol>
<li><strong>Meta 4.1</strong>: Asegurar que todas las niñas y niños completen la educación primaria y secundaria gratuita, equitativa y de calidad.
<ul>
<li>El artículo menciona la garantía del derecho a la educación y la no reducción del acceso, especialmente en zonas remotas.</li>
</ul>
</li>
<li><strong>Meta 4.3</strong>: Asegurar el acceso igualitario de todos los hombres y mujeres a una formación técnica, profesional y superior de calidad.
<ul>
<li>La fusión y organización de centros de educación vocacional para formar trabajadores calificados está alineada con esta meta.</li>
</ul>
</li>
<li><strong>Meta 4.5</strong>: Eliminar las disparidades de género y de vulnerabilidad en la educación.
<ul>
<li>El enfoque en minorías étnicas y zonas con condiciones socioeconómicas difíciles apunta a reducir disparidades.</li>
</ul>
</li>
<li><strong>Meta 10.2</strong>: Potenciar y promover la inclusión social, económica y política de todas las personas.
<ul>
<li>La organización de internados para estudiantes étnicos y la atención a zonas remotas contribuyen a esta inclusión.</li>
</ul>
</li>
<li><strong>Meta 8.6</strong>: Reducir la proporción de jóvenes sin empleo, educación o formación.
<ul>
<li>La formación vocacional para trabajadores calificados contribuye a esta meta.</li>
</ul>
</li>
</ol>
<h2>3. Indicadores de los ODS mencionados o implícitos en el artículo para medir el progreso</h2>
<ol>
<li><strong>Indicador 4.1.1</strong>: Tasa de finalización de la educación primaria y secundaria.
<ul>
<li>El artículo menciona evitar que niños y estudiantes abandonen la escuela debido a la distancia, lo que se relaciona con la tasa de finalización.</li>
</ul>
</li>
<li><strong>Indicador 4.3.1</strong>: Proporción de jóvenes y adultos con habilidades relevantes para el empleo.
<ul>
<li>La formación en centros vocacionales para trabajadores calificados se vincula con este indicador.</li>
</ul>
</li>
<li><strong>Indicador 4.5.1</strong>: Paridad de género en todos los niveles educativos.
<ul>
<li>Aunque no se menciona explícitamente, el enfoque en minorías y zonas desfavorecidas implica monitorear la equidad en el acceso.</li>
</ul>
</li>
<li><strong>Indicador 10.2.1</strong>: Proporción de personas que viven por debajo del umbral nacional de pobreza, desglosado por grupos sociales.
<ul>
<li>La atención a minorías étnicas y zonas socioeconómicamente difíciles sugiere la necesidad de este indicador para evaluar inclusión.</li>
</ul>
</li>
<li><strong>Indicador 8.6.1</strong>: Proporción de jóvenes (de 15 a 24 años) que no están empleados ni en educación o formación.
<ul>
<li>La formación vocacional busca reducir esta proporción.</li>
</ul>
</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li>4.3: Acceso igualitario a formación técnica y profesional.</li>
<li>4.5: Eliminar disparidades de género y vulnerabilidad en educación.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.1: Tasa de finalización de educación primaria y secundaria.</li>
<li>4.3.1: Proporción con habilidades relevantes para empleo.</li>
<li>4.5.1: Paridad de género en niveles educativos.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 10: Reducción de las desigualdades</td>
<td>
<ul>
<li>10.2: Inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>10.2.1: Proporción de personas bajo umbral de pobreza por grupos sociales.</li>
</ul>
</td>
</tr>
<tr>
<td>ODS 8: Trabajo decente y crecimiento económico</td>
<td>
<ul>
<li>8.6: Reducir jóvenes sin empleo ni educación o formación.</li>
</ul>
</td>
<td>
<ul>
<li>8.6.1: Proporción de jóvenes no empleados ni en educación o formación.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.vietnam.vn/es/truoc-ngay-31-12-hoan-thanh-sap-xep-cac-co-so-giao-duc">vietnam.vn</a></strong></p>
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<title>Puentes de experiencia, caminos de aprendizaje – Educación Ambiental y Sostenibilidad – Gobierno de Canarias</title>
<link>https://sdgtalks.ai/Es/puentes-de-experiencia-caminos-de-aprendizaje-educacion-ambiental-y-sostenibilidad-gobierno-de-canarias</link>
<guid>https://sdgtalks.ai/Es/puentes-de-experiencia-caminos-de-aprendizaje-educacion-ambiental-y-sostenibilidad-gobierno-de-canarias</guid>
<description><![CDATA[ Puentes de experiencia, caminos de aprendizaje – Educación Ambiental y Sostenibilidad  Gobierno de Canarias ]]></description>
<enclosure url="https://www3.gobiernodecanarias.org/medusa/ecoescuela/easostenibilidad/files/2025/12/cartel-puentes-724x1024.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 09:00:25 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Puentes, experiencia, caminos, aprendizaje, –, Educación, Ambiental, Sostenibilidad, –, Gobierno, Canarias</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proyecto «Puentes de experiencia, caminos de aprendizaje»</h2>
<h3>Introducción</h3>
<p>Se ha abierto el plazo de inscripción para el proyecto <strong>«Puentes de experiencia, caminos de aprendizaje»</strong>, que estará disponible hasta el 9 de enero de 2026. Este proyecto tiene como objetivo principal fomentar la conexión intergeneracional, permitiendo que las nuevas generaciones se nutran de los conocimientos y saberes de las personas mayores.</p>
<h3>Objetivos del Proyecto y su Relación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El proyecto contribuye directamente a varios Objetivos de Desarrollo Sostenible, entre ellos:</p>
<ol>
<li><strong>ODS 4: Educación de calidad</strong> – Promoviendo el aprendizaje significativo a través de la investigación y el intercambio de conocimientos entre generaciones.</li>
<li><strong>ODS 11: Ciudades y comunidades sostenibles</strong> – Fortaleciendo el vínculo social y cultural en las comunidades locales mediante la valorización de las tradiciones y prácticas del sector primario.</li>
<li><strong>ODS 12: Producción y consumo responsables</strong> – Fomentando el respeto y la comprensión sobre las prácticas agrícolas y ganaderas sostenibles del pasado y presente.</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos</strong> – Impulsando la colaboración entre diferentes generaciones y sectores educativos para alcanzar metas comunes.</li>
</ol>
<h3>Descripción del Proyecto</h3>
<p>Desde el área de Educación Ambiental y Sostenibilidad, se colabora en el desarrollo de este proyecto para que el alumnado investigue y aprenda sobre las tareas que realizan las personas mayores en el sector primario. Entre las actividades propuestas se incluyen:</p>
<ul>
<li>Entrevistas a personas mayores referentes en agricultura y ganadería en el municipio.</li>
<li>Comparación entre las técnicas tradicionales de labranza y las actuales.</li>
<li>Documentación y preservación del conocimiento ancestral para evitar su pérdida.</li>
</ul>
<h3>Presentación y Reconocimientos</h3>
<p>El trabajo final deberá presentarse en formato vídeo (Mp4) con las siguientes características:</p>
<ul>
<li>Duración mínima de 5 minutos y máxima de 8 minutos.</li>
<li>Formato horizontal.</li>
<li>Capacidad máxima de 600 megas.</li>
</ul>
<p>Durante el Encuentro Final, se reconocerán los mejores productos finales en tres categorías, según el nivel educativo trabajado.</p>
<h3>Información Adicional</h3>
<ul>
<li><strong>Alumnado destinatario:</strong> Estudiantes matriculados en Educación Infantil, Educación Primaria, Educación Secundaria y Formación Profesional.</li>
<li><strong>Plazo de presentación:</strong> Del 10 de diciembre de 2025 al 9 de enero de 2026.</li>
<li><strong>Inscripción y más información:</strong> Disponible en el <a href="https://www3.gobiernodecanarias.org/medusa/procedimientos/convocatoria/puentes-experiencia-25-26/" target="_blank" rel="noopener noreferrer">enlace oficial</a>.</li>
</ul>
<h3>Conclusión</h3>
<p>Este proyecto representa una oportunidad única para integrar los principios de sostenibilidad y educación de calidad en el currículo escolar, promoviendo el respeto intergeneracional y la valorización del patrimonio cultural y ambiental. Se anima a los centros educativos a participar a través de la Red InnovAS, contribuyendo así al cumplimiento de los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li><strong>ODS 4: Educación de calidad</strong>
<ul>
<li>El proyecto promueve el aprendizaje intergeneracional y el desarrollo de competencias a través de la investigación y la educación ambiental.</li>
</ul>
</li>
<li><strong>ODS 12: Producción y consumo responsables</strong>
<ul>
<li>El enfoque en las tareas del sector primario, como la agricultura y la ganadería, y la comparación entre prácticas antiguas y actuales, fomenta la conciencia sobre prácticas sostenibles.</li>
</ul>
</li>
<li><strong>ODS 15: Vida de ecosistemas terrestres</strong>
<ul>
<li>El conocimiento sobre las actividades agrícolas y ganaderas tradicionales contribuye a la conservación y uso sostenible de los ecosistemas terrestres.</li>
</ul>
</li>
<li><strong>ODS 11: Ciudades y comunidades sostenibles</strong>
<ul>
<li>El proyecto fortalece el vínculo entre generaciones dentro de la comunidad, promoviendo la cohesión social y la transmisión cultural.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li><strong>Meta 4.7</strong>: Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, incluyendo la educación para el desarrollo sostenible y estilos de vida sostenibles.</li>
<li><strong>Meta 12.8</strong>: Lograr que las personas tengan la información y conciencia necesarias para el desarrollo sostenible y estilos de vida en armonía con la naturaleza.</li>
<li><strong>Meta 15.1</strong>: Garantizar la conservación, restauración y uso sostenible de los ecosistemas terrestres, gestionando de forma sostenible los bosques, luchando contra la desertificación y deteniendo la pérdida de biodiversidad.</li>
<li><strong>Meta 11.4</strong>: Fortalecer los esfuerzos para proteger y salvaguardar el patrimonio cultural y natural del mundo.</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li><strong>Indicador 4.7.1</strong>: Proporción de alumnos que adquieren conocimientos y habilidades necesarias para promover el desarrollo sostenible mediante la educación formal y no formal.</li>
<li><strong>Indicador 12.8.1</strong>: Proporción de personas que tienen conciencia sobre el desarrollo sostenible y estilos de vida sostenibles.</li>
<li><strong>Indicador 15.1.1</strong>: Índice de cobertura de áreas protegidas terrestres y acuáticas, que puede relacionarse con la conservación de prácticas tradicionales agrícolas y ganaderas sostenibles.</li>
<li><strong>Indicador 11.4.1</strong>: Gastos públicos en la protección y salvaguardia del patrimonio cultural y natural, que puede vincularse al reconocimiento y valoración del conocimiento tradicional de los mayores.</li>
</ol>
<h2>4. Tabla: ODS, metas e indicadores</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de calidad</td>
<td>Meta 4.7: Educación para el desarrollo sostenible y estilos de vida sostenibles</td>
<td>Indicador 4.7.1: Proporción de alumnos que adquieren conocimientos y habilidades para el desarrollo sostenible</td>
</tr>
<tr>
<td>ODS 12: Producción y consumo responsables</td>
<td>Meta 12.8: Conciencia y educación para el desarrollo sostenible</td>
<td>Indicador 12.8.1: Proporción de personas con conciencia sobre desarrollo sostenible</td>
</tr>
<tr>
<td>ODS 15: Vida de ecosistemas terrestres</td>
<td>Meta 15.1: Conservación y uso sostenible de ecosistemas terrestres</td>
<td>Indicador 15.1.1: Índice de cobertura de áreas protegidas terrestres y acuáticas</td>
</tr>
<tr>
<td>ODS 11: Ciudades y comunidades sostenibles</td>
<td>Meta 11.4: Protección del patrimonio cultural y natural</td>
<td>Indicador 11.4.1: Gastos públicos en protección del patrimonio cultural y natural</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www3.gobiernodecanarias.org/medusa/ecoescuela/easostenibilidad/2025/12/09/puentes-de-experiencia-caminos-de-aprendizaje/">www3.gobiernodecanarias.org</a></strong></p>
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<title>Madrid acoge la reunión del Don Bosco Network sobre Ciudadanía Global – salesianos.info</title>
<link>https://sdgtalks.ai/Es/madrid-acoge-la-reunion-del-don-bosco-network-sobre-ciudadania-global-salesianosinfo</link>
<guid>https://sdgtalks.ai/Es/madrid-acoge-la-reunion-del-don-bosco-network-sobre-ciudadania-global-salesianosinfo</guid>
<description><![CDATA[ Madrid acoge la reunión del Don Bosco Network sobre Ciudadanía Global  salesianos.info ]]></description>
<enclosure url="https://salesianos.info/wp-content/uploads/2025/12/DonBoscoNetword.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 17:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Madrid, acoge, reunión, del, Don, Bosco, Network, sobre, Ciudadanía, Global, –, salesianos.info</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de la Reunión del Grupo de Trabajo de Educación para el Desarrollo de Don Bosco Network</h2>
<h3>Introducción al Encuentro y su Marco en la Agenda 2030</h3>
<p>Entre el 19 y el 21 de noviembre se celebró en Madrid una reunión estratégica del Grupo de Trabajo de Educación para el Desarrollo de Don Bosco Network (DBN). El encuentro congregó a representantes de cinco entidades de la red de manera presencial, complementado con la participación virtual de otros miembros. El objetivo principal fue alinear y potenciar las iniciativas de la red con los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Ejes Estratégicos y Contribución a los Objetivos de Desarrollo Sostenible</h3>
<p>La agenda de trabajo se centró en el análisis y la puesta en común de proyectos de Educación para la Ciudadanía Global (ECG), un pilar fundamental para la consecución del <strong>ODS 4 (Educación de Calidad)</strong>, específicamente en su meta 4.7. Las áreas temáticas abordadas se alinean directamente con varios ODS:</p>
<ul>
<li><strong>Justicia Climática:</strong> Iniciativas que contribuyen directamente al <strong>ODS 13 (Acción por el Clima)</strong>, promoviendo la conciencia y la acción entre los jóvenes.</li>
<li><strong>Acceso a la Educación Universal:</strong> Proyectos enfocados en garantizar el cumplimiento del <strong>ODS 4</strong>, asegurando una educación inclusiva, equitativa y de calidad para todos.</li>
<li><strong>Promoción de los Derechos Humanos:</strong> Acciones que fortalecen el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>, fomentando sociedades justas y pacíficas.</li>
<li><strong>Participación Activa de la Juventud:</strong> Programas que impulsan el rol de los jóvenes como agentes de cambio, en línea con el <strong>ODS 16</strong> y el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>.</li>
</ul>
<h3>Análisis de Buenas Prácticas: La Procura de Madrid como Modelo</h3>
<p>El formato de visita de estudio permitió a los participantes conocer en profundidad el trabajo de la Procura de Madrid (Misiones Salesianas y Jóvenes y Desarrollo). Esta entidad expuso su estructura organizativa y sus iniciativas en Ciudadanía Global, posicionándose como un referente en la implementación de proyectos educativos alineados con los ODS. La visita al Museo Misionero y a la exposición conmemorativa del 150 aniversario de la exposición misionera proporcionó un contexto histórico al compromiso de la organización con el desarrollo global.</p>
<h3>Incidencia Política para el Impulso de los ODS</h3>
<p>Un componente clave de la reunión fue la incidencia política (advocacy), reconocida como una herramienta esencial para avanzar en la Agenda 2030. Se contó con la participación de expertos del Sector de la Pastoral Juvenil para delinear estrategias efectivas:</p>
<ol>
<li><strong>Coordinación en Incidencia y Protección del Menor:</strong> Antoine Farrugia, SDB, presentó el marco de trabajo coordinado en esta área, una acción fundamental para el cumplimiento del <strong>ODS 16.2</strong>, que busca erradicar el maltrato y la violencia contra la infancia.</li>
<li><strong>Presencia Institucional ante la Unión Europea:</strong> Sara Sechi, secretaria ejecutiva del Don Bosco International (DBI), detalló las iniciativas en curso a nivel de las Instituciones Europeas. Se exploraron vías para que las entidades de DBN participen y se beneficien de estos programas, fortaleciendo así el <strong>ODS 17</strong> a través de alianzas estratégicas.</li>
</ol>
<h3>Fomento de Alianzas Transnacionales y Proyectos Colaborativos</h3>
<p>En una sesión de trabajo conjunto, los participantes diseñaron proyectos e iniciativas transnacionales con el objetivo de solicitar financiación del Programa Erasmus+. Esta dinámica representa una aplicación práctica del <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>, buscando crear sinergias entre las distintas entidades para maximizar el impacto. Se destacó el éxito del proyecto “Hands on Development” como un modelo de colaboración efectiva recientemente concluido.</p>
<h3>Conclusiones y Reflexiones Estratégicas</h3>
<p>Ángel Gudiña, coordinador de DBN, subrayó el rol de la red en la coordinación de ONGs y Procuras no solo en Cooperación al Desarrollo y Emergencia Humanitaria, sino también en el ámbito de la Ciudadanía Global. Se destacó que la Procura de Madrid es pionera en España en innovación educativa orientada a la ciudadanía activa, colaborando a nivel nacional con Bosco Global. Una conclusión relevante es el valor de implicar a jóvenes de instituciones públicas, más allá de los centros salesianos, como una estrategia para difundir los valores de la Agenda 2030 y el mensaje de Don Bosco a una audiencia más amplia, promoviendo una ciudadanía global comprometida con el desarrollo sostenible.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) identificados</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en la reunión del Grupo de Trabajo de Educación para el Desarrollo de Don Bosco Network. Menciona explícitamente el trabajo en “Educación para la Ciudadanía Global (ECG)” y el “acceso a la educación” como temas centrales de sus proyectos y programas. La innovación educativa y la implicación de jóvenes de colegios e institutos públicos refuerzan la conexión con este objetivo.</li>
</ul>
</li>
<li>
<h3>ODS 13: Acción por el Clima</h3>
<ul>
<li>Se menciona directamente la “justicia climática” como uno de los temas clave abordados en los programas de Educación para la Ciudadanía Global de la red. Esto indica un esfuerzo por educar y sensibilizar a la juventud sobre los impactos y la necesidad de actuar frente al cambio climático.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El artículo destaca la “promoción de los derechos humanos” y la “participación activa de la juventud” como áreas de trabajo. Además, se aborda la “incidencia política (advocacy)” y la presencia institucional de la Congregación ante la Unión Europea (a través del DBI), lo que demuestra un trabajo orientado a influir en las instituciones para que sean más justas e inclusivas.</li>
</ul>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<ul>
<li>La naturaleza misma del artículo gira en torno a este ODS. Describe la reunión de “Don Bosco Network”, una entidad que coordina a ONGs y Procuras para “aunar esfuerzos”. Se habla de la creación de “proyectos e iniciativas transnacionales”, la colaboración entre diferentes entidades (Misiones Salesianas, Jóvenes y Desarrollo, Bosco Global) y la búsqueda de fondos del Programa Erasmus+, todo lo cual ejemplifica la creación de alianzas para el desarrollo.</li>
</ul>
</li>
</ol>
<h2>Metas específicas de los ODS identificadas</h2>
<ol>
<li>
<h3>Meta 4.7</h3>
<ul>
<li>“De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para el desarrollo sostenible y los estilos de vida sostenibles, los derechos humanos, la igualdad de género, la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural…”. El enfoque del artículo en la “Educación para la Ciudadanía Global (ECG)”, la “promoción de los derechos humanos” y la “participación activa de la juventud” se alinea directamente con esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 13.3</h3>
<ul>
<li>“Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto de la mitigación del cambio climático, la adaptación a él, la reducción de sus efectos y la alerta temprana”. El trabajo en programas de ECG sobre “justicia climática” contribuye directamente a esta meta al educar a los jóvenes sobre el cambio climático.</li>
</ul>
</li>
<li>
<h3>Meta 16.7</h3>
<ul>
<li>“Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades”. La promoción de la “participación activa de la juventud” y las actividades de “incidencia política (advocacy)” para influir en las Instituciones Europeas son acciones concretas que buscan cumplir esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 17.17</h3>
<ul>
<li>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil…”. La reunión del “Don Bosco Network”, que agrupa a diversas ONGs, y la planificación de proyectos transnacionales para solicitar fondos a programas como Erasmus+ (un programa público de la UE), son un claro ejemplo de la construcción de alianzas de la sociedad civil para el desarrollo.</li>
</ul>
</li>
</ol>
<h2>Indicadores de los ODS mencionados o implícitos</h2>
<p>El artículo no menciona indicadores cuantitativos específicos de los ODS (como el Indicador 4.7.1), pero sí describe acciones y resultados que funcionan como indicadores cualitativos del progreso hacia las metas identificadas.</p>
<ol>
<li>
<h3>Implementación de programas educativos (implícito para Metas 4.7 y 13.3)</h3>
<ul>
<li>La existencia y ejecución de “proyectos y programas de Educación para la Ciudadanía Global (ECG)” sobre temas como “justicia climática”, “derechos humanos” y “acceso a la educación” es un indicador implícito de que se están tomando medidas para cumplir con las metas de educación para el desarrollo sostenible. El artículo destaca que Misiones Salesianas y Jóvenes y Desarrollo son pioneros en este campo.</li>
</ul>
</li>
<li>
<h3>Actividades de incidencia política (implícito para Meta 16.7)</h3>
<ul>
<li>La mención del trabajo de incidencia política y la presencia del DBI ante la Unión Europea para poner al día sobre “todas las iniciativas que están en marcha a nivel de las Instituciones Europeas” sirve como un indicador de la participación activa en los procesos de toma de decisiones para promover sociedades más justas.</li>
</ul>
</li>
<li>
<h3>Formación de alianzas y proyectos conjuntos (implícito para Meta 17.17)</h3>
<ul>
<li>La propia reunión del “Grupo de Trabajo de Educación para el Desarrollo de Don Bosco Network” es un indicador de una alianza en funcionamiento. Además, la “creación conjunta de proyectos e iniciativas transnacionales” y la intención de “solicitar fondos al Programa Erasmus+” son indicadores concretos de la formación y activación de alianzas para movilizar recursos.</li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.7:</b> Asegurar que todos los alumnos adquieran los conocimientos para promover el desarrollo sostenible y la ciudadanía mundial.</td>
<td>La existencia y ejecución de proyectos y programas de Educación para la Ciudadanía Global (ECG).</td>
</tr>
<tr>
<td><b>ODS 13: Acción por el Clima</b></td>
<td><b>13.3:</b> Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto del cambio climático.</td>
<td>La inclusión del tema “justicia climática” en los programas de ECG.</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td><b>16.7:</b> Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas.</td>
<td>Realización de actividades de “incidencia política (advocacy)” y promoción de la “participación activa de la juventud”.</td>
</tr>
<tr>
<td><b>ODS 17: Alianzas para lograr los Objetivos</b></td>
<td><b>17.17:</b> Fomentar y promover la constitución de alianzas eficaces.</td>
<td>La coordinación de ONGs a través de la red DBN y la creación conjunta de proyectos transnacionales (ej. para Erasmus+).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://salesianos.info/blog/madrid-acoge-la-reunion-del-don-bosco-network-sobre-ciudadania-global/">salesianos.info</a></strong></p>
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<title>La apuesta de Chaco por transformar la enseñanza docente desde la base: cómo es el exclusivo programa para formadores – Infobae</title>
<link>https://sdgtalks.ai/Es/la-apuesta-de-chaco-por-transformar-la-ensenanza-docente-desde-la-base-como-es-el-exclusivo-programa-para-formadores-infobae</link>
<guid>https://sdgtalks.ai/Es/la-apuesta-de-chaco-por-transformar-la-ensenanza-docente-desde-la-base-como-es-el-exclusivo-programa-para-formadores-infobae</guid>
<description><![CDATA[ La apuesta de Chaco por transformar la enseñanza docente desde la base: cómo es el exclusivo programa para formadores  Infobae ]]></description>
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<pubDate>Tue, 02 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
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<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Programa “Conectad@s para Formar”</title>
<h2>Informe: Programa “Conectad@s para Formar” y su Contribución a los Objetivos de Desarrollo Sostenible en la Provincia del Chaco</h2>
<p>Se presenta un análisis del programa de capacitación “Conectad@s para Formar”, una iniciativa estratégica del Ministerio de Educación, Cultura, Ciencia y Tecnología de la provincia del Chaco. Este programa se alinea directamente con los esfuerzos globales para alcanzar una educación inclusiva, equitativa y de calidad, como se estipula en los Objetivos de Desarrollo Sostenible (ODS).</p>
<h2>Alineación Estratégica con el Objetivo de Desarrollo Sostenible 4: Educación de Calidad</h2>
<p>El programa constituye una acción directa para avanzar en la consecución del <strong>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</strong>. El enfoque en los formadores de docentes es un pilar fundamental para lograr un impacto sistémico y duradero en la calidad educativa.</p>
<h3>Contribuciones Específicas al ODS 4</h3>
<ul>
<li><strong>Meta 4.c:</strong> El programa busca “aumentar considerablemente la oferta de docentes calificados” al fortalecer las competencias pedagógicas y tecnológicas de los mil formadores que preparan a las futuras generaciones de maestros en la provincia. Al mejorar la calidad de la formación inicial, se asegura que los nuevos docentes ingresen al sistema educativo con herramientas actualizadas y efectivas.</li>
<li><strong>Meta 4.4:</strong> Se enfoca en dotar a los futuros docentes de “competencias pertinentes, en particular técnicas y profesionales, para el empleo, el trabajo decente y el emprendimiento”. Esto se logra a través de ejes temáticos como el pensamiento computacional y las habilidades del siglo XXI, preparando a los estudiantes para los desafíos contemporáneos.</li>
<li><strong>Calidad Educativa General:</strong> Al intervenir en el origen de la cadena formativa —los institutos de formación docente—, la iniciativa busca elevar el estándar de la enseñanza en toda la provincia, asegurando que las prácticas pedagógicas innovadoras se diseminen a mediano y largo plazo en todas las aulas chaqueñas.</li>
</ul>
<h2>Descripción y Estructura del Programa</h2>
<p>“Conectad@s para Formar” es una política de mediano plazo diseñada para transformar la cultura pedagógica de las instituciones formadoras. La implementación cuenta con el soporte pedagógico y tecnológico de Ticmas.</p>
<h3>Población Objetivo</h3>
<ul>
<li>Equipos directivos de institutos de formación docente.</li>
<li>Docentes formadores responsables de la trayectoria académica y práctica de los futuros educadores.</li>
</ul>
<h3>Metodología de Implementación</h3>
<p>El esquema formativo combina diversas modalidades para garantizar un aprendizaje profundo y aplicable:</p>
<ul>
<li>Actividades virtuales asincrónicas.</li>
<li>Encuentros sincrónicos en tiempo real para el debate y la colaboración.</li>
<li>Un sistema de mentorías personalizadas para acompañar la implementación de nuevas prácticas.</li>
</ul>
<h2>Ejes Temáticos Centrales para una Formación Docente Integral</h2>
<p>El diseño del programa se articula en seis ejes de trabajo que responden a los desafíos actuales de la educación, promoviendo un enfoque holístico que es clave para el <strong>ODS 4</strong>.</p>
<ol>
<li><strong>Aprendizaje Basado en Proyectos:</strong> Fomenta la resolución de problemas reales y el trabajo colaborativo.</li>
<li><strong>Aula Invertida:</strong> Optimiza el tiempo en el aula para la aplicación práctica y el aprendizaje activo.</li>
<li><strong>Pensamiento Computacional:</strong> Desarrolla habilidades lógicas y de resolución de problemas aplicables a diversas áreas.</li>
<li><strong>Habilidades del Siglo XXI:</strong> Incluye pensamiento crítico, creatividad, comunicación y colaboración.</li>
<li><strong>Educación Socioemocional:</strong> Proporciona herramientas para el bienestar de docentes y estudiantes, un componente esencial de una educación de calidad.</li>
<li><strong>Evaluación Formativa:</strong> Se centra en el proceso de aprendizaje para la mejora continua, en lugar de una evaluación puramente sumativa.</li>
</ol>
<h2>Resultados Esperados y Sostenibilidad</h2>
<p>El programa no solo busca la capacitación individual, sino también la creación de una estructura sostenible que impulse la mejora continua, en línea con el <strong>ODS 17: Alianzas para lograr los objetivos</strong>, evidenciado en la colaboración entre el sector público y entidades especializadas.</p>
<h3>Impacto Proyectado</h3>
<ul>
<li><strong>Consolidación de Referentes Pedagógicos:</strong> Se espera que los participantes actúen como agentes de cambio dentro de sus instituciones, promoviendo la actualización de sus pares.</li>
<li><strong>Creación de una Red Provincial:</strong> La iniciativa fomentará la creación de una red de colaboración entre los Institutos de Formación Docente para el intercambio de experiencias y recursos, fortaleciendo el ecosistema educativo.</li>
<li><strong>Mejora de la Calidad Educativa:</strong> El objetivo final es que el fortalecimiento de la formación inicial impacte directamente en la calidad de los aprendizajes en las escuelas de toda la provincia, contribuyendo de manera tangible al cumplimiento del <strong>ODS 4</strong> en el Chaco.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. El programa “Conectad@s para Formar” está diseñado específicamente para “fortalecer la preparación de los futuros maestros y profesores chaqueños” y, en última instancia, mejorar “la calidad de los aprendizajes en las escuelas chaqueñas”. Todo el artículo se centra en una iniciativa para mejorar el sistema educativo a través de la formación de los formadores de docentes.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo menciona explícitamente una colaboración para llevar a cabo el programa. Se describe que la iniciativa es “impulsado por el Ministerio de Educación, Cultura, Ciencia y Tecnología, a cargo de Sofía Naidenoff, y cuenta con el acompañamiento pedagógico y tecnológico de Ticmas”. Esta es una alianza público-privada que busca alcanzar objetivos educativos, lo que se alinea directamente con el ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.c: Aumentar la oferta de docentes calificados</h3>
<p>El programa se enfoca en “quienes enseñan a quienes luego estarán frente a las aulas”, es decir, los formadores de docentes. Al capacitar a “mil docentes de los institutos de formación docente”, la iniciativa busca mejorar la calidad y las competencias de los educadores, lo que contribuye directamente a aumentar sustancialmente la oferta de docentes calificados, en línea con el objetivo de esta meta.</p>
</li>
<li>
<h3>Meta 4.1: Asegurar una educación primaria y secundaria completa, equitativa y de calidad</h3>
<p>Aunque el programa se dirige a los formadores de docentes, su objetivo final es tener un “impacto directo en la formación de los futuros docentes y, a mediano plazo, en la calidad de los aprendizajes en las escuelas chaqueñas”. Esto demuestra que la iniciativa está orientada a mejorar los resultados del aprendizaje en los niveles de educación obligatoria.</p>
</li>
<li>
<h3>Meta 4.7: Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el Desarrollo Sostenible</h3>
<p>El programa articula ejes de trabajo que incluyen la “educación socioemocional” y las “habilidades del siglo XXI”. Estos componentes son fundamentales para la formación integral de los estudiantes y para promover una ciudadanía global y una cultura de paz, aspectos centrales de la meta 4.7.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil</h3>
<p>La implementación del programa “Conectad@s para Formar” es un ejemplo claro de esta meta. La colaboración entre el “Ministerio de Educación, Cultura, Ciencia y Tecnología” de la provincia del Chaco y la entidad “Ticmas” representa una alianza público-privada que aprovecha la experiencia y los recursos de ambas partes para lograr un objetivo común de mejora educativa.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.c.1: Proporción de docentes con la formación mínima necesaria</h3>
<p>El artículo menciona una cifra concreta que puede ser utilizada como un indicador de progreso. Se especifica que el programa de capacitación está “destinado a mil docentes de los institutos de formación docente”. Este número representa una medida cuantitativa del esfuerzo por mejorar la cualificación de los formadores de docentes, lo cual es el núcleo del indicador 4.c.1, que mide la proporción de maestros que han recibido formación pedagógica.</p>
</li>
<li>
<h3>Indicador 4.1.1: Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas</h3>
<p>Este indicador está implícito en el objetivo a largo plazo del programa. El artículo señala que la expectativa es que la iniciativa tenga un impacto “en la calidad de los aprendizajes en las escuelas chaqueñas” y que los procesos pedagógicos “impacten en la mejora y en los resultados”. Aunque no se proporcionan datos de rendimiento estudiantil, el éxito del programa se mediría, en última instancia, a través de la mejora en los resultados de aprendizaje de los estudiantes, que es lo que mide este indicador.</p>
</li>
<li>
<h3>Indicador 17.17.1: Monto de recursos comprometidos para alianzas público-privadas y de la sociedad civil</h3>
<p>Si bien el artículo no especifica un valor monetario, describe la existencia y la naturaleza de una alianza público-privada entre el Ministerio de Educación del Chaco y Ticmas. La existencia de esta colaboración, con roles definidos (“acompañamiento pedagógico y tecnológico”), es en sí misma una manifestación cualitativa de este indicador, que busca registrar el fomento de este tipo de alianzas.</p>
</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>4.c:</b> Aumentar considerablemente la oferta de docentes calificados.</li>
<li><b>4.1:</b> Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad.</li>
<li><b>4.7:</b> Asegurar que todos los alumnos adquieran los conocimientos necesarios para promover el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li><b>4.c.1 (Explícito):</b> El programa capacitará a “mil docentes”, lo que mide directamente el número de educadores que reciben formación.</li>
<li><b>4.1.1 (Implícito):</b> El objetivo final es la “mejora y en los resultados” del aprendizaje de los alumnos en las escuelas.</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 17: Alianzas para lograr los Objetivos</b></td>
<td>
<ul>
<li><b>17.17:</b> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</li>
</ul>
</td>
<td>
<ul>
<li><b>17.17.1 (Implícito):</b> La existencia de la alianza entre el Ministerio de Educación del Chaco y Ticmas es una manifestación de este indicador.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/educacion/2025/12/02/la-apuesta-de-chaco-por-transformar-la-ensenanza-docente-desde-la-base-como-es-el-exclusivo-programa-para-formadores/">infobae.com</a></strong></p>
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<title>Convocatoria Condecoración Augusto Ángel Maya a la Educación Ambiental 2025 – Concejo de Bogotá</title>
<link>https://sdgtalks.ai/Es/convocatoria-condecoracion-augusto-angel-maya-a-la-educacion-ambiental-2025-concejo-de-bogota</link>
<guid>https://sdgtalks.ai/Es/convocatoria-condecoracion-augusto-angel-maya-a-la-educacion-ambiental-2025-concejo-de-bogota</guid>
<description><![CDATA[ Convocatoria Condecoración Augusto Ángel Maya a la Educación Ambiental 2025  Concejo de Bogotá ]]></description>
<enclosure url="https://concejodebogota.gov.co/cbogota/site/artic/20251201/imag/foto_0000001120251201220748.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Convocatoria, Condecoración, Augusto, Ángel, Maya, Educación, Ambiental, 2025, –, Concejo, Bogotá</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Convocatoria a la Condecoración “Augusto Ángel Maya” y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Objeto de la Convocatoria</h3>
<p>El Concejo de Bogotá, D.C., ha emitido la convocatoria oficial para la postulación a la Condecoración “Augusto Ángel Maya a la Educación Ambiental 2025”. Esta iniciativa tiene como objetivo principal reconocer y exaltar las contribuciones significativas de personas y organizaciones en la protección del medio ambiente en el Distrito Capital. La condecoración se alinea directamente con la Agenda 2030, promoviendo acciones locales que tienen un impacto global en el desarrollo sostenible.</p>
<h3>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La Condecoración Augusto Ángel Maya es un instrumento clave para avanzar en la consecución de varios Objetivos de Desarrollo Sostenible en el contexto urbano de Bogotá. Su enfoque en la educación ambiental la convierte en un catalizador para el cambio social y la sostenibilidad. Los principales ODS impactados son:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> La iniciativa promueve directamente la meta 4.7, al incentivar estrategias pedagógicas que aseguren que todos los ciudadanos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, la protección del medio ambiente y estilos de vida sostenibles.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles.</strong> Al premiar esfuerzos para la salvaguarda ambiental de Bogotá, la condecoración contribuye a la creación de una ciudad más inclusiva, segura, resiliente y sostenible, mejorando la calidad del entorno urbano y protegiendo el patrimonio natural del Distrito.</li>
<li><strong>ODS 13: Acción por el Clima.</strong> La educación ambiental es fundamental para sensibilizar a la población sobre el cambio climático y sus impactos. Este reconocimiento fomenta proyectos que fortalecen la resiliencia y la capacidad de adaptación a los riesgos relacionados con el clima.</li>
<li><strong>ODS 15: Vida de Ecosistemas Terrestres.</strong> Se reconocen las acciones dirigidas a la protección y conservación de los ecosistemas locales, promoviendo la defensa de la biodiversidad y los servicios ecosistémicos que son vitales para el bienestar de la ciudad.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos.</strong> La convocatoria está abierta a una diversidad de actores, incluyendo personas naturales, entidades jurídicas y colectivos, fomentando así la creación de alianzas multisectoriales para abordar los desafíos ambientales de manera colaborativa.</li>
</ul>
<h3>Perfiles de los Postulantes y Áreas de Contribución</h3>
<p>Se convoca a los siguientes actores que hayan desarrollado estrategias de educación ambiental en el Distrito Capital:</p>
<ol>
<li>Personas naturales.</li>
<li>Personas jurídicas.</li>
<li>Colectivos y organizaciones sociales.</li>
</ol>
<p>Las contribuciones notables deben enmarcarse en las siguientes áreas:</p>
<ul>
<li>Construcción de conocimiento científico y académico.</li>
<li>Fomento del debate científico sobre temáticas ambientales.</li>
<li>Desarrollo de programas académicos enfocados en la sostenibilidad.</li>
<li>Implementación de acciones directas para la protección y salvaguarda ambiental de Bogotá.</li>
</ul>
<h3>Marco Normativo y Documentación de Referencia</h3>
<p>La presente convocatoria se fundamenta en el marco legal y los documentos oficiales que se detallan a continuación, los cuales están disponibles para consulta pública:</p>
<ul>
<li><strong>Convocatoria Oficial 2025:</strong> Documento que establece las bases, requisitos, cronograma y procedimientos para la postulación a la Condecoración Augusto Ángel Maya a la Educación Ambiental.</li>
<li><strong>Acuerdo No. 938 de 2024:</strong> Marco normativo que institucionaliza la condecoración, definiendo su propósito, alcance y relevancia para el Distrito Capital.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> El artículo se centra explícitamente en la “educación ambiental”. La convocatoria busca premiar a quienes han contribuido a la “construcción de conocimiento”, el “debate científico” y el “desarrollo académico” en materia ambiental, lo cual está directamente relacionado con la promoción de una educación inclusiva, equitativa y de calidad.
    </li>
<li>
        <strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> La iniciativa es del Concejo de Bogotá y su objetivo es la “protección y salvaguarda ambiental de Bogotá”. Esto conecta directamente con la meta de hacer las ciudades y los asentamientos humanos más inclusivos, seguros, resilientes y sostenibles, donde la educación ambiental es una herramienta clave para lograrlo.
    </li>
<li>
        <strong>ODS 13: Acción por el Clima:</strong> La educación ambiental es fundamental para sensibilizar a la población y fortalecer la capacidad de las instituciones y las personas para la mitigación del cambio climático, la adaptación a él y la reducción de sus efectos. Al premiar estrategias de educación ambiental, se fomenta indirectamente la acción por el clima.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 4.7:</strong> “De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para el desarrollo sostenible y los estilos de vida sostenibles…”. El artículo aborda esta meta de manera directa al convocar a premiar el desarrollo de “estrategias de educación ambiental” que contribuyen a la “protección y salvaguarda ambiental”.
    </li>
<li>
        <strong>Meta 11.6:</strong> “De aquí a 2030, reducir el impacto ambiental negativo per capita de las ciudades…”. Aunque no se menciona explícitamente, la promoción de la educación ambiental en Bogotá es una estrategia fundamental para concienciar a los ciudadanos y fomentar comportamientos que ayuden a reducir la contaminación y a gestionar de manera sostenible los recursos de la ciudad, contribuyendo así a esta meta.
    </li>
<li>
        <strong>Meta 13.3:</strong> “Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto de la mitigación del cambio climático, la adaptación a él, la reducción de sus efectos y la alerta temprana”. La condecoración “Augusto Ángel Maya a la Educación Ambiental” es una iniciativa institucional que busca precisamente fortalecer la capacidad y la sensibilización en temas ambientales, lo cual es un pilar de la acción climática.
    </li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
        El artículo no menciona indicadores cuantitativos específicos de los ODS. Sin embargo, la existencia misma de la convocatoria y del “Acuerdo No. 938 de 2024” que la institucionaliza puede considerarse una medida cualitativa del progreso hacia ciertos indicadores.
    </li>
<li>
        <strong>Indicador 4.7.1 / 13.3.1 (Implícito):</strong> Estos indicadores miden el grado en que la educación para el desarrollo sostenible se incorpora en (a) las políticas nacionales de educación, (b) los planes de estudio, (c) la formación del profesorado y (d) la evaluación de los estudiantes. La institucionalización de un premio a la educación ambiental por parte del Concejo de Bogotá es una evidencia de la incorporación de la educación para el desarrollo sostenible en las políticas a nivel de ciudad. El número y la calidad de las postulaciones a la condecoración podrían servir como un indicador indirecto del alcance y la efectividad de las estrategias de educación ambiental en el Distrito Capital.
    </li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos necesarios para promover el desarrollo sostenible.</td>
<td><strong>Indicador 4.7.1 (Implícito):</strong> El “Acuerdo No. 938 de 2024” evidencia la incorporación de la educación para el desarrollo sostenible en las políticas de la ciudad.</td>
</tr>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td><strong>Meta 11.6:</strong> Reducir el impacto ambiental negativo per capita de las ciudades.</td>
<td>No se menciona ni se implica un indicador específico, pero la iniciativa contribuye conceptualmente al objetivo.</td>
</tr>
<tr>
<td><strong>ODS 13:</strong> Acción por el Clima</td>
<td><strong>Meta 13.3:</strong> Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto del cambio climático.</td>
<td><strong>Indicador 13.3.1 (Implícito):</strong> La condecoración es una acción institucional que promueve la sensibilización y la educación ambiental, alineada con este indicador.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://concejodebogota.gov.co/convocatoria-condecoracion-augusto-angel-maya-a-la-educacion-ambiental/cbogota/2025-12-01/220748.php">concejodebogota.gov.co</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Comienza a funcionar Instituto de Acreditación y Evaluación de Educación Terciaria – Portal Medios Públicos</title>
<link>https://sdgtalks.ai/Es/comienza-a-funcionar-instituto-de-acreditacion-y-evaluacion-de-educacion-terciaria-portal-medios-publicos</link>
<guid>https://sdgtalks.ai/Es/comienza-a-funcionar-instituto-de-acreditacion-y-evaluacion-de-educacion-terciaria-portal-medios-publicos</guid>
<description><![CDATA[ Comienza a funcionar Instituto de Acreditación y Evaluación de Educación Terciaria  Portal Medios Públicos ]]></description>
<enclosure url="https://mediospublicos.uy/wp-content/uploads/2025/12/Instituto-Nacional-de-Acreditacion-y-Evaluacion-de-la-Educacion-Terciaria-Inaeet-Foto-de-presidencia-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Comienza, funcionar, Instituto, Acreditación, Evaluación, Educación, Terciaria, –, Portal, Medios, Públicos</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Creación del Instituto Nacional de Acreditación y Evaluación de la Educación Terciaria (Inaeet) y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción: Un Avance Estratégico hacia el ODS 4</h3>
<p>El Ministerio de Educación y Cultura (MEC) ha oficializado la presentación del Instituto Nacional de Acreditación y Evaluación de la Educación Terciaria (Inaeet). Este organismo se establece como un pilar fundamental para la consecución del <strong>Objetivo de Desarrollo Sostenible 4: Educación de Calidad</strong>, al tener como mandato principal garantizar y promover la calidad en la educación superior en Uruguay. La iniciativa busca institucionalizar la evaluación como una práctica central para el sistema educativo, alineándose con las metas globales de asegurar una educación inclusiva, equitativa y de calidad.</p>
<h3>Objetivos y Funciones del Inaeet en el Marco del ODS 4</h3>
<p>El Inaeet asume la responsabilidad de desarrollar el andamiaje normativo y metodológico para la evaluación y acreditación de carreras terciarias. Sus funciones están directamente vinculadas con metas específicas del ODS 4.</p>
<ol>
<li><strong>Elaboración de Marcos Normativos:</strong> Establecer los criterios y estándares de calidad para la educación terciaria, contribuyendo a la <strong>meta 4.3</strong> del ODS 4, que busca asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</li>
<li><strong>Implementación de Procesos de Evaluación:</strong> Evaluar programas e instituciones para asegurar que los estudiantes adquieran conocimientos y competencias relevantes para el desarrollo sostenible, en línea con la <strong>meta 4.7</strong>.</li>
<li><strong>Acreditación de Carreras:</strong> Certificar que las ofertas educativas cumplen con los estándares de calidad definidos, fortaleciendo la confianza pública en el sistema educativo.</li>
</ol>
<p>El ministro de Educación y Cultura, José Carlos Mahía, subrayó que el objetivo es “consolidar un sistema que promueva la calidad sin descuidar la expansión del acceso”, una declaración que refleja el compromiso del país con los principios de equidad e inclusión del ODS 4.</p>
<h3>Consenso Político y Alianzas para el Desarrollo (ODS 17)</h3>
<p>La creación del Inaeet es un ejemplo de la implementación del <strong>Objetivo de Desarrollo Sostenible 17: Alianzas para lograr los Objetivos</strong>. Su establecimiento mediante la Ley 19.852 contó con el respaldo de todos los partidos políticos con representación parlamentaria, demostrando un fuerte consenso nacional.</p>
<ul>
<li><strong>Fortalecimiento Institucional:</strong> El consenso político asegura la sostenibilidad y legitimidad del instituto, un factor clave para la coherencia de las políticas de desarrollo sostenible (<strong>meta 17.14</strong>).</li>
<li><strong>Cooperación Nacional:</strong> La colaboración entre actores públicos y privados es fundamental para el éxito del Inaeet, promoviendo alianzas eficaces como lo estipula la <strong>meta 17.17</strong>.</li>
<li><strong>Inserción Internacional:</strong> Un sistema de acreditación robusto mejora la inserción regional e internacional de Uruguay, facilitando la movilidad académica y el reconocimiento de títulos, lo que fortalece las alianzas globales.</li>
</ul>
<h3>Impacto en la Calidad Educativa y el Trabajo Decente (ODS 4 y ODS 8)</h3>
<p>El director nacional de Educación, Gabriel Quirici, calificó la creación del Inaeet como “un punto de inflexión” para el sistema educativo. La instauración de una cultura de evaluación continua es vista como un mecanismo para la mejora sistémica, con implicaciones que trascienden el ámbito educativo.</p>
<ul>
<li><strong>Cultura de Mejora Continua:</strong> Fomentar la evaluación no como una sanción, sino como “una oportunidad para mirarnos, cuestionarnos y seguir avanzando”, fortalece la transparencia y la calidad educativa (ODS 4).</li>
<li><strong>Contribución al Trabajo Decente:</strong> Al elevar la calidad de la educación terciaria, se garantiza que los graduados posean las competencias necesarias para el mercado laboral, contribuyendo directamente al <strong>Objetivo de Desarrollo Sostenible 8: Trabajo Decente y Crecimiento Económico</strong>. Una fuerza laboral mejor calificada es esencial para el desarrollo económico sostenible del país.</li>
<li><strong>Generación de Confianza:</strong> El principal desafío es generar confianza en el sistema de evaluación para que sea adoptado por todas las instituciones como una herramienta de crecimiento y desarrollo.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. La creación del Instituto Nacional de Acreditación y Evaluación de la Educación Terciaria (Inaeet) tiene como propósito explícito “garantizar y promover la calidad en la educación terciaria”. El texto se centra en la evaluación, la acreditación y la mejora continua del sistema educativo superior, lo cual es el núcleo del ODS 4.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Este objetivo es relevante de manera secundaria. El artículo destaca que el Inaeet fue creado por ley con el apoyo de todos los partidos políticos, lo que demuestra la construcción de consensos para fortalecer las instituciones del país. El director nacional de Educación menciona que la evaluación busca “fortalecer la transparencia”, un pilar de las instituciones eficaces y responsables que promueve el ODS 16.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.3: Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</h3>
<p>El artículo se alinea directamente con esta meta. El ministro Mahía declara que el propósito es “consolidar un sistema que promueva la calidad sin descuidar la expansión del acceso” y que “más compatriotas puedan alcanzar mayores niveles de educación”. La creación del Inaeet para evaluar y acreditar carreras es un mecanismo para asegurar el componente de “calidad” de esta meta en la educación terciaria.</p>
</li>
<li>
<h3>Meta 16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</h3>
<p>La creación del Inaeet como un organismo estatal, surgido de un “consenso político” y con el mandato de “fortalecer la transparencia”, es una acción concreta hacia el cumplimiento de esta meta. El instituto está diseñado para ser una institución eficaz y transparente dedicada a la regulación y mejora del sistema educativo terciario.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos específicos de los ODS (como tasas de matriculación o porcentajes de finalización). Sin embargo, se pueden identificar indicadores cualitativos o de proceso que son fundamentales para medir el progreso:</p>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.3: Existencia de un marco nacional de aseguramiento de la calidad en la educación terciaria.</h3>
<p>La creación y puesta en funcionamiento del Inaeet es en sí misma un indicador de progreso. El instituto es el mecanismo a través del cual se “elaborar[án] los marcos normativos, los instrumentos y los procesos para evaluar y acreditar carreras”. La existencia y operatividad de este sistema de acreditación es una medida tangible del esfuerzo del país por garantizar la calidad en la educación superior, un componente clave de la Meta 4.3.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 16.6: Desarrollo de instituciones nacionales eficaces y transparentes.</h3>
<p>El establecimiento del Inaeet mediante la Ley 19.852, con el respaldo de todos los partidos políticos, sirve como un indicador del fortalecimiento institucional. El objetivo declarado de “instalar una cultura de evaluación” para “fortalecer la transparencia y promover la mejora continua” es una medida del progreso hacia la creación de instituciones que rinden cuentas y operan de manera abierta.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td>ODS 4: Educación de Calidad</td>
<td>Meta 4.3: Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</td>
<td>Establecimiento y operatividad de un organismo nacional (Inaeet) para la acreditación y evaluación de la educación terciaria, como marco para garantizar la calidad.</td>
</tr>
<tr>
<td>ODS 16: Paz, Justicia e Instituciones Sólidas</td>
<td>Meta 16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td>Creación de una institución pública por ley (Ley 19.852) con consenso político, cuyo mandato incluye explícitamente el fortalecimiento de la transparencia en el sistema educativo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://mediospublicos.uy/comienza-a-funcionar-instituto-de-acreditacion-y-evaluacion-de-educacion-terciaria/">mediospublicos.uy</a></strong></p>
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<title>Los universitarios malagueños paralizan las clases cinco días en protesta por la falta de financiación y la reducción de la calidad educativa – EL PAÍS</title>
<link>https://sdgtalks.ai/Es/los-universitarios-malaguenos-paralizan-las-clases-cinco-dias-en-protesta-por-la-falta-de-financiacion-y-la-reduccion-de-la-calidad-educativa-el-pais</link>
<guid>https://sdgtalks.ai/Es/los-universitarios-malaguenos-paralizan-las-clases-cinco-dias-en-protesta-por-la-falta-de-financiacion-y-la-reduccion-de-la-calidad-educativa-el-pais</guid>
<description><![CDATA[ Los universitarios malagueños paralizan las clases cinco días en protesta por la falta de financiación y la reducción de la calidad educativa  EL PAÍS ]]></description>
<enclosure url="https://imagenes.elpais.com/resizer/v2/GBLOI4U2ZZBYDCAOGAPSOBEKC4.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 05:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Los, universitarios, malagueños, paralizan, las, clases, cinco, días, protesta, por, falta, financiación, reducción, calidad, educativa, –, PAÍS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Situación de la Universidad de Málaga y su Alineación con los ODS</title>
<h2>Análisis de la Crisis de Financiación en la Universidad de Málaga y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El presente informe detalla la situación crítica derivada de la infrafinanciación en la Universidad de Málaga (UMA), que ha culminado en un paro académico convocado por el Consejo de Estudiantes. Se analiza la problemática desde la perspectiva de los Objetivos de Desarrollo Sostenible (ODS), con especial atención a la Educación de Calidad (ODS 4), la Reducción de las Desigualdades (ODS 10) y la promoción de Instituciones Sólidas (ODS 16).</p>
<h3>1. Vulneración del ODS 4: Educación de Calidad</h3>
<p>La principal consecuencia de la escasez de fondos es un deterioro directo de la calidad educativa, contraviniendo las metas del ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad. Las deficiencias reportadas por la comunidad estudiantil incluyen:</p>
<ul>
<li><strong>Escasez de recursos materiales:</strong> Insuficiencia de equipamiento en laboratorios, materiales de prácticas precarios y reutilizados, y limitaciones en recursos básicos como fotocopias.</li>
<li><strong>Limitación de actividades formativas:</strong> Ausencia de excursiones y actividades prácticas complementarias esenciales para una formación integral.</li>
<li><strong>Sobrecarga del personal docente:</strong> Una plantilla desbordada que no puede ofrecer la atención y el seguimiento adecuados al alumnado, afectando la dirección de Trabajos de Fin de Grado (TFG) y la calidad de la enseñanza.</li>
</ul>
<p>Estas carencias comprometen la capacidad de la institución para proporcionar una educación superior efectiva y pertinente, alejándola de los estándares de calidad que promueven los ODS.</p>
<h3>2. Fomento de la Desigualdad y Amenaza al ODS 10</h3>
<p>La situación financiera de la UMA pone de manifiesto una creciente brecha que atenta contra el ODS 10 (Reducción de las Desigualdades). Este problema se manifiesta en dos niveles:</p>
<ol>
<li><strong>Desigualdad entre universidades públicas:</strong> La UMA recibe una financiación por estudiante (6.390 euros) inferior a la media andaluza (6.848 euros) y significativamente menor que otras universidades como la de Córdoba (7.691 euros). Esta disparidad crea un sistema educativo público de distintas velocidades, donde el acceso a una educación de calidad depende del centro de estudio.</li>
<li><strong>Desigualdad entre el sistema público y el privado:</strong> Se denuncia un fomento activo de las universidades privadas por parte de las administraciones, mientras se debilita el sistema público. Esta política amenaza la igualdad de oportunidades, ya que condiciona el acceso a la educación superior a la capacidad económica del estudiante, en lugar de al mérito y la capacidad.</li>
</ol>
<h3>3. Debilidad Institucional y Desafíos para el ODS 16</h3>
<p>El conflicto en la UMA también refleja debilidades institucionales que obstaculizan el cumplimiento del ODS 16 (Paz, Justicia e Instituciones Sólidas), que aboga por instituciones eficaces, responsables e inclusivas.</p>
<ul>
<li><strong>Falta de diálogo y participación:</strong> Los estudiantes denuncian que la nueva Ley Universitaria Para Andalucía (LUPA) ha sido desarrollada sin considerar sus enmiendas, lo que evidencia una falta de procesos participativos e inclusivos en la toma de decisiones.</li>
<li><strong>Invasión de la autonomía universitaria:</strong> Expertos y rectores advierten que la nueva ley podría invadir la autonomía universitaria, un pilar fundamental para el funcionamiento de instituciones académicas sólidas e independientes.</li>
<li><strong>Crisis de gobernanza financiera:</strong> La deuda acumulada de más de 44 millones de euros y la dependencia de un préstamo condicionado por la Junta de Andalucía demuestran una fragilidad en la gestión y sostenibilidad financiera de la institución, afectando su capacidad para planificar a largo plazo y garantizar su misión educativa.</li>
</ul>
<h2>Conclusión del Informe</h2>
<p>La crisis en la Universidad de Málaga trasciende un problema presupuestario puntual. Representa un retroceso significativo en la consecución de los Objetivos de Desarrollo Sostenible. La infrafinanciación no solo degrada la <strong>calidad educativa (ODS 4)</strong>, sino que también profundiza las <strong>desigualdades sociales (ODS 10)</strong> y debilita la <strong>fortaleza de las instituciones públicas (ODS 16)</strong>. Es imperativo un compromiso renovado por parte de las administraciones para garantizar una financiación adecuada, equitativa y sostenible del sistema universitario público como motor de desarrollo y justicia social.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El análisis del artículo revela una conexión directa con varios Objetivos de Desarrollo Sostenible (ODS), principalmente debido a su enfoque en la crisis de financiación de la educación superior pública y sus consecuencias.</p>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> Este es el objetivo más directamente abordado. El artículo se centra en el deterioro de la calidad educativa en la Universidad de Málaga (UMA) debido a la “infrafinanciación”. Se mencionan explícitamente problemas como la “escasez de recursos en los laboratorios”, “materiales reutilizados y precarios para las prácticas”, y una “plantilla desbordada”, todo lo cual compromete la garantía de una educación superior inclusiva, equitativa y de calidad. La denuncia de Javier Borrego, “La calidad de la educación es cada vez peor”, resume la conexión central con este ODS.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> El artículo destaca la desigualdad en la financiación tanto dentro del sistema público como entre el sistema público y el privado. Se señala que la UMA recibe menos financiación por estudiante (6.390 euros) que la media andaluza (6.848 euros) y significativamente menos que otras universidades como la de Córdoba (7.691 euros). Además, se critica que “las administraciones fomentan las universidades privadas” mientras se “ahoga al sistema público”, lo que puede aumentar la desigualdad de oportunidades para los estudiantes que no pueden permitirse la educación privada.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> Este ODS es relevante en el contexto de la gobernanza y la participación. La protesta estudiantil (“paro académico”) es un ejercicio de participación ciudadana. Más específicamente, la queja sobre la nueva Ley Universitaria Para Andalucía (LUPA), que según los estudiantes “está hecha sin nuestra opinión”, apunta a una falta de procesos de toma de decisiones inclusivos y participativos (Meta 16.7). La disputa financiera entre la UMA y la Junta de Andalucía, incluyendo la deuda de la universidad y los fondos no devueltos, también refleja debilidades en la solidez y transparencia institucional.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Dentro de los ODS identificados, se pueden señalar varias metas específicas que están directamente relacionadas con los problemas descritos en el texto.</p>
<ol>
<li>
        <strong>Meta 4.3:</strong> <em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”</em>. El artículo pone en duda el cumplimiento de esta meta al describir cómo la “infrafinanciación” está erosionando la “calidad” de la enseñanza universitaria en la UMA. La falta de recursos para prácticas y la sobrecarga del profesorado afectan directamente la calidad de la formación que reciben los más de 35.000 alumnos.
    </li>
<li>
        <strong>Meta 4.c:</strong> <em>“Para 2030, aumentar considerablemente la oferta de docentes calificados…”</em>. Aunque la meta se enfoca en países en desarrollo, su principio es universal. El artículo evidencia una tendencia contraria, mencionando una “plantilla desbordada”, “menos profesores” y una “poca reposición del profesorado” debido al plan de ajuste. Esto indica una disminución, en lugar de un aumento, de la capacidad docente para atender adecuadamente al alumnado.
    </li>
<li>
        <strong>Meta 10.3:</strong> <em>“Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados…”</em>. La política de “estrangular a las universidades públicas andaluzas” mientras se da “apoyo público” a las instituciones privadas, como se menciona en el artículo, crea una desigualdad de oportunidades para los estudiantes. Aquellos en el sistema público enfrentan peores condiciones, lo que puede llevar a una desigualdad en los resultados educativos y profesionales en comparación con sus pares del sector privado.
    </li>
<li>
        <strong>Meta 16.7:</strong> <em>“Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades”</em>. La crítica de los estudiantes a la ley LUPA, afirmando que “está hecha sin nuestra opinión y tiene muchos aspectos que nos perjudican”, es un claro ejemplo de un proceso legislativo que no cumple con esta meta, al no incluir la perspectiva de uno de los principales grupos afectados.
    </li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, el artículo proporciona datos cuantitativos y cualitativos que pueden funcionar como indicadores o aproximaciones para medir el progreso hacia las metas de los ODS.</p>
<ul>
<li>
        <strong>Indicador relacionado con la Meta 4.3: Gasto público por estudiante en educación superior.</strong> El artículo proporciona cifras exactas: “la UMA […] recibe 6.390 euros por estudiante durante el curso actual”. Este dato se compara con la media andaluza (6.848 euros) y con el de otras universidades (Córdoba, 7.691 euros). Esta métrica es un indicador directo de la inversión en la calidad de la educación superior y su seguimiento permite evaluar si se están asignando los recursos necesarios para cumplir la meta.
    </li>
<li>
        <strong>Indicador cualitativo para la Meta 4.c: Ratio de alumnos por docente y condiciones laborales del profesorado.</strong> Aunque no se da una cifra exacta, las descripciones de “plantilla desbordada”, “menos profesores” y “poca reposición del profesorado” son indicadores cualitativos claros de un deterioro en la capacidad docente. Un aumento en la ratio de estudiantes por profesor es una métrica implícita que se puede derivar de estas afirmaciones.
    </li>
<li>
        <strong>Indicador para la Meta 16.7: Nivel de participación ciudadana y percepción de la inclusión en la toma de decisiones.</strong> La tasa de participación en el paro académico, que la UMA estima en un 50% y los convocantes en un 80%, puede ser utilizada como un indicador indirecto del descontento y la percepción de falta de representatividad en las decisiones institucionales. La queja explícita sobre la exclusión en la redacción de la ley LUPA es una evidencia directa de la falta de un proceso participativo.
    </li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.3:</strong> Asegurar el acceso igualitario a una formación superior de calidad.</li>
<li><strong>4.c:</strong> Aumentar la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>Gasto público por estudiante: La UMA recibe 6.390 €, por debajo de la media andaluza (6.848 €).</li>
<li>Disponibilidad de recursos: Escasez en laboratorios, materiales precarios.</li>
<li>Ratio profesor-alumno (implícito): “Plantilla desbordada” y “poca reposición del profesorado”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades.</li>
</ul>
</td>
<td>
<ul>
<li>Disparidad en la financiación pública: La UMA recibe un 22% menos por estudiante que la Universidad de Córdoba.</li>
<li>Diferencia de apoyo institucional entre el sector público y privado: Fomento de universidades privadas con apoyo público mientras se recorta a la pública.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li><strong>16.7:</strong> Garantizar decisiones inclusivas y participativas.</li>
</ul>
</td>
<td>
<ul>
<li>Falta de participación en la legislación: La ley LUPA fue “hecha sin nuestra opinión” (estudiantes).</li>
<li>Tasa de participación en protestas: Entre el 50% y el 80% de seguimiento del paro académico como medida de descontento.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elpais.com/educacion/2025-12-01/los-universitarios-malaguenos-paralizan-las-clases-cinco-dias-en-protesta-por-la-falta-de-financiacion-y-la-reduccion-de-la-calidad-educativa.html">elpais.com</a></strong></p>
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<title>Destronó a México | El país de América que tiene el mejor sistema educativo y no es Argentina – El Cronista</title>
<link>https://sdgtalks.ai/Es/destrono-a-mexico-el-pais-de-america-que-tiene-el-mejor-sistema-educativo-y-no-es-argentina-el-cronista</link>
<guid>https://sdgtalks.ai/Es/destrono-a-mexico-el-pais-de-america-que-tiene-el-mejor-sistema-educativo-y-no-es-argentina-el-cronista</guid>
<description><![CDATA[ Destronó a México | El país de América que tiene el mejor sistema educativo y no es Argentina  El Cronista ]]></description>
<enclosure url="https://www.cronista.com/resizer/v2/revelan-cual-es-el-pais-de-america-latina-mas-inteligente-y-con-mejor-nivel-de-estudios-OLYXMWNH4VBLJGOWTXY2HKJ6YY.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 17:00:27 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Destronó, México, país, América, que, tiene, mejor, sistema, educativo, Argentina, –, Cronista</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Desempeño Educativo en América Latina y su Alineación con el Objetivo de Desarrollo Sostenible 4 (ODS 4)</h2>
<h3>Contexto y Metodología del Índice de Resultados Escolares (IRE) 2025</h3>
<p>El Índice de Resultados Escolares (IRE) 2025 ofrece un análisis sobre la eficiencia de los sistemas educativos en América Latina, evaluando su capacidad para cumplir con el <b>Objetivo de Desarrollo Sostenible 4: Educación de Calidad</b>. Este informe utiliza el IRE como una herramienta fundamental para monitorear el progreso regional hacia las metas de la Agenda 2030, específicamente el <b>Target 4.1</b>, que busca asegurar que todos los niños y niñas completen una educación primaria y secundaria equitativa y de calidad.</p>
<p>La metodología del IRE integra datos estandarizados del Programa para la Evaluación Internacional de Estudiantes (PISA) con encuestas de hogares. Esta aproximación permite una evaluación integral que mide simultáneamente:</p>
<ul>
<li>La tasa de escolarización y asistencia.</li>
<li>La finalización de la trayectoria escolar en el tiempo y forma adecuados.</li>
<li>El logro de competencias mínimas en Lectura y Matemática, habilidades fundamentales para el <b>Target 4.6</b> (alfabetización y nociones de aritmética).</li>
</ul>
<h2>Análisis Comparativo de los Sistemas Educativos y su Contribución al ODS 4</h2>
<h3>Países Líderes en la Consecución de Metas Educativas: Chile y Uruguay</h3>
<p>Chile y Uruguay se posicionan como los líderes regionales, demostrando avances significativos en la provisión de una educación inclusiva y de calidad.</p>
<ul>
<li><b>Chile:</b> Encabeza la clasificación con 38 de cada 100 estudiantes de 15 años cumpliendo con la escolarización oportuna y los estándares de PISA. Su alta cobertura escolar, que alcanza el 95% para jóvenes de hasta 17 años, refleja un sistema robusto que promueve la permanencia y finalización de los estudios, un pilar del ODS 4.</li>
<li><b>Uruguay:</b> Ocupa el segundo lugar, con 36 de cada 100 estudiantes alcanzando los criterios del índice. El país destaca por su rendimiento en Matemática y Lectura, donde cerca del 59% de sus estudiantes logran los niveles mínimos esperados. Este resultado subraya la calidad del aprendizaje, un componente esencial para garantizar que la educación conduzca a resultados relevantes (<b>Target 4.1</b>).</li>
</ul>
<h3>Resultados de Otras Naciones y los Desafíos Pendientes para el ODS 4</h3>
<p>Otras naciones de la región presentan un panorama con mayores desafíos para el cumplimiento de las metas educativas de la Agenda 2030.</p>
<ul>
<li><b>Perú:</b> Se ubica en una sólida tercera posición, con 28 de cada 100 estudiantes cumpliendo con los criterios del IRE, mostrando un progreso notable en la región.</li>
<li><b>México, Brasil, Argentina, Colombia y Paraguay:</b> Estos países registran resultados inferiores, con menos de 28 de cada 100 estudiantes cumpliendo los estándares. Estas cifras indican brechas importantes en el acceso, la permanencia y la calidad del aprendizaje, lo que representa un obstáculo significativo para alcanzar una educación secundaria universal y de calidad como lo estipula el ODS 4.</li>
</ul>
<h2>Clasificación Final y Conclusiones en el Marco de la Agenda 2030</h2>
<h3>Ranking Oficial del Índice de Resultados Escolares 2025</h3>
<ol>
<li>Chile: 38</li>
<li>Uruguay: 36</li>
<li>Perú: 28</li>
<li>México: Menos de 28</li>
<li>Brasil: Menos de 28</li>
<li>Argentina: Menos de 28</li>
<li>Colombia: Menos de 28</li>
<li>Paraguay: Menos de 28</li>
</ol>
<h3>Implicaciones para las Políticas Públicas y el Avance del ODS 4</h3>
<p>El Índice de Resultados Escolares 2025 funciona como un diagnóstico clave para la región. Evidencia la necesidad urgente de implementar políticas públicas enfocadas en fortalecer los sistemas educativos para garantizar el acceso equitativo, mejorar la retención estudiantil y elevar la calidad de los resultados de aprendizaje. La disparidad en el desempeño subraya que el avance hacia el <b>Objetivo de Desarrollo Sostenible 4</b> es desigual en América Latina, requiriendo un compromiso renovado para no dejar a ningún estudiante atrás.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra exclusivamente en la evaluación y comparación de la calidad y eficiencia de los sistemas educativos en varios países de América Latina. Analiza el “rendimiento académico”, la “trayectoria escolar completa y oportuna” y los resultados en competencias clave, todos elementos centrales del ODS 4, que busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<ul>
<li>El artículo aborda directamente esta meta al evaluar los sistemas educativos a través del “Índice de Resultados Escolares (IRE)”. Este índice, según el texto, mide “la capacidad de los sistemas para asegurar la trayectoria escolar completa y oportuna de sus estudiantes”. Además, utiliza los resultados de las pruebas PISA para medir los “resultados académicos”, lo que se alinea con la exigencia de la meta de producir “resultados de aprendizaje pertinentes y efectivos”.</li>
</ul>
</li>
<li>
<h3>Meta 4.6: Para 2030, asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética.</h3>
<ul>
<li>Esta meta se refleja en el criterio clave de evaluación que menciona el artículo: “la proporción de adolescentes de 15 años que logran escolarización en el grado adecuado y alcanzan los niveles mínimos en Lectura y Matemática”. Medir la competencia en lectura y matemáticas es una forma directa de evaluar el cumplimiento de esta meta en la población joven.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador 4.1.1: Proporción de niños y jóvenes que alcanzan al menos un nivel mínimo de competencia en (i) lectura y (ii) matemáticas.</h3>
<ul>
<li>Este indicador está explícitamente presente en el artículo. El texto señala que el IRE se basa en datos del “Programa para la Evaluación Internacional de Estudiantes (PISA)” y que su “indicador clave se centra en la proporción de adolescentes de 15 años que… alcanzan los niveles mínimos en Lectura y Matemática”. Los resultados específicos, como que en Chile “38 de cada 100 estudiantes” cumplen los estándares o que en Uruguay “cerca del 59% de sus estudiantes alcanzaron el Nivel 2 mínimo esperado” en Lectura y Ciencias, son mediciones directas de este indicador.</li>
</ul>
</li>
<li>
<h3>Indicador 4.1.2: Tasa de finalización (enseñanza primaria, enseñanza secundaria inferior, enseñanza secundaria superior).</h3>
<ul>
<li>Este indicador está implícito en el análisis del artículo. El texto destaca que el IRE mide la capacidad de los sistemas para “asegurar la trayectoria escolar completa y oportuna”. Además, menciona específicamente la alta “cobertura escolar” de Chile, que “llegando al 95% de los jóvenes de hasta 17 años, demostrando una permanencia educativa sobresaliente”, lo cual es una medida directamente relacionada con la tasa de finalización de la educación secundaria.</li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS Identificado en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.1:</b> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad.</td>
<td><b>Indicador 4.1.1:</b> Proporción de jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas (medido a través de los resultados de PISA).</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.1:</b> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad.</td>
<td><b>Indicador 4.1.2:</b> Tasa de finalización (implícito en la medición de la “trayectoria escolar completa y oportuna” y la “cobertura escolar”).</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.6:</b> Asegurar que todos los jóvenes tengan competencias de lectura, escritura y aritmética.</td>
<td><b>Indicador 4.1.1 (aplicado a la Meta 4.6):</b> La medición del rendimiento en “Lectura y Matemática” en jóvenes de 15 años sirve como una evaluación directa de las competencias de alfabetización y aritmética para ese grupo de edad.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.cronista.com/mexico/actualidad-mx/destrono-a-mexico-el-pais-de-america-que-tiene-el-mejor-sistema-educativo-y-no-es-argentina/">cronista.com</a></strong></p>
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<title>1.700 alumnos siguen en directo las jornadas del “Maratón de Formación Continua” del IES – SegurosNews</title>
<link>https://sdgtalks.ai/Es/1700-alumnos-siguen-en-directo-las-jornadas-del-maraton-de-formacion-continua-del-ies-segurosnews</link>
<guid>https://sdgtalks.ai/Es/1700-alumnos-siguen-en-directo-las-jornadas-del-maraton-de-formacion-continua-del-ies-segurosnews</guid>
<description><![CDATA[ 1.700 alumnos siguen en directo las jornadas del “Maratón de Formación Continua” del IES  SegurosNews ]]></description>
<enclosure url="https://segurosnews.com/wp-content/uploads/2025/12/cursos-ies-Instituto-e-Learning-del-Seguro.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 17:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>1.700, alumnos, siguen, directo, las, jornadas, del, “Maratón, Formación, Continua”, del, IES, –, SegurosNews</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe del Maratón de Formación Continua 2025: Impacto y Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Resumen Ejecutivo</h3>
<p>El presente informe detalla los resultados del “Maratón de Formación Continua” organizado por el Instituto e-Learning del Seguro (IES), celebrado entre el 24 y el 28 de noviembre. El evento, compuesto por 20 clases en línea, no solo ha constituido un éxito en términos de participación y alcance formativo, sino que también ha demostrado un firme compromiso con la consecución de varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030, principalmente en las áreas de educación de calidad, trabajo decente y alianzas estratégicas.</p>
<h3>2. Resultados Cuantitativos y de Participación</h3>
<p>La edición 2025 del maratón ha consolidado su relevancia en el sector asegurador, alcanzando cifras significativas que evidencian el interés y la necesidad de formación continua. Los indicadores clave son los siguientes:</p>
<ul>
<li><strong>Total de Inscritos:</strong> 2,256 alumnos.</li>
<li><strong>Participación en Directo:</strong> Más del 75% de los inscritos asistieron a las sesiones en tiempo real, demostrando un alto nivel de compromiso.</li>
<li><strong>Proyección de Formación Certificada:</strong> Se estima la certificación de más de 5,000 horas de formación, sumando la participación en directo y en diferido.</li>
<li><strong>Programa Académico:</strong> Se impartieron 20 clases online especializadas, a cargo de profesionales de alto nivel del sector.</li>
</ul>
<h3>3. Contribución Directa a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa se alinea estratégicamente con la Agenda 2030, generando un impacto positivo en los siguientes objetivos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad:</strong> El maratón promueve directamente el acceso a una educación inclusiva, equitativa y de calidad. Al ofrecer formación continua y especializada a través de una plataforma digital, facilita oportunidades de aprendizaje permanente para todos los profesionales del sector, mejorando sus competencias y adaptabilidad al mercado.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> Al fortalecer las capacidades técnicas y profesionales de los trabajadores del sector asegurador, el programa contribuye a la promoción del crecimiento económico sostenido. Una fuerza laboral mejor cualificada es fundamental para aumentar la productividad, la innovación y garantizar el trabajo decente.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura:</strong> La ejecución del evento en un formato 100% online demuestra una apuesta por la innovación y la utilización de infraestructuras tecnológicas resilientes. Este modelo fomenta una modernización inclusiva y sostenible de la industria de los seguros, haciéndola más accesible y eficiente.</li>
</ol>
<h3>4. Fomento de Alianzas para Lograr los Objetivos (ODS 17)</h3>
<p>El éxito del maratón es un claro ejemplo del poder de las alianzas multisectoriales, un pilar fundamental del ODS 17. La colaboración entre diversas entidades del sector asegurador fue crucial para ofrecer un programa formativo robusto y de alta calidad. Esta sinergia demuestra que la cooperación es indispensable para alcanzar metas de desarrollo a gran escala.</p>
<h3>Entidades Colaboradoras</h3>
<ul>
<li>Mapfre</li>
<li>Sanitas</li>
<li>CGPA</li>
<li>Reale</li>
<li>onLygal</li>
<li>Markel</li>
<li>DKV</li>
<li>ARAG</li>
<li>Mutua de Propietarios</li>
<li>AXA</li>
<li>AURA</li>
<li>Preventiva</li>
<li>Pool de Corredores</li>
<li>Mitramiteoficial.com</li>
<li>Testdelseguro.com</li>
<li>Instituto e-Learning del Seguro</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en el “Maratón de Formación Continua”, una iniciativa educativa que ofrece 20 clases online para profesionales del sector asegurador. Esto se alinea directamente con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>Al proporcionar formación continua, la iniciativa ayuda a los profesionales a mejorar sus competencias, lo que es fundamental para mantener un empleo productivo y decente. La mejora de las habilidades de la fuerza laboral contribuye al crecimiento económico del sector asegurador.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo destaca la participación de numerosas “entidades colaboradoras” como Mapfre, Sanitas, DKV y AXA, entre otras. Esta colaboración entre diferentes empresas del sector privado para lograr un objetivo común (la formación) es un claro ejemplo de las alianzas que promueve el ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Metas 4.3 y 4.4 (ODS 4)</h3>
<p>El artículo se relaciona con la <strong>Meta 4.3</strong> (“asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad”) y la <strong>Meta 4.4</strong> (“aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”). El “Maratón de Formación Continua” es una forma de formación profesional que busca mejorar las competencias de los adultos en el sector asegurador.</p>
</li>
<li>
<h3>Meta 17.17 (ODS 17)</h3>
<p>La <strong>Meta 17.17</strong> busca “fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil”. La colaboración entre el Instituto e-Learning del Seguro y las 15 entidades mencionadas (Mapfre, Sanitas, CGPA, etc.) para organizar el maratón es un ejemplo directo de una alianza del sector privado para promover la educación y el desarrollo profesional.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicadores para el ODS 4</h3>
<p>El artículo proporciona datos cuantitativos que pueden servir como indicadores. El <strong>Indicador 4.3.1</strong> mide la “tasa de participación de jóvenes y adultos en la enseñanza y formación”. El artículo menciona datos específicos que miden esta participación: <strong>“2.256 alumnos inscritos”</strong> y que se podrán <strong>“certificar más de 5.000 horas de formación”</strong>. Estas cifras son medidas directas del alcance y la participación en la iniciativa de formación.</p>
</li>
<li>
<h3>Indicadores para el ODS 17</h3>
<p>Aunque no se menciona un indicador numérico oficial, el artículo proporciona evidencia cualitativa de una alianza. El <strong>Indicador 17.17.1</strong> se refiere a la cuantía comprometida para alianzas, pero la simple existencia y el listado de las <strong>15 entidades colaboradoras</strong> (Mapfre, Sanitas, CGPA, Reale, etc.) sirven como un indicador implícito de la formación y el éxito de una alianza del sector privado para alcanzar un objetivo de desarrollo.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Identificado en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.4:</strong> Aumentar el número de adultos con competencias técnicas y profesionales para el empleo.</td>
<td>Número de participantes en la formación: “2.256 alumnos inscritos”.<br>Volumen de formación impartida: “más de 5.000 horas de formación”.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.17:</strong> Fomentar y promover la constitución de alianzas eficaces del sector privado.</td>
<td>Existencia de una alianza multisectorial: Lista de entidades colaboradoras (Mapfre, Sanitas, CGPA, Reale, onLygal, Markel, DKV, etc.).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://segurosnews.com/news/1-700-alumnos-siguen-en-directo-las-jornadas-del-maraton-de-formacion-continua-del-ies">segurosnews.com</a></strong></p>
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<title>Cundinamarca cierra con éxito el I Congreso Internacional de Educación, foco en IA, neuroeducación y bienestar docente – Noticias Día a Día</title>
<link>https://sdgtalks.ai/Es/cundinamarca-cierra-con-exito-el-i-congreso-internacional-de-educacion-foco-en-ia-neuroeducacion-y-bienestar-docente-noticias-dia-a-dia</link>
<guid>https://sdgtalks.ai/Es/cundinamarca-cierra-con-exito-el-i-congreso-internacional-de-educacion-foco-en-ia-neuroeducacion-y-bienestar-docente-noticias-dia-a-dia</guid>
<description><![CDATA[ Cundinamarca cierra con éxito el I Congreso Internacional de Educación, foco en IA, neuroeducación y bienestar docente  Noticias Día a Día ]]></description>
<enclosure url="https://recywallet.com/wp-content/uploads/2025/11/5-2-16-1024x576.webp" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 17:00:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Cundinamarca, cierra, con, éxito, Congreso, Internacional, Educación, foco, IA, neuroeducación, bienestar, docente, –, Noticias, Día, Día</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe del I Congreso Internacional de Educación: Transformación e Innovación en Cundinamarca</h2>
<h3>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El departamento de Cundinamarca ha concluido el <strong>I Congreso Internacional de Educación: La Era de la Transformación e Innovación</strong>, un evento estratégico que congregó a más de 2,500 participantes. Este encuentro se posiciona como una iniciativa clave para alinear las políticas educativas regionales con la Agenda 2030, haciendo un énfasis particular en el <strong>ODS 4 (Educación de Calidad)</strong>, el <strong>ODS 3 (Salud y Bienestar)</strong> y el <strong>ODS 13 (Acción por el Clima)</strong>.</p>
<h2>Contribuciones al ODS 4: Educación de Calidad</h2>
<p>El congreso se centró en fortalecer las capacidades del sistema educativo para garantizar una educación inclusiva, equitativa y de calidad. Las discusiones se articularon en torno a los siguientes ejes, directamente relacionados con las metas del ODS 4:</p>
<ul>
<li><strong>Innovación y Tecnología (Meta 4.a):</strong> Se analizó el uso pedagógico de la inteligencia artificial (IA) como herramienta para modernizar los entornos de aprendizaje y preparar a los estudiantes para los desafíos del siglo XXI.</li>
<li><strong>Calidad Docente (Meta 4.c):</strong> Se destacó la importancia de la formación continua y el bienestar del personal docente como factor determinante para la calidad educativa global.</li>
<li><strong>Pensamiento Crítico y Competencias del Futuro (Meta 4.7):</strong> Las ponencias promovieron el desarrollo de habilidades como el pensamiento crítico, la innovación y la resolución de problemas, fundamentales para el desarrollo humano sostenible.</li>
</ul>
<h3>Pilares para la Transformación Educativa</h3>
<p>El consultor internacional Pablo Romero Ibáñez presentó un marco de acción basado en cuatro pilares esenciales para cumplir con los estándares de una educación de calidad en la era actual:</p>
<ol>
<li>Comprender</li>
<li>Pensar</li>
<li>Innovar</li>
<li>Desarrollo Humano</li>
</ol>
<h2>Fomento del ODS 3: Salud y Bienestar en el Entorno Escolar</h2>
<h3>Neuroeducación y Bienestar Socioemocional</h3>
<p>En línea con el <strong>ODS 3</strong>, que busca garantizar una vida sana y promover el bienestar, el congreso dedicó un segmento significativo a la salud mental y emocional en la comunidad educativa. Las intervenciones se enfocaron en:</p>
<ul>
<li><strong>Bienestar Escolar:</strong> Se realizaron talleres vivenciales sobre la gestión de emociones y su influencia directa en el proceso de aprendizaje, aplicando principios de la neuroeducación.</li>
<li><strong>Prevención de Riesgos Psicosociales:</strong> Expertos de universidades colombianas presentaron estrategias para fortalecer la convivencia y crear entornos escolares seguros y saludables.</li>
<li><strong>Manejo del Estrés Docente:</strong> Se compartieron herramientas prácticas para la gestión del estrés en el personal docente, reconociendo su bienestar como un pilar para un sistema educativo resiliente.</li>
</ul>
<h2>Impulso a la Educación para el Desarrollo Sostenible (ODS 13 y ODS 17)</h2>
<h3>Educación Verde y Alianzas Estratégicas</h3>
<p>El congreso abordó la necesidad de integrar la sostenibilidad ambiental en el currículo educativo, contribuyendo directamente al <strong>ODS 13 (Acción por el Clima)</strong> y al <strong>ODS 4.7</strong>. Un panel especializado en <strong>educación verde</strong> reunió a académicos y representantes del sector financiero para promover prácticas que fomenten la conciencia ambiental desde las aulas.</p>
<p>La participación de especialistas de ocho países (España, Argentina, México, Francia, Estados Unidos, Brasil, Reino Unido y Colombia) subraya el compromiso con el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>, consolidando una red internacional para el intercambio de conocimientos y buenas prácticas.</p>
<h2>Conclusiones y Compromisos Institucionales</h2>
<p>El evento concluyó con un firme compromiso institucional para seguir avanzando en la consecución de los Objetivos de Desarrollo Sostenible. La Secretaría de Educación de Cundinamarca reafirmó su hoja de ruta, que incluye:</p>
<ol>
<li>Continuar impulsando la formación y actualización profesional de los docentes.</li>
<li>Fortalecer la infraestructura educativa para crear entornos de aprendizaje innovadores y seguros.</li>
<li>Consolidar espacios de diálogo y colaboración para conectar el talento regional con los desafíos globales del siglo XXI.</li>
</ol>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ol>
<li>El artículo se centra explícitamente en mejorar la educación. El “I Congreso Internacional de Educación” busca posicionar a Cundinamarca como un referente en “calidad docente, la innovación educativa y el bienestar escolar”. Se abordan temas como el uso pedagógico de la IA, el pensamiento crítico y la formación docente, todos elementos centrales para garantizar una educación inclusiva, equitativa y de calidad.</li>
</ol>
</li>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<ol>
<li>Se destaca la importancia del “bienestar escolar” y el “bienestar docente”. El artículo menciona un taller sobre bienestar, la influencia de las emociones en el aprendizaje (neuroeducación), estrategias para la convivencia, la prevención de “riesgos psicosociales” y herramientas para manejar el “estrés docente”. Estos temas están directamente relacionados con la promoción de la salud mental y el bienestar en la comunidad educativa.</li>
</ol>
</li>
<li>
<h3>ODS 13: Acción por el Clima</h3>
<ol>
<li>El congreso incluyó un panel enfocado en la “educación verde”, que busca promover la “formación ambiental y la sostenibilidad desde las instituciones educativas”. Educar sobre sostenibilidad es un pilar fundamental para fomentar la conciencia y la acción climática en las futuras generaciones.</li>
</ol>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<ol>
<li>El evento en sí mismo es un ejemplo de una alianza. Reunió a “más de 2.500 asistentes” y especialistas de “ocho países”, además de la colaboración entre el gobierno de Cundinamarca, la Universidad Externado de Colombia, académicos y representantes del sector financiero. Este tipo de colaboración es crucial para compartir conocimientos y acelerar el progreso hacia los objetivos.</li>
</ol>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.7: Educación para el desarrollo sostenible y la ciudadanía mundial</h3>
<ol>
<li>Esta meta se aborda directamente a través del panel sobre “educación verde”, que reunió a expertos para “revisar prácticas que promuevan la formación ambiental y la sostenibilidad”. El enfoque en el “desarrollo humano” y la “educación socioemocional” también contribuye a formar ciudadanos responsables y conscientes.</li>
</ol>
</li>
<li>
<h3>Meta 4.c: Aumentar la oferta de docentes calificados</h3>
<ol>
<li>El congreso tiene como objetivo la “calidad docente” y concluye con el “compromiso institucional firme: continuar impulsando la formación de los docentes”. El evento es en sí una plataforma de “actualización profesional” que busca fortalecer las capacidades del cuerpo docente de Cundinamarca.</li>
</ol>
</li>
<li>
<h3>Meta 3.4: Promover la salud mental y el bienestar</h3>
<ol>
<li>El artículo pone un fuerte énfasis en el bienestar. Se mencionan talleres sobre “bienestar escolar”, la prevención de “riesgos psicosociales” y el manejo del “estrés docente”. Estas iniciativas buscan directamente mejorar la salud mental y el bienestar de estudiantes y profesores, en línea con esta meta.</li>
</ol>
</li>
<li>
<h3>Meta 17.16: Mejorar la Alianza Mundial para el Desarrollo Sostenible</h3>
<ol>
<li>La organización de un congreso internacional con especialistas de ocho países (España, Argentina, México, Francia, Estados Unidos, Brasil, Reino Unido y Colombia) es una clara manifestación de esta meta. Fomenta el intercambio de conocimientos, experiencias y buenas prácticas a nivel global para mejorar la educación.</li>
</ol>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.7.1 (Implícito): Grado en que la educación para el desarrollo sostenible está incorporada en la formación del profesorado y las políticas educativas.</h3>
<ol>
<li>El artículo no proporciona una métrica cuantitativa, pero la existencia de un panel dedicado a la “educación verde” en un congreso de esta magnitud implica que el tema está siendo integrado en la formación docente y en la agenda de la política educativa del departamento. La celebración del panel es en sí misma un indicador cualitativo de progreso.</li>
</ol>
</li>
<li>
<h3>Indicador 4.c.1 (Implícito): Proporción de docentes con las cualificaciones mínimas requeridas, que han recibido formación en el último año.</h3>
<ol>
<li>El congreso, que reunió a “más de 2.500 asistentes”, muchos de ellos docentes, funciona como una iniciativa de formación a gran escala. El compromiso de “continuar impulsando la formación de los docentes” sugiere una intención de aumentar esta proporción. El número de asistentes al congreso puede ser visto como un indicador proxy del alcance de las actividades de desarrollo profesional.</li>
</ol>
</li>
<li>
<h3>Indicadores cualitativos para la Meta 3.4</h3>
<ol>
<li>El artículo menciona la implementación de “estrategias destinadas a fortalecer la convivencia y a prevenir riesgos psicosociales” y talleres sobre “bienestar escolar”. La puesta en marcha y el alcance de estos programas en las escuelas de Cundinamarca pueden ser utilizados como indicadores cualitativos para medir el progreso en la promoción de la salud mental en el entorno educativo.</li>
</ol>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Identificado en el Artículo (Explícito o Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible.</td>
<td><strong>Indicador 4.7.1 (Implícito):</strong> Realización de un panel sobre “educación verde” para integrar la formación ambiental y la sostenibilidad en las prácticas educativas y la formación docente.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional.</td>
<td><strong>Indicador 4.c.1 (Implícito):</strong> La organización de un congreso para más de 2.500 asistentes como plataforma de formación y actualización profesional para docentes.</td>
</tr>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td><strong>Meta 3.4:</strong> Promover la salud mental y el bienestar.</td>
<td><strong>Indicador Cualitativo:</strong> Implementación de talleres y estrategias sobre bienestar escolar, educación socioemocional, prevención de riesgos psicosociales y manejo del estrés docente.</td>
</tr>
<tr>
<td><strong>ODS 13: Acción por el Clima</strong></td>
<td>Relacionado con la educación sobre el cambio climático (implícito en la Meta 4.7).</td>
<td><strong>Indicador Cualitativo:</strong> Inclusión de la “educación verde” y la “formación ambiental” como temas centrales en un congreso de educación.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td><strong>Meta 17.16:</strong> Mejorar la Alianza Mundial para el Desarrollo Sostenible, complementada por alianzas entre múltiples interesados.</td>
<td><strong>Indicador Proxy:</strong> Colaboración internacional con especialistas de 8 países y la participación de múltiples actores (gobierno, academia, sector financiero) en el congreso.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.noticiasdiaadia.com/cundinamarca/cundinamarca-educacion-ia/">noticiasdiaadia.com</a></strong></p>
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<title>Reforma educativa libertaria – Periodismo de Izquierda</title>
<link>https://sdgtalks.ai/Es/reforma-educativa-libertaria-periodismo-de-izquierda</link>
<guid>https://sdgtalks.ai/Es/reforma-educativa-libertaria-periodismo-de-izquierda</guid>
<description><![CDATA[ Reforma educativa libertaria  Periodismo de Izquierda ]]></description>
<enclosure url="https://periodismodeizquierda.com/wp-content/uploads/2025/11/cartel-porcentajes-1024x576.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Reforma, educativa, libertaria, –, Periodismo, Izquierda</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Proyecto de Reforma Educativa y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Se ha presentado un análisis sobre el borrador de un proyecto de reforma educativa que circula desde el 17 de noviembre. Dicho proyecto propone la derogación de la Ley Nacional de Educación N° 26.206, vigente desde 2006, y plantea un cambio de paradigma que podría afectar significativamente el cumplimiento de los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030, en particular el ODS 4 (Educación de Calidad), el ODS 10 (Reducción de las Desigualdades) y el ODS 8 (Trabajo Decente y Crecimiento Económico).</p>
<h3>1. Marco General de la Reforma y su Desalineación con el ODS 4: Educación de Calidad</h3>
<p>La propuesta, presentada por el empresario Paolo Rocca junto al secretario de Educación, Carlos Torrendell, redefine la educación bajo el principio de “libertad educativa”. Este enfoque contraviene los principios fundamentales del ODS 4, que busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</p>
<ul>
<li><b>Derogación de la Ley 26.206:</b> La ley actual reconoce la educación como un derecho humano y una responsabilidad del Estado, en línea con las metas del ODS 4. La nueva iniciativa, al priorizar la “libertad” de enseñar y aprender, debilita el rol del Estado como garante del acceso universal y la equidad, poniendo en riesgo la meta 4.1 de asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria gratuita y de calidad.</li>
<li><b>Fragmentación del Sistema Educativo:</b> La reforma propone una autonomía institucional que contradice la necesidad de un sistema educativo cohesionado y equitativo.</li>
</ul>
<h3>2. Análisis de Puntos Críticos y su Colisión con los ODS</h3>
<p>El proyecto de 136 artículos introduce modificaciones que impactan directamente en varias metas de los ODS.</p>
<ol>
<li><b>Autonomía Curricular y de Calendario:</b> Al permitir que cada institución defina sus propios planes de estudio y calendario, se elimina el principio de contenidos curriculares comunes. Esto atenta directamente contra el ODS 4 y el ODS 10, ya que la calidad de la educación dependerá del origen social y la ubicación geográfica del estudiante, profundizando las desigualdades existentes en lugar de reducirlas.</li>
<li><b>Gobernanza y Derechos Laborales (ODS 8 y ODS 16):</b> La creación de un “Consejo de Padres” con potestad para designar y remover directivos, junto con la declaración de la educación como servicio esencial para limitar el derecho a huelga, afecta el ODS 8 (Trabajo Decente) al precarizar las condiciones laborales y el ODS 16 (Paz, Justicia e Instituciones Sólidas) al restringir libertades fundamentales.</li>
<li><b>Estabilidad Laboral Docente:</b> El artículo 107 vincula la estabilidad a un “desempeño satisfactorio” y permite regímenes de contratación propios por institución. Esto socava la seguridad laboral, un componente clave del trabajo decente (ODS 8), y puede desincentivar la formación de un cuerpo docente profesional y comprometido, esencial para una educación de calidad (ODS 4).</li>
<li><b>Educación en el Hogar (Homeschooling):</b> La habilitación de esta modalidad a partir de los 9 años plantea serias dudas sobre la capacidad del Estado para garantizar estándares mínimos de calidad y socialización, componentes implícitos en el ODS 4.</li>
<li><b>Educación Confesional y Laicidad (ODS 5):</b> Al permitir la enseñanza religiosa en escuelas estatales, se pone en riesgo el principio de laicidad educativa. Esto podría obstaculizar la implementación de programas como la Educación Sexual Integral (ESI), fundamental para el cumplimiento del ODS 5 (Igualdad de Género) y para garantizar una educación en derechos humanos y diversidad.</li>
</ol>
<h3>3. Modelo de Financiamiento: Una Amenaza Directa al ODS 10 (Reducción de las Desigualdades)</h3>
<p>El aspecto más preocupante en relación con la equidad es el modelo de financiamiento propuesto, que institucionaliza un sistema de vouchers.</p>
<ul>
<li><b>Sistema de Vouchers:</b> El artículo 73 establece el uso de vales educativos para “asegurar la libre elección”. Experiencias internacionales, como la de Chile, demuestran que este sistema fomenta la segregación y profundiza la desigualdad, beneficiando a las instituciones con más recursos y dejando atrás a las poblaciones más vulnerables. Esto es diametralmente opuesto al objetivo del ODS 10 de reducir la desigualdad en y entre los países.</li>
<li><b>Orientación al Mercado:</b> El modelo permite que las empresas, como inversores, influyan en los contenidos educativos para formar mano de obra según sus demandas. Esto contradice la meta 4.7 del ODS 4, que promueve una educación orientada al desarrollo sostenible, los derechos humanos, la igualdad de género y una cultura de paz, en lugar de una formación puramente instrumental al servicio del capital.</li>
</ul>
<h3>4. Conclusión: La Educación como Negocio vs. La Educación como Derecho Humano Sostenible</h3>
<p>El proyecto de reforma educativa analizado representa un retroceso en los compromisos asumidos por el país en el marco de la Agenda 2030. Al mercantilizar la educación y debilitar el rol del Estado como garante de derechos, la propuesta amenaza con exacerbar las desigualdades (ODS 10), erosionar la calidad y equidad educativa (ODS 4), precarizar las condiciones laborales de los docentes (ODS 8) y comprometer avances en materia de igualdad de género y derechos humanos (ODS 5). La defensa de un sistema educativo público, gratuito y de calidad es indispensable para la construcción de una sociedad más justa y sostenible.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Relevantes</h2>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad.</strong> Este es el objetivo central, ya que todo el artículo se centra en una propuesta de reforma educativa que afectaría directamente la calidad, la equidad y el acceso a la educación. Se discuten temas como el financiamiento, los planes de estudio, la estabilidad docente y la igualdad de oportunidades, todos componentes clave del ODS 4.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades.</strong> El artículo argumenta que la reforma propuesta aumentaría la desigualdad. Critica la derogación del artículo que garantiza la educación sin importar el “origen social o la situación económica” y compara el sistema de vouchers propuesto con el de Chile, calificado por la OCDE como “el sistema educativo más desigual del mundo”.
    </li>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> Se abordan las condiciones laborales de los docentes, incluyendo la modificación de la estabilidad laboral, la vinculación del empleo al desempeño, la creación de regímenes de contratación propios por institución y la limitación del derecho a huelga. Esto se conecta directamente con la meta de proteger los derechos laborales.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas.</strong> El artículo toca este ODS al discutir la derogación de una ley nacional (Ley 26.206) y la limitación de derechos fundamentales como el derecho a huelga, declarando la educación como un “servicio esencial”. También se menciona la “criminalización de la protesta” en el caso de los docentes de Misiones.
    </li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad.</h3>
<p>El artículo aborda esta meta de forma crítica. La ley actual, que la reforma busca derogar, “reconoce a la educación como un derecho humano y establece que el Estado debe garantizar el acceso, la permanencia y el egreso en todos los niveles”. La propuesta de “voucherización” y la autonomía de cada institución para definir planes de estudio son presentadas como amenazas a la educación equitativa y de calidad para todos, independientemente de su origen social.</p>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza.</h3>
<p>Esta meta se identifica en la crítica a la propuesta de permitir la “enseñanza religiosa en las escuelas estatales”. El artículo afirma que esto constituye “un ataque a la laicidad, a la Educación Sexual Integral y a los derechos conquistados por las disidencias”, elementos clave para la inclusión y la eliminación de disparidades en el sistema educativo.</p>
</li>
<li>
<h3>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados.</h3>
<p>La reforma propuesta impacta directamente en esta meta. El artículo 107, que vincula la “estabilidad laboral al desempeño satisfactorio” y permite que las instituciones definan “sus propios regímenes de contratación docente”, podría afectar la calidad y las condiciones de la profesión docente. La mención de la “caída del salario docente” también es un factor relevante para atraer y retener a personal calificado.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</h3>
<p>El artículo se centra en cómo la reforma podría socavar esta meta. La ley actual busca que “todos los estudiantes logren aprendizajes comunes de buena calidad independientemente de su origen social, radicación geográfica, género o identidad cultural”. La nueva propuesta, al promover la “libertad educativa” y un sistema de financiamiento basado en vouchers, es vista como un mecanismo que institucionaliza la desigualdad, beneficiando a quienes tienen más recursos y perjudicando a los más vulnerables.</p>
</li>
<li>
<h3>Meta 8.8: Proteger los derechos laborales y promover un entorno de trabajo seguro y sin riesgos para todos los trabajadores.</h3>
<p>Esta meta es relevante por la declaración de la educación como “servicio esencial para limitar el derecho a huelga” y los cambios en la estabilidad laboral docente. Estas medidas son presentadas en el artículo como un ataque a los derechos laborales del sector educativo.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador relacionado con el financiamiento de la educación (similar al Indicador 1.a.2): Proporción del gasto público total en educación.</h3>
<p>Este indicador se menciona explícitamente en el artículo. Se señala que “la ley actual prevé un financiamiento del 6% del PBI para educación”, pero que “en los hechos jamás se cumplió”. Este dato cuantitativo es un indicador directo del compromiso del Estado con la educación y es fundamental para medir el progreso hacia el ODS 4.</p>
</li>
<li>
<h3>Indicador 4.5.1: Índices de paridad (por ejemplo, por nivel de ingresos) para los indicadores de la educación.</h3>
<p>Aunque no se citan cifras, este indicador está fuertemente implícito en todo el análisis. La principal crítica a la reforma es que aumentará la desigualdad. Al citar el sistema de vouchers de Chile como “el más desigual del mundo”, el artículo se refiere implícitamente a una gran disparidad en los resultados educativos entre los quintiles de ingresos más altos y más bajos, lo que se mide con este indicador.</p>
</li>
<li>
<h3>Indicador 4.a.1: Proporción de escuelas que cuentan con acceso a infraestructura y materiales básicos.</h3>
<p>Este indicador está implícito en la afirmación de que la subejecución de presupuestos “se refleja directamente… en escuelas que se encuentran en condiciones precarias”. La falta de financiamiento adecuado afecta la infraestructura escolar, un componente medible y esencial para una educación de calidad.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td>
<ul>
<li><strong>4.1:</strong> Asegurar educación primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>4.5:</strong> Eliminar disparidades y asegurar acceso igualitario.</li>
<li><strong>4.c:</strong> Aumentar la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Gasto público en educación:</strong> Mencionado explícitamente como el 6% del PBI, que no se cumple.</li>
<li><strong>Indicador 4.a.1:</strong> Implícito en la mención de “escuelas en condiciones precarias”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td>
<ul>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Indicador 4.5.1 (Índices de paridad):</strong> Implícito en la crítica al sistema de vouchers como generador del “sistema educativo más desigual del mundo”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td>
<ul>
<li><strong>8.8:</strong> Proteger los derechos laborales y promover un entorno de trabajo seguro.</li>
</ul>
</td>
<td>
<ul>
<li>No se mencionan indicadores específicos, pero se discuten cualitativamente los derechos laborales (estabilidad, derecho a huelga).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td>
<ul>
<li>Relacionado con la protección de libertades fundamentales y el respeto a las leyes vigentes.</li>
</ul>
</td>
<td>
<ul>
<li>No se mencionan indicadores específicos, pero se discute la derogación de una ley nacional y la limitación del derecho a huelga.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://periodismodeizquierda.com/reforma-educativa-libertaria/">periodismodeizquierda.com</a></strong></p>
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<title>Los estudiantes que aprenden inglés fomentan el crecimiento de los estudiantes inmigrantes – M&#45;A Chronicle</title>
<link>https://sdgtalks.ai/Es/los-estudiantes-que-aprenden-ingles-fomentan-el-crecimiento-de-los-estudiantes-inmigrantes-m-a-chronicle</link>
<guid>https://sdgtalks.ai/Es/los-estudiantes-que-aprenden-ingles-fomentan-el-crecimiento-de-los-estudiantes-inmigrantes-m-a-chronicle</guid>
<description><![CDATA[ Los estudiantes que aprenden inglés fomentan el crecimiento de los estudiantes inmigrantes  M-A Chronicle ]]></description>
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<pubDate>Mon, 01 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Los, estudiantes, que, aprenden, inglés, fomentan, crecimiento, los, estudiantes, inmigrantes, –, M-A, Chronicle</media:keywords>
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<p><br>
    </p><title>Informe sobre el Programa de Aprendizaje de Inglés y su Alineación con los ODS</title>
<h2>Informe sobre el Programa de Estudiantes de Inglés como Segundo Idioma (ELL) y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción y Contexto del Programa</h3>
<p>El programa de Estudiantes del Inglés Como Segundo Idioma (ELL), implementado a nivel nacional y con una presencia significativa en California, constituye una herramienta fundamental para la integración de estudiantes inmigrantes. En la escuela M-A, este programa opera desde aproximadamente 1995 con el objetivo de facilitar la adquisición del dominio del inglés y la asimilación al sistema educativo estadounidense. Esta iniciativa se alinea directamente con los Objetivos de Desarrollo Sostenible (ODS), en particular con el <strong>ODS 4 (Educación de Calidad)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>, al garantizar que todos los estudiantes, independientemente de su origen, tengan acceso a una educación inclusiva y equitativa.</p>
<h3>2. Estructura del Programa y Contribución al ODS 4: Educación de Calidad</h3>
<p>El programa ELL está diseñado para ofrecer una educación adaptada a las necesidades específicas de los estudiantes, promoviendo oportunidades de aprendizaje permanente para todos. Su estructura se divide para maximizar la eficacia:</p>
<ul>
<li><strong>Estudiantes Multilingües Emergentes:</strong> Dirigido a recién llegados a los EE. UU., enfocándose en la adquisición inicial del idioma.</li>
<li><strong>Estudiantes de Inglés de Larga Duración (LTELs):</strong> Para estudiantes que, a pesar de residir en el país, aún no han alcanzado el dominio del inglés.</li>
</ul>
<p>Maribel Maldonado, profesora de recursos bilingües, destaca que el programa “brinda apoyo para crear una comunidad y para que aprendan a integrarse a los sistemas escolares de EE. UU.”. Esta labor es crucial para cumplir la meta 4.7 del ODS 4, que busca asegurar que todos los alumnos adquieran los conocimientos necesarios para promover el desarrollo sostenible y una ciudadanía mundial.</p>
<ol>
<li><strong>Niveles de Competencia:</strong> Los estudiantes son ubicados en diferentes niveles de Artes del Lenguaje Inglés (ELA) y Desarrollo del Lenguaje Inglés (ELD).</li>
<li><strong>Integración Curricular:</strong> Se mantienen agrupados por grado en materias como estudios sociales y ciencias para fomentar la inclusión.</li>
<li><strong>Enfoque Pedagógico:</strong> La profesora Lisa Otsuka implementa proyectos que conectan la cultura de los estudiantes con el desarrollo de habilidades en inglés, centrados en hablar, escuchar, leer y escribir, lo cual es esencial para una educación de calidad integral.</li>
</ol>
<h3>3. Impacto en la Reducción de Desigualdades (ODS 10)</h3>
<p>El programa ELL es un mecanismo clave para la reducción de las desigualdades dentro y entre los países. Al proporcionar recursos y apoyo focalizado, aborda las barreras que enfrentan los estudiantes inmigrantes, promoviendo su inclusión social y educativa, en línea con la meta 10.2 del ODS 10.</p>
<ul>
<li><strong>Evolución de Recursos:</strong> Jeffrey Chin-Sell, profesor desde 1995, señala un aumento significativo en los recursos disponibles. Anteriormente, la falta de personal bilingüe representaba una barrera. Hoy, la existencia de “muchísimos recursos adicionales” contribuye a nivelar el campo de juego para estos estudiantes.</li>
<li><strong>Apoyo Comunitario:</strong> Organizaciones como el Club Intercambio y el Comité Asesor de Estudiantes de Inglés fortalecen la red de apoyo. Estas iniciativas fomentan la participación de las familias y aseguran que los recursos lleguen a quienes más los necesitan, creando instituciones eficaces e inclusivas como lo promueve el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>.</li>
<li><strong>Preservación de la Identidad Cultural:</strong> El programa no solo busca la asimilación, sino que también valora la identidad cultural de los estudiantes, como lo demuestran los ensayos sobre la adaptación cultural y la conservación de la identidad propia, un aspecto vital para una inclusión respetuosa y equitativa.</li>
</ul>
<h3>4. Desafíos y Oportunidades para el Cumplimiento de los ODS</h3>
<p>A pesar de sus éxitos, el programa enfrenta desafíos que deben ser abordados para garantizar que ningún estudiante se quede atrás, un principio central de la Agenda 2030.</p>
<ul>
<li><strong>Educación Formal Interrumpida:</strong> Estudiantes que han perdido parte de su educación formal enfrentan dificultades adicionales con la tecnología y la estructura académica. James Nelson, profesor de ELD, subraya que los estudiantes “vienen de diferentes países donde su nivel de educación es extremadamente diferente”.</li>
<li><strong>Necesidad de Adaptaciones Académicas:</strong> Chin-Sell expresa preocupación por la disminución de clases de nivel pre-preparatoria, cruciales para estudiantes con brechas educativas significativas. La falta de estas clases no solo perjudica a estos alumnos, sino que dificulta la labor docente y afecta al resto de la clase, creando una barrera para alcanzar una educación verdaderamente equitativa (ODS 4).</li>
</ul>
<p>Abordar estos desafíos representa una oportunidad para fortalecer el programa y asegurar su alineación completa con los ODS, garantizando que todos los estudiantes reciban el apoyo necesario para su desarrollo académico y personal, lo que a su vez contribuye al <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong> al prepararlos para una participación plena en la sociedad.</p>
<h3>5. Conclusión: Hacia un Futuro Sostenible e Inclusivo</h3>
<p>El programa ELL es más que una iniciativa de enseñanza de idiomas; es un pilar para el desarrollo sostenible y la justicia social. Al proporcionar una comunidad de apoyo, fomentar la confianza y desarrollar habilidades clave, prepara a los estudiantes inmigrantes para “participar completamente y plenamente en la vida”, como afirma el profesor Nelson.</p>
<p>Las experiencias positivas de estudiantes como Cleyver Villarreal Ríos y Dayron Alvarado demuestran el éxito del programa en mejorar sus habilidades y facilitar su integración. El objetivo final, como lo expresa la profesora Otsuka, es que los estudiantes “sepan que son bienvenidos y apoyados aquí” y que “tienen una comunidad”. Este sentido de pertenencia es fundamental para construir sociedades pacíficas, justas e inclusivas, cumpliendo así con la promesa de los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra por completo en el programa de Estudiantes del Inglés Como Segundo Idioma (ELL), una iniciativa educativa diseñada para “garantizar que estudiantes recién inmigrados adquieran dominio del inglés y reciban servicios adecuados”. El objetivo principal del programa es mejorar las “habilidades de lectura, escritura, y de hablar” de los estudiantes, lo que se alinea directamente con la meta de asegurar una educación inclusiva, equitativa y de calidad. Se abordan desafíos específicos como el apoyo a estudiantes con “educación formal interrumpida”, destacando el esfuerzo por ofrecer oportunidades de aprendizaje para todos.</li>
</ul>
</li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>El programa ELL está dirigido a un grupo vulnerable: estudiantes inmigrantes y recién llegados que enfrentan barreras lingüísticas y culturales. Al proporcionar “orientación para asimilarse a M-A” y “apoyo para crear una comunidad”, el programa busca reducir las desigualdades que estos estudiantes enfrentan en el sistema educativo estadounidense. El artículo menciona que el programa ayuda a los estudiantes a “integrarse a los sistemas escolares de EE.UU.”, promoviendo así la inclusión social y garantizando la igualdad de oportunidades para que puedan “participar completamente y plenamente en la vida”.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Metas del ODS 4 (Educación de Calidad)</strong>
<ul>
<li><strong>Meta 4.1:</strong> “Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”. El programa ELL opera en una escuela secundaria (M-A) y su propósito es dotar a los estudiantes de las habilidades lingüísticas necesarias para completar su educación y lograr resultados de aprendizaje efectivos, como lo demuestra el testimonio de un estudiante que afirma: “He mejorado mucho en la expresión oral”.</li>
<li><strong>Meta 4.5:</strong> “Eliminar las disparidades […] en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza […] para las personas vulnerables”. Los estudiantes inmigrantes, especialmente aquellos “recién llegados a EE.UU.” o con “educación formal interrumpida”, son un grupo vulnerable. El programa es una medida concreta para asegurar que tengan acceso equitativo a la educación al superar la barrera del idioma.</li>
<li><strong>Meta 4.7:</strong> “Asegurar que todos los alumnos adquieran los conocimientos […] necesarios para promover […] la valoración de la diversidad cultural”. El artículo destaca que la profesora Lisa Otsuka crea proyectos que “ayudan a los estudiantes a conectar con su cultura” y a escribir ensayos sobre cómo han “conservado su propia identidad cultural”, lo que fomenta directamente la valoración de la diversidad cultural en el entorno educativo.</li>
</ul>
</li>
<li>
        <strong>Metas del ODS 10 (Reducción de las Desigualdades)</strong>
<ul>
<li><strong>Meta 10.2:</strong> “Potenciar y promover la inclusión social […] de todas las personas, independientemente de su […] origen”. El programa es un mecanismo para la inclusión social de estudiantes de diversos orígenes (México, Honduras, y “seis o siete idiomas representados en una clase”). Su objetivo es que los estudiantes “sepan que son bienvenidos y apoyados aquí, que no están en el margen de la escuela”.</li>
<li><strong>Meta 10.3:</strong> “Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados”. Al proporcionar recursos específicos como “profesores de recursos bilingües” y clases de Desarrollo del Lenguaje Inglés (ELD), el programa busca nivelar el campo de juego para que los estudiantes no nativos tengan las mismas oportunidades de éxito académico que sus compañeros, reduciendo así la desigualdad de resultados causada por el origen o el idioma.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <strong>Indicadores del ODS 4 (Educación de Calidad)</strong>
<ul>
<li><strong>Indicador relacionado con la competencia (Implícito):</strong> El artículo menciona que los estudiantes son ubicados en diferentes niveles “según sus niveles de competencia” y que el programa busca mejorar sus habilidades. El testimonio de un estudiante (“He mejorado mucho en la expresión oral”) es una medida cualitativa del progreso. Esto se relaciona con el espíritu del <strong>Indicador 4.1.1</strong> (Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura) y el <strong>Indicador 4.6.1</strong> (Proporción de la población que alcanza un nivel fijo de competencia en aptitudes funcionales de alfabetización).</li>
<li><strong>Indicador de participación (Explícito):</strong> El artículo incluye una imagen con el pie de foto “2024-2025 estadísticas de estudiantes en programas de inglés como segundo idioma”. La recopilación de estas estadísticas es un indicador directo que mide la cantidad y proporción de estudiantes que participan en programas de apoyo lingüístico, lo cual es fundamental para evaluar el alcance de las intervenciones educativas para grupos vulnerables.</li>
</ul>
</li>
<li>
        <strong>Indicadores del ODS 10 (Reducción de las Desigualdades)</strong>
<ul>
<li><strong>Indicador de políticas de inclusión (Implícito):</strong> La existencia misma del programa ELL, establecido por el “Departamento de Educación de California”, y su implementación en la escuela M-A desde 1995, funciona como un indicador de la existencia de políticas y medidas destinadas a promover la inclusión y reducir las desigualdades para los estudiantes inmigrantes. Esto se alinea con la <strong>Meta 10.3</strong>, que promueve la adopción de legislaciones y políticas adecuadas.</li>
<li><strong>Indicador de recursos para grupos vulnerables (Implícito):</strong> El artículo señala un aumento en los recursos a lo largo del tiempo. Un profesor menciona: “Antes […] había muy pocos profesores bilingües […] Ahora contamos con muchísimos recursos adicionales”. El seguimiento del número de profesores bilingües y otros recursos dedicados a este grupo de estudiantes puede servir como un indicador para medir el progreso en la provisión de apoyo para reducir las desigualdades.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.1:</strong> Asegurar el acceso a una educación secundaria de calidad y con resultados de aprendizaje efectivos.</li>
<li><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para grupos vulnerables (estudiantes inmigrantes).</li>
<li><strong>4.7:</strong> Promover la valoración de la diversidad cultural.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Explícito:</strong> Estadísticas sobre el número de estudiantes en programas de aprendizaje de inglés.</li>
<li><strong>Implícito:</strong> Evaluación de los niveles de competencia en lectura, escritura y expresión oral de los estudiantes.</li>
<li><strong>Implícito:</strong> Medición cualitativa de la mejora de las habilidades lingüísticas a través de testimonios.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Promover la inclusión social de personas de diferentes orígenes.</li>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados mediante políticas y medidas específicas.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Implícito:</strong> La existencia y continuidad del programa ELL como política de inclusión.</li>
<li><strong>Implícito:</strong> El aumento en el número de recursos y personal bilingüe dedicado a apoyar a los estudiantes inmigrantes.</li>
<li><strong>Implícito:</strong> Percepciones de los estudiantes sobre sentirse “bienvenidos y apoyados” como medida de inclusión social.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://machronicle.com/los-estudiantes-que-aprenden-ingles-fomentan-el-crecimiento-de-los-estudiantes-inmigrantes/">machronicle.com</a></strong></p>
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<title>Mastellone Hnos. refuerza su compromiso con la educación ambiental y alcanza a más de 880 personas con sus Eco Talleres – Futuro Sustentable</title>
<link>https://sdgtalks.ai/Es/mastellone-hnos-refuerza-su-compromiso-con-la-educacion-ambiental-y-alcanza-a-mas-de-880-personas-con-sus-eco-talleres-futuro-sustentable</link>
<guid>https://sdgtalks.ai/Es/mastellone-hnos-refuerza-su-compromiso-con-la-educacion-ambiental-y-alcanza-a-mas-de-880-personas-con-sus-eco-talleres-futuro-sustentable</guid>
<description><![CDATA[ Mastellone Hnos. refuerza su compromiso con la educación ambiental y alcanza a más de 880 personas con sus Eco Talleres  Futuro Sustentable ]]></description>
<enclosure url="https://futurosustentable.com.ar/wp-content/uploads/2025/11/Mastellone-educacion-.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 11:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Mastellone, Hnos., refuerza, compromiso, con, educación, ambiental, alcanza, más, 880, personas, con, sus, Eco, Talleres, –, Futuro, Sustentable</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Iniciativa de Eco Talleres de Mastellone Hnos. y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Alcance del Programa</h3>
<p>En el marco de su estrategia de sostenibilidad, Mastellone Hnos. ha ejecutado una nueva edición de su programa “Eco Talleres”. Esta iniciativa se enfoca en la promoción de prácticas ambientales responsables, contribuyendo directamente a la consecución de los Objetivos de Desarrollo Sostenible (ODS). El programa ha logrado un alcance superior a 880 participantes, incluyendo estudiantes, docentes y familias, fomentando la creación de una cultura de responsabilidad ambiental colectiva.</p>
<h3>Contribución al ODS 4: Educación de Calidad</h3>
<p>La iniciativa impacta de manera directa en el <strong>ODS 4 (Educación de Calidad)</strong>, específicamente en la meta 4.7, que busca asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible. Los talleres se han centrado en:</p>
<ul>
<li>Proveer educación ambiental sobre el reciclado, la reutilización y el cuidado del entorno.</li>
<li>Fomentar la reflexión crítica sobre los desafíos ambientales contemporáneos, como el consumo global y la generación de residuos.</li>
<li>Capacitar a los participantes para integrar prácticas sostenibles en sus rutinas diarias.</li>
</ul>
<h3>Fomento del ODS 12: Producción y Consumo Responsables</h3>
<p>El núcleo del programa se alinea con el <strong>ODS 12 (Producción y Consumo Responsables)</strong>, promoviendo modalidades de consumo y producción sostenibles. A través de dinámicas participativas, se abordaron los siguientes conceptos clave:</p>
<ol>
<li><strong>Reducción:</strong> Concientización sobre el impacto ambiental derivado de los hábitos de consumo.</li>
<li><strong>Reutilización:</strong> Fomento de la creatividad para dar una segunda vida a los materiales.</li>
<li><strong>Reciclaje:</strong> Enseñanza de la correcta separación de residuos para su posterior tratamiento.</li>
</ol>
<p>Adicionalmente, la compañía expuso sus esfuerzos internos para avanzar hacia este objetivo, incluyendo la optimización de envases, el uso de plásticos reciclables y la incorporación de fuentes renovables.</p>
<h3>Impacto en el ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>Al implementar las actividades en diversas localidades, el programa contribuye al <strong>ODS 11 (Ciudades y Comunidades Sostenibles)</strong>, fortaleciendo la capacidad de las comunidades para la gestión de residuos y la sostenibilidad ambiental. Las acciones se desarrollaron en instituciones educativas de:</p>
<ul>
<li>Trenque Lauquen</li>
<li>General Rodríguez</li>
<li>Villa Mercedes (San Luis)</li>
</ul>
<h3>Operaciones Sostenibles y Alianzas (ODS 17)</h3>
<p>Mastellone Hnos. complementó la formación teórica con visitas guiadas a sus plantas industriales, una acción que refuerza la transparencia y el <strong>ODS 17 (Alianzas para lograr los objetivos)</strong> al involucrar a la comunidad educativa y a las familias de sus colaboradores. Durante los recorridos, los asistentes pudieron observar directamente:</p>
<ul>
<li>Los procesos productivos de la compañía.</li>
<li>El funcionamiento del Centro de Circularidad de Residuos en el Complejo Industrial Pascual Mastellone.</li>
<li>Los sistemas de gestión y clasificación interna de residuos implementados.</li>
</ul>
<h3>Conclusión</h3>
<p>A través de los Eco Talleres, Mastellone Hnos. reafirma su compromiso con el desarrollo sostenible, utilizando la educación ambiental como una herramienta de transformación. La iniciativa integra de manera efectiva los ODS 4, 11, 12 y 17, consolidando un modelo de intervención que vincula la responsabilidad corporativa con el desarrollo de las comunidades en las que opera.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en la iniciativa “Eco Talleres” de Mastellone Hnos., cuyo objetivo principal es la “educación ambiental”. Se menciona explícitamente que la empresa “llevó adelante una nueva edición de sus Eco Talleres, encuentros destinados a promover el reciclado, la reutilización y el cuidado del ambiente en escuelas y comunidades”. Esto se alinea directamente con la promoción de una educación que fomente el desarrollo sostenible.</li>
</ul>
</li>
<li>
<h3>ODS 12: Producción y Consumo Responsables</h3>
<ul>
<li>El contenido de los talleres aborda directamente los principios de este ODS. Se busca “reflexionar sobre los desafíos ambientales actuales, especialmente vinculados al incremento del consumo global y la creciente generación de residuos”. Además, se enseñan conceptos como “reciclaje, reutilización y reducción” y se busca “fomentar hábitos de consumo responsable”. La propia empresa menciona sus esfuerzos en esta área, como la “optimización en el uso de materiales” y la “gestión y clasificación interna de residuos”.</li>
</ul>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<ul>
<li>El artículo destaca las acciones de Mastellone Hnos. para hacer sus procesos más sostenibles, lo cual se relaciona con la modernización de la industria. Se mencionan esfuerzos para “mejorar continuamente sus envases y reducir su huella ambiental”, el “empleo de plásticos reciclables” y el funcionamiento de un “Centro de Circularidad de Residuos ubicado en su Complejo Industrial”. Estas son acciones concretas hacia una industria más sostenible y eficiente en el uso de recursos.</li>
</ul>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<ul>
<li>La iniciativa descrita es un ejemplo de una alianza entre el sector privado (Mastellone Hnos.) y la comunidad educativa (“escuelas”, “estudiantes, docentes y familias”). La empresa colabora con “instituciones educativas de Trenque Lauquen, General Rodríguez y Villa Mercedes (San Luis)” para lograr un objetivo común de sostenibilidad y educación, demostrando cómo las alianzas son fundamentales para avanzar en la agenda de desarrollo sostenible.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.7</h3>
<ul>
<li><b>(Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible).</b> Los “Eco Talleres” están diseñados precisamente para cumplir esta meta. El artículo afirma que a través de “dinámicas participativas, los estudiantes abordaron conceptos clave como reciclaje, reutilización y reducción”, proporcionando los conocimientos necesarios para promover estilos de vida sostenibles.</li>
</ul>
</li>
<li>
<h3>Meta 12.5</h3>
<ul>
<li><b>(De aquí a 2030, reducir considerablemente la generación de desechos mediante actividades de prevención, reducción, reciclado y reutilización).</b> Tanto la educación impartida en los talleres como las acciones internas de la empresa apuntan a esta meta. Los talleres promueven la “reducción” y el “reciclado”, mientras que la empresa implementa la “gestión y clasificación interna de residuos” y opera un “Centro de Circularidad de Residuos”.</li>
</ul>
</li>
<li>
<h3>Meta 12.8</h3>
<ul>
<li><b>(De aquí a 2030, asegurar que las personas de todo el mundo tengan la información y los conocimientos pertinentes para el desarrollo sostenible y los estilos de vida en armonía con la naturaleza).</b> El objetivo de la iniciativa es “fortalecer la construcción colectiva de hábitos responsables” y “concientizar sobre el impacto ambiental derivado de las rutinas diarias”. Esto se alinea directamente con la meta de diseminar información y conocimientos para el desarrollo sostenible.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador Cuantitativo Implícito (Relacionado con las Metas 4.7 y 12.8)</h3>
<ul>
<li>El artículo proporciona un dato numérico específico que puede funcionar como un indicador de alcance y participación en programas de educación para el desarrollo sostenible. Se menciona que “La iniciativa alcanzó a más de 880 personas, entre estudiantes, docentes y familias”. Este número mide directamente la cantidad de personas que recibieron formación y sensibilización, lo que permite cuantificar el progreso de la iniciativa.</li>
</ul>
</li>
<li>
<h3>Indicador Cualitativo Implícito (Relacionado con la Meta 12.5)</h3>
<ul>
<li>Aunque no se proporcionan cifras sobre la cantidad de residuos reciclados, la existencia y funcionamiento del “Centro de Circularidad de Residuos” de la empresa es un indicador de la capacidad instalada para la gestión y el reciclaje de residuos. La mención de la “gestión y clasificación interna de residuos” también actúa como un indicador de la implementación de prácticas de reducción de desechos a nivel industrial.</li>
</ul>
</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>Meta 4.7:</b> Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible.</td>
<td><b>Indicador Implícito:</b> Número de participantes en programas de educación ambiental. El artículo menciona que la iniciativa “alcanzó a más de 880 personas”.</td>
</tr>
<tr>
<td><b>ODS 12: Producción y Consumo Responsables</b></td>
<td><b>Meta 12.5:</b> Reducir considerablemente la generación de desechos mediante la prevención, reducción, reciclado y reutilización.
<p><b>Meta 12.8:</b> Asegurar que las personas tengan la información y los conocimientos pertinentes para el desarrollo sostenible.</p></td>
<td><b>Indicador Implícito:</b> Implementación de sistemas de gestión de residuos (menciona el “Centro de Circularidad de Residuos”).
<p><b>Indicador Implícito:</b> Alcance de las campañas de sensibilización (más de 880 personas informadas sobre consumo responsable).</p></td>
</tr>
<tr>
<td><b>ODS 9: Industria, Innovación e Infraestructura</b></td>
<td><b>Meta 9.4:</b> Modernizar la infraestructura y reconvertir las industrias para que sean sostenibles, utilizando los recursos con mayor eficacia.</td>
<td><b>Indicador Implícito:</b> Adopción de prácticas industriales sostenibles (menciona la “optimización en el uso de materiales”, “incorporación de fuentes renovables” y “empleo de plásticos reciclables”).</td>
</tr>
<tr>
<td><b>ODS 17: Alianzas para lograr los objetivos</b></td>
<td><b>Meta 17.17:</b> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</td>
<td><b>Indicador Implícito:</b> Existencia de una alianza entre el sector privado (Mastellone Hnos.) y la sociedad civil/sector educativo (escuelas, comunidades, familias).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://futurosustentable.com.ar/mastellone-hnos-refuerza-su-compromiso-con-la-educacion-ambiental-y-alcanza-a-mas-de-880-personas-con-sus-eco-talleres/">futurosustentable.com.ar</a></strong></p>
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<title>El CIIE Luján lleva el nombre de la docente Adela Luzzi – Ladran Sancho</title>
<link>https://sdgtalks.ai/Es/el-ciie-lujan-lleva-el-nombre-de-la-docente-adela-luzzi-ladran-sancho</link>
<guid>https://sdgtalks.ai/Es/el-ciie-lujan-lleva-el-nombre-de-la-docente-adela-luzzi-ladran-sancho</guid>
<description><![CDATA[ El CIIE Luján lleva el nombre de la docente Adela Luzzi  Ladran Sancho ]]></description>
<enclosure url="https://ladransancho.s3.sa-east-1.amazonaws.com/wp-content/uploads/2025/11/30144724/DSC_0600-1024x683.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 11:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>CIIE, Luján, lleva, nombre, docente, Adela, Luzzi, –, Ladran, Sancho</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Acto de Imposición de Nombre del CIIE de Luján en el Marco de los Objetivos de Desarrollo Sostenible</h2>
<p>El Centro de Capacitación, Información e Investigación Educativa (CIIE) de Luján ha culminado un significativo proceso de fortalecimiento institucional al oficializar el nombre “Adela Luzzi” para su sede. Este evento no solo rinde homenaje a una figura destacada de la docencia local, sino que también reafirma el compromiso de la institución con los Objetivos de Desarrollo Sostenible (ODS), especialmente aquellos vinculados a la educación de calidad, la reducción de desigualdades y la consolidación de instituciones sólidas.</p>
<h3>Proceso Participativo y Fortalecimiento Institucional (ODS 16)</h3>
<p>La designación del nombre fue el resultado de un proceso democrático y participativo iniciado en 2022, en línea con el <strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong>, que promueve la creación de instituciones eficaces, responsables e inclusivas en todos los niveles. La Dirección de Formación Docente Permanente impulsó una consulta abierta a la comunidad educativa para seleccionar un referente que encarnara la identidad bonaerense.</p>
<ul>
<li>Se abrió una instancia para la presentación de propuestas.</li>
<li>Se realizó una votación democrática entre los docentes del distrito.</li>
<li>La comunidad eligió a la profesora Adela Luzzi entre otros candidatos notables como Rodolfo Walsh, Lydia Coriat y Dardo Dorronzoro.</li>
</ul>
<p>Este mecanismo refuerza la transparencia y la participación ciudadana en las decisiones institucionales, un pilar fundamental para el desarrollo sostenible.</p>
<h3>Adela Luzzi: Un Legado de Educación Inclusiva y Equitativa (ODS 4 y ODS 10)</h3>
<p>La elección de Adela Luzzi resalta el compromiso de la comunidad con los principios de la educación inclusiva y la equidad, pilares del <strong>ODS 4: Educación de Calidad</strong> y el <strong>ODS 10: Reducción de las Desigualdades</strong>.</p>
<h3>Contribuciones de Adela Luzzi a los ODS:</h3>
<ol>
<li><strong>Educación para los más vulnerables:</strong> Recordada como “la maestra de los más necesitados”, su labor se centró en garantizar el acceso a la educación de calidad para niños y niñas en situación de vulnerabilidad, abordando directamente las metas del ODS 4 y ODS 10.</li>
<li><strong>Rol de la Mujer en la Educación (ODS 5):</strong> Su trayectoria como una mujer de “personalidad avasallante” y líder en su comunidad sirve como un modelo inspirador, promoviendo la igualdad de género y el empoderamiento femenino en el ámbito educativo, en consonancia con el <strong>ODS 5: Igualdad de Género</strong>.</li>
<li><strong>Construcción de Ciudadanía:</strong> Su dedicación a la docencia es un ejemplo de cómo la educación es una herramienta clave para la construcción de ciudadanía y la defensa de los derechos humanos, un aspecto central del ODS 16.</li>
</ol>
<h3>Desarrollo del Acto y Reafirmación de Compromisos</h3>
<p>La ceremonia, celebrada el 14 de noviembre, contó con la presencia de autoridades educativas y gubernamentales, docentes y familiares, quienes destacaron el rol de la memoria y la educación pública.</p>
<ul>
<li><strong>Memoria y Derechos Humanos:</strong> Las reflexiones de los formadores y la interpretación de una canción dedicada a las Madres de Plaza de Mayo vincularon el acto con la importancia de la memoria histórica para la construcción de sociedades pacíficas y justas (ODS 16).</li>
<li><strong>Derecho a la Formación Gratuita:</strong> La directora del CIIE, Mariana Tineo, subrayó que los CIIEs “garantizan el derecho a formarse de manera gratuita mediante políticas públicas sostenidas”, lo que representa una acción concreta del Estado para asegurar el cumplimiento del ODS 4.</li>
</ul>
<p>El evento concluyó con el descubrimiento de una placa y la presentación de un mural en el “patio de la memoria”, consolidando el espacio como un lugar de homenaje y un recordatorio permanente de los valores que Adela Luzzi representa para la comunidad y su alineación con una agenda de desarrollo sostenible e inclusivo.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en el Centro de Capacitación, Información e Investigación Educativa (CIIE) de Luján, una institución dedicada a la “Formación Docente Permanente”. Su misión de capacitar a docentes para mejorar la calidad educativa está directamente alineada con el ODS 4. Además, se destaca la figura de Adela Luzzi, una docente que dedicó su vida a la enseñanza, especialmente a “niñas y niños en situación de vulnerabilidad”, lo que refuerza el principio de una educación inclusiva y equitativa. La directora del CIIE menciona que estos centros “Garantizan el derecho a formarse de manera gratuita mediante políticas públicas sostenidas”, lo que subraya el compromiso con una educación accesible para los docentes.</li>
</ul>
<h3>ODS 5: Igualdad de Género</h3>
<ul>
<li>El artículo celebra la vida y carrera de una mujer, Adela Luzzi, reconociendo su “fecunda trayectoria” y su “personalidad avasallante”. Al elegir a una mujer como figura representativa de la identidad docente local, la comunidad educativa promueve el reconocimiento del liderazgo femenino y su contribución fundamental en el ámbito público, en este caso, la educación. Este homenaje sirve como un acto de visibilización y empoderamiento, alineado con los objetivos de igualdad de género.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>Se menciona explícitamente que Adela Luzzi era recordada como “la maestra de los más necesitados”, por su “cercanía con niñas y niños en situación de vulnerabilidad”. Este enfoque en la educación de los sectores más desfavorecidos de la sociedad es un pilar fundamental para la reducción de las desigualdades, ya que la educación de calidad es una herramienta clave para la movilidad social y la inclusión.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El proceso para nombrar al centro se describe como “un extenso proceso participativo” que culminó en una “votación democrática entre docentes del distrito”. Esto demuestra el funcionamiento de una institución pública basada en principios democráticos, inclusivos y participativos. Además, el artículo resalta la importancia de la memoria y la “construcción de ciudadanía y derechos humanos”, temas centrales del ODS 16. La mención a las Madres de Plaza de Mayo refuerza este vínculo con la justicia y la memoria histórica.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4: Educación de Calidad</h3>
<ul>
<li><strong>Meta 4.c:</strong> “De aquí a 2030, aumentar considerablemente la oferta de docentes calificados…”. El artículo se centra en el CIIE, cuya misión es la “Formación Docente Permanente”. La directora del centro afirma que estos garantizan “el derecho a formarse de manera gratuita”, lo que contribuye directamente a mejorar la cualificación y la oferta de docentes bien preparados.</li>
<li><strong>Meta 4.7:</strong> “De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para… los derechos humanos… [y] la ciudadanía mundial”. El artículo subraya que uno de los formadores reivindicó “el valor de la docencia en la construcción de ciudadanía y derechos humanos”, lo que indica que la formación impartida en el centro está alineada con los contenidos de esta meta.</li>
</ul>
<h3>Metas del ODS 5: Igualdad de Género</h3>
<ul>
<li><strong>Meta 5.5:</strong> “Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo a todos los niveles decisorios en la vida… pública”. El homenaje y la elección de Adela Luzzi, una mujer con una “fecunda trayectoria”, para dar nombre a una institución educativa, es un acto simbólico y práctico que reconoce y celebra el liderazgo femenino en la esfera pública.</li>
</ul>
<h3>Metas del ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li><strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas…”. El legado de Adela Luzzi como “la maestra de los más necesitados” y su trabajo con “niños en situación de vulnerabilidad” ejemplifica los esfuerzos para garantizar que la educación sea una herramienta de inclusión social para los grupos más desfavorecidos.</li>
</ul>
<h3>Metas del ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li><strong>Meta 16.7:</strong> “Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades”. El artículo describe cómo el nombre del centro fue el resultado de “un extenso proceso participativo” y una “votación democrática entre docentes”, lo que es un ejemplo claro de la implementación de esta meta a nivel institucional.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<h3>Indicadores del ODS 4: Educación de Calidad</h3>
<ul>
<li><strong>Indicador 4.c.1 (Implícito):</strong> Proporción de docentes con la cualificación mínima necesaria. La existencia y función del “Centro de Capacitación, Información e Investigación Educativa” (CIIE) y su enfoque en la “Formación Docente Permanente” es una medida cualitativa del esfuerzo por aumentar el número de docentes calificados en el distrito. El éxito de sus programas se reflejaría en este indicador.</li>
<li><strong>Indicador 4.7.1 (Implícito):</strong> Grado en que la educación para la ciudadanía mundial y la educación para el desarrollo sostenible se incorporan en la formación del profesorado. La afirmación de que la docencia es clave para la “construcción de ciudadanía y derechos humanos” sugiere que estos temas son parte del currículo de formación del CIIE, lo que impactaría directamente en este indicador.</li>
</ul>
<h3>Indicadores del ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li><strong>Indicador 16.7.2 (Implícito):</strong> Proporción de la población que cree que la adopción de decisiones es inclusiva y responde a sus necesidades. El artículo describe un “proceso participativo” y una “votación democrática” en la que la “comunidad docente” eligió el nombre. El desarrollo exitoso y la aceptación de este proceso por parte de la comunidad es una manifestación cualitativa de este indicador a nivel local.</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.c:</strong> Aumentar la oferta de docentes calificados.</li>
<li><strong>4.7:</strong> Asegurar que los alumnos adquieran conocimientos para promover los derechos humanos y la ciudadanía.</li>
</ul>
</td>
<td>
<ul>
<li><strong>4.c.1 (Implícito):</strong> La existencia y operación del CIIE como centro de formación docente permanente.</li>
<li><strong>4.7.1 (Implícito):</strong> La incorporación de la “construcción de ciudadanía y derechos humanos” en la formación docente.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 5: Igualdad de Género</strong></td>
<td>
<ul>
<li><strong>5.5:</strong> Asegurar la participación plena de las mujeres y la igualdad de oportunidades de liderazgo en la vida pública.</li>
</ul>
</td>
<td>
<ul>
<li>(Cualitativo) El acto de nombrar una institución pública en honor a una mujer líder en educación (Adela Luzzi).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>(Cualitativo) El reconocimiento del trabajo de una docente enfocada en “niñas y niños en situación de vulnerabilidad”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li><strong>16.7:</strong> Garantizar la adopción de decisiones inclusivas, participativas y representativas.</li>
</ul>
</td>
<td>
<ul>
<li><strong>16.7.2 (Implícito):</strong> La implementación de un “proceso participativo” y una “votación democrática” para la toma de decisiones institucionales.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://ladransanchoweb.com.ar/el-ciie-lujan-lleva-el-nombre-de-la-docente-adela-luzzi/">ladransanchoweb.com.ar</a></strong></p>
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<title>¿Cuántos días de vacaciones de invierno 2025 tendrán los alumnos de educación básica Esto dice la SEP – foxsports.com.mx</title>
<link>https://sdgtalks.ai/Es/cuantos-dias-de-vacaciones-de-invierno-2025-tendran-los-alumnos-de-educacion-basica-esto-dice-la-sep-foxsportscommx</link>
<guid>https://sdgtalks.ai/Es/cuantos-dias-de-vacaciones-de-invierno-2025-tendran-los-alumnos-de-educacion-basica-esto-dice-la-sep-foxsportscommx</guid>
<description><![CDATA[ ¿Cuántos días de vacaciones de invierno 2025 tendrán los alumnos de educación básica Esto dice la SEP  foxsports.com.mx ]]></description>
<enclosure url="https://www.foxsports.com.mx/resizer/v2/KHJEINLG45EBFH3NQG7EL7HG24.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 11:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>¿Cuántos, días, vacaciones, invierno, 2025, tendrán, los, alumnos, educación, básica, Esto, dice, SEP, –, foxsports.com.mx</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Periodo Vacacional de Invierno y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El presente informe detalla la estructura del primer periodo vacacional del ciclo escolar, según lo estipulado por la Secretaría de Educación Pública (SEP), y analiza su contribución a la consecución de los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Estructura del Calendario Oficial y su Vinculación con el ODS 4 (Educación de Calidad)</h3>
<p>El calendario oficial establece un receso de actividades académicas para los estudiantes de educación básica, diseñado no solo para el descanso, sino también para el fortalecimiento del capital humano docente, un pilar fundamental del <strong>ODS 4: Educación de Calidad</strong>.</p>
<ul>
<li><strong>Último día de clases:</strong> Viernes, 19 de diciembre.</li>
<li><strong>Inicio del periodo vacacional estudiantil:</strong> Lunes, 22 de diciembre.</li>
<li><strong>Finalización oficial del receso:</strong> Martes, 6 de enero de 2026.</li>
</ul>
<h3>Fortalecimiento Docente como Estrategia para la Calidad Educativa</h3>
<p>Una de las acciones más relevantes durante este periodo es la implementación de talleres intensivos para el personal docente y directivo. Esta medida se alinea directamente con la meta 4.c de los ODS, que busca aumentar considerablemente la oferta de docentes calificados.</p>
<ol>
<li><strong>Fechas de los talleres intensivos:</strong> 7, 8 y 9 de enero.</li>
<li><strong>Objetivo:</strong> Fortalecer la formación académica y las capacidades pedagógicas del personal docente, preparando el terreno para la segunda mitad del ciclo escolar.</li>
<li><strong>Impacto en el ODS 4:</strong> La capacitación continua de los educadores es un factor crítico para mejorar los resultados del aprendizaje y garantizar una educación inclusiva, equitativa y de calidad para todos los alumnos.</li>
<li><strong>Reincorporación de los alumnos a las aulas:</strong> Lunes, 12 de enero de 2026.</li>
</ol>
<h3>Contribuciones Adicionales a los Objetivos de Desarrollo Sostenible</h3>
<p>El periodo vacacional, en su diseño integral, también impacta positivamente en otros ODS, demostrando un enfoque holístico en la planificación educativa.</p>
<ul>
<li><strong>ODS 3 (Salud y Bienestar):</strong> El receso prolongado es fundamental para la recuperación física y mental tanto de estudiantes como de docentes, previniendo el agotamiento y promoviendo un entorno de aprendizaje saludable al reanudar las clases.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Al establecer un calendario único y oficial para toda la educación básica, la SEP garantiza que todos los estudiantes, sin importar su contexto, tengan acceso a los mismos periodos de descanso y que el personal docente reciba oportunidades de desarrollo profesional estandarizadas, contribuyendo a la equidad en el sistema educativo.</li>
<li><strong>ODS 16 (Paz, Justicia e Instituciones Sólidas):</strong> La planificación y comunicación transparente del calendario escolar por parte de la SEP refuerza su papel como una institución sólida y eficaz, que proporciona certeza y organización a millones de familias y profesionales de la educación en México.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <b>ODS 4: Educación de Calidad</b>
<ul>
<li>El artículo se centra exclusivamente en el sistema educativo de México, específicamente en el calendario escolar para la “educación básica” dictado por la Secretaría de Educación Pública (SEP). Discute la organización del ciclo escolar, los periodos vacacionales para los alumnos y los periodos de formación para el personal docente. Todos estos elementos son componentes fundamentales para la gestión y la prestación de una educación de calidad.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <b>Meta 4.1:</b> “Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”.
<ul>
<li>El artículo hace referencia directa al “calendario oficial de la Secretaría de Educación Pública (SEP)” para “todos los alumnos de educación básica en México”. La existencia y cumplimiento de un calendario escolar estructurado es una condición fundamental para garantizar la finalización de los ciclos educativos y la prestación continua de la enseñanza, lo cual es esencial para alcanzar esta meta.</li>
</ul>
</li>
<li>
        <b>Meta 4.c:</b> “Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo”.
<ul>
<li>El texto menciona explícitamente que durante el periodo vacacional se realizarán “talleres intensivos para el personal docente y directivo”. Además, señala que el objetivo de este parón es “fortalecer la formación académica de los profesores”. Esta acción de capacitación continua (formación en servicio) contribuye directamente a mejorar la calidad y calificación del personal docente, alineándose con el objetivo de esta meta.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <b>Indicador 4.c.1:</b> “Proporción de docentes de: a) educación preescolar; b) primaria; c) primer ciclo de secundaria; y d) segundo ciclo de secundaria que han recibido al menos la formación pedagógica mínima organizada (por ejemplo, formación pedagógica), previa al empleo o en el empleo, requerida para la docencia en el nivel correspondiente en un país determinado”.
<ul>
<li>Aunque el artículo no proporciona datos numéricos o porcentajes, describe una actividad que se mide con este indicador. La mención de “talleres intensivos para el personal docente” y el objetivo de “fortalecer la formación académica” es una descripción directa de la formación en el empleo. La existencia de estos programas, estipulados en el calendario oficial de la SEP, es una evidencia de las acciones que un país toma para cumplir con este indicador.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><b>ODS, metas e indicadores</b></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.1:</b> Asegurar que todas las niñas y niños terminen la enseñanza primaria y secundaria.</td>
<td>Implícito a través de la existencia de un “calendario oficial de la Secretaría de Educación Pública (SEP)” que estructura el ciclo escolar para la educación básica.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.c:</b> Aumentar considerablemente la oferta de docentes calificados.</td>
<td><b>4.c.1:</b> Proporción de docentes que han recibido formación. Implícito en la mención de “talleres intensivos para el personal docente y directivo” con el fin de “fortalecer la formación académica de los profesores”.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.foxsports.com.mx/2025/12/01/cuantos-dias-de-vacaciones-de-invierno-2025-tendran-los-alumnos-de-educacion-basica-esto-dice-la-sep/">foxsports.com.mx</a></strong></p>
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<title>Emiliano Zecca: “Apuesto a mirar la realidad con ojos de literatura” – La Conexión USA</title>
<link>https://sdgtalks.ai/Es/emiliano-zecca-apuesto-a-mirar-la-realidad-con-ojos-de-literatura-la-conexion-usa</link>
<guid>https://sdgtalks.ai/Es/emiliano-zecca-apuesto-a-mirar-la-realidad-con-ojos-de-literatura-la-conexion-usa</guid>
<description><![CDATA[ Emiliano Zecca: “Apuesto a mirar la realidad con ojos de literatura”  La Conexión USA ]]></description>
<enclosure url="https://laconexionusa.com/wp-content/uploads/2025/05/970x90_Velasquez_Accidentes.gif" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 23:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Emiliano, Zecca:, “Apuesto, mirar, realidad, con, ojos, literatura”, –, Conexión, USA</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Caso Uruguay vs. Philip Morris y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p>El libro “El humo, la patria o la tumba” del cronista uruguayo Emiliano Zecca documenta el histórico litigio entre la República Oriental del Uruguay y la tabacalera Philip Morris. Este informe analiza los hechos presentados en la crónica, destacando su profunda conexión con varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h2>ODS 3: Salud y Bienestar</h2>
<p>El núcleo del conflicto reside en la defensa de la salud pública, un pilar fundamental del ODS 3. Las políticas antitabaco implementadas por el gobierno del presidente Tabaré Vázquez fueron una acción soberana directa para proteger a su población de los efectos nocivos del tabaco y garantizar vidas saludables.</p>
<h3>Acciones Clave en Favor de la Salud Pública:</h3>
<ul>
<li>Implementación de políticas de control de tabaco en línea con las directrices de la Organización Mundial de la Salud.</li>
<li>Defensa legal de estas políticas ante la demanda de una corporación transnacional.</li>
<li>Creación de un precedente internacional sobre el derecho de los Estados a legislar en materia de salud pública por encima de los intereses comerciales.</li>
</ul>
<p>El caso de las azafatas, expuestas al humo de segunda mano y que sufrieron graves consecuencias para su salud, sirvió como un catalizador crucial para demostrar el daño directo del tabaco, reforzando la urgencia de cumplir con las metas del ODS 3.</p>
<h2>ODS 10 y ODS 5: Reducción de las Desigualdades e Igualdad de Género</h2>
<p>El litigio es un claro ejemplo de la lucha por la reducción de las desigualdades (ODS 10), enfrentando a una nación de recursos limitados contra un gigante corporativo con un poder económico y legal inmenso.</p>
<h3>Dimensiones de la Desigualdad Abordadas:</h3>
<ol>
<li><b>Desigualdad de Poder:</b> La victoria de Uruguay demuestra que las instituciones legales internacionales pueden servir como un mecanismo para equilibrar la balanza entre Estados soberanos y corporaciones multinacionales.</li>
<li><b>Desigualdad de Género (ODS 5):</b> La crónica expone cómo las estrategias de marketing de las tabacaleras históricamente se dirigieron a las mujeres, asociando el fumar con una falsa idea de emancipación. El papel protagónico del Sindicato de azafatas, compuesto mayoritariamente por mujeres, en la lucha legal inicial contra la industria, subraya un esfuerzo por la justicia y la protección de la salud de las mujeres frente a la explotación corporativa.</li>
</ol>
<h2>ODS 16: Paz, Justicia e Instituciones Sólidas</h2>
<p>El desarrollo del juicio, que se extendió por más de seis años, pone de manifiesto la importancia de contar con instituciones sólidas y acceso a la justicia para todos (ODS 16). Uruguay utilizó los mecanismos de arbitraje internacional para defender su legislación y el bienestar de sus ciudadanos.</p>
<h3>Pilares Institucionales y de Justicia:</h3>
<ul>
<li><b>Estado de Derecho:</b> El país confió en el sistema legal internacional para resolver la disputa, reafirmando el valor del derecho sobre la fuerza económica.</li>
<li><b>Instituciones Responsables:</b> La defensa coordinada por parte del gobierno uruguayo y su equipo legal demostró la capacidad de sus instituciones para responder eficazmente a amenazas contra el interés público.</li>
<li><b>Acceso a la Justicia:</b> El resultado favorable sienta un precedente que puede alentar a otros países a defender sus políticas de salud sin temor a represalias legales de grandes corporaciones.</li>
</ul>
<h2>ODS 17: Alianzas para Lograr los Objetivos</h2>
<p>La narrativa de Zecca, enriquecida a través de alianzas como el taller de la Fundación Gabo, se convierte en una herramienta para la sensibilización global. La difusión de esta historia fortalece la cooperación internacional (ODS 17) al compartir una experiencia exitosa de política pública y defensa legal que puede ser replicada.</p>
<p>En conclusión, la crónica “El humo, la patria o la tumba” no solo relata una victoria legal, sino que ilustra un caso de estudio integral sobre cómo la determinación política, la justicia y la narrativa pueden converger para avanzar significativamente en la consecución de los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El artículo aborda principalmente tres Objetivos de Desarrollo Sostenible (ODS) a través de su narrativa sobre la lucha de Uruguay contra la tabacalera Philip Morris y las consecuencias del tabaquismo.</p>
<ul>
<li>
        <strong>ODS 3: Salud y Bienestar:</strong> Este es el objetivo más directamente relacionado. El artículo se centra en las políticas antitabaco implementadas por Uruguay para proteger la salud pública. Detalla los efectos nocivos del tabaco, mencionando las “enfermedades pulmonares” que causaron la muerte de azafatas expuestas al humo de segunda mano, y la lucha legal para defender estas políticas sanitarias. El tema central es la prevención de enfermedades no transmisibles y la promoción de la salud.
    </li>
<li>
        <strong>ODS 5: Igualdad de Género:</strong> El artículo conecta con este ODS al destacar el papel crucial de las mujeres en la lucha contra las tabacaleras. Menciona cómo la industria se dirigió a las mujeres con campañas de “emancipación” y, de manera más significativa, cómo el “Sindicato de azafatas” lideró una demanda exitosa que no solo les otorgó una compensación de 300 millones de dólares, sino que también fue clave para “demostrar el daño del cigarro” y crear un fondo de investigación. Esto resalta el activismo y la agencia de las mujeres en la consecución de la justicia y la salud pública.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> Este objetivo es relevante por la descripción del “juicio de fama mundial” entre Uruguay y Philip Morris. El artículo lo presenta como una lucha de “David contra Goliat”, donde las instituciones de un país soberano defendieron con éxito sus políticas de salud pública en una “corte internacional” frente a una poderosa corporación transnacional. Esto ejemplifica el fortalecimiento del estado de derecho a nivel internacional y la capacidad de las instituciones para garantizar la justicia y proteger el bienestar de sus ciudadanos.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en el contenido del artículo, se pueden identificar varias metas específicas de los ODS mencionados anteriormente:</p>
<ul>
<li>
        <strong>Meta 3.a: Fortalecer la aplicación del Convenio Marco de la OMS para el Control del Tabaco en todos los países, según proceda.</strong> Las “políticas antitabaco del presidente Tabaré Vázquez” descritas en el artículo son un ejemplo directo de la implementación de las medidas recomendadas por este convenio. La demanda de Philip Morris fue una reacción a estas políticas, y la victoria de Uruguay en el juicio reafirmó el derecho del país a aplicarlas, fortaleciendo así este marco global.
    </li>
<li>
        <strong>Meta 3.4: Para 2030, reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante la prevención y el tratamiento y promover la salud mental y el bienestar.</strong> El artículo subraya el objetivo de estas políticas al mencionar cómo las azafatas “murieron por enfermedades pulmonares”. Las medidas antitabaco son una de las estrategias más efectivas para prevenir enfermedades no transmisibles (como el cáncer de pulmón y otras enfermedades respiratorias) y, por lo tanto, reducir la mortalidad prematura asociada a ellas.
    </li>
<li>
        <strong>Meta 16.3: Promover el estado de derecho en los planos nacional e internacional y garantizar la igualdad de acceso a la justicia para todos.</strong> El artículo detalla un proceso legal de “más de seis años” en una corte internacional. El hecho de que Uruguay, un país relativamente pequeño, pudiera enfrentarse y ganar a una corporación multinacional como Philip Morris demuestra la promoción del estado de derecho a nivel internacional y el acceso a la justicia para defender políticas soberanas de interés público.
    </li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona explícitamente los códigos de los indicadores de los ODS, pero sí contiene información que se alinea directamente con la forma en que se miden ciertas metas.</p>
<ul>
<li>
        <strong>Indicador 3.a.1: Prevalencia del consumo de tabaco entre las personas de 15 años o más.</strong> Aunque el artículo no proporciona cifras, el tema central son las “políticas antitabaco”. El éxito de estas políticas se mide, en última instancia, por la reducción de la prevalencia del consumo de tabaco en la población. La defensa exitosa de estas políticas por parte de Uruguay implica un compromiso para impactar positivamente en este indicador.
    </li>
<li>
        <strong>Indicador 3.4.1: Tasa de mortalidad atribuida a las enfermedades cardiovasculares, el cáncer, la diabetes o las enfermedades respiratorias crónicas.</strong> El artículo hace una referencia directa a este indicador al mencionar que las azafatas “murieron por enfermedades pulmonares”. La lucha legal y las políticas antitabaco tienen como objetivo final reducir la incidencia de estas enfermedades y, en consecuencia, la tasa de mortalidad asociada, que es lo que mide este indicador.
    </li>
<li>
        <strong>Resultados cualitativos como indicadores de progreso:</strong> El artículo proporciona evidencia cualitativa del progreso. La victoria de Uruguay en el juicio internacional es un indicador del fortalecimiento de las instituciones (ODS 16). El acuerdo de 300 millones de dólares ganado por el sindicato de azafatas y la creación de un “fondo de investigaciones sobre el daño del tabaco” son resultados concretos que sirven como indicadores del acceso a la justicia y del empoderamiento de las mujeres (ODS 5 y 16).
    </li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Relevante</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td><strong>Meta 3.a:</strong> Fortalecer la aplicación del Convenio Marco de la OMS para el Control del Tabaco.</td>
<td><strong>Indicador 3.a.1 (Implícito):</strong> Prevalencia del consumo de tabaco. Las políticas antitabaco de Uruguay buscan reducir esta prevalencia.</td>
</tr>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td><strong>Meta 3.4:</strong> Reducir la mortalidad prematura por enfermedades no transmisibles.</td>
<td><strong>Indicador 3.4.1 (Implícito):</strong> Tasa de mortalidad por enfermedades respiratorias crónicas, entre otras. El artículo menciona las muertes por “enfermedades pulmonares”.</td>
</tr>
<tr>
<td><strong>ODS 5: Igualdad de Género</strong></td>
<td><strong>Meta 5.5:</strong> Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo.</td>
<td><strong>Evidencia Cualitativa:</strong> El rol protagónico del “Sindicato de azafatas” en ganar un juicio y crear un fondo de investigación.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td><strong>Meta 16.3:</strong> Promover el estado de derecho en los planos nacional e internacional y garantizar la igualdad de acceso a la justicia.</td>
<td><strong>Evidencia Cualitativa:</strong> La victoria de Uruguay en un “juicio de fama mundial” de más de seis años en una corte internacional contra una corporación transnacional.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://laconexionusa.com/emiliano-zecca-apuesto-a-mirar-la-realidad-con-ojos-de-literatura/">laconexionusa.com</a></strong></p>
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<title>Secretaría Distrital de Educación (SED) – Secretaría de Educación del Distrito</title>
<link>https://sdgtalks.ai/Es/secretaria-distrital-de-educacion-sed-secretaria-de-educacion-del-distrito</link>
<guid>https://sdgtalks.ai/Es/secretaria-distrital-de-educacion-sed-secretaria-de-educacion-del-distrito</guid>
<description><![CDATA[ Secretaría Distrital de Educación (SED)  Secretaría de Educación del Distrito ]]></description>
<enclosure url="https://www.educacionbogota.edu.co/portal_institucional/sites/default/files/inline-images/2022/ima-cuerpo_1-NOTA-25-11-2025_.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 17:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Secretaría, Distrital, Educación, SED, –, Secretaría, Educación, del, Distrito</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Iniciativas de Educación Inclusiva para Población Migrante en Bogotá: Un Enfoque en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Contexto y Alineación Estratégica con los ODS</h3>
<p>La ciudad de Bogotá alberga a más de 66,600 estudiantes migrantes en sus 412 instituciones educativas distritales. Esta realidad demográfica presenta una oportunidad para avanzar en la consecución de los Objetivos de Desarrollo Sostenible (ODS). La Secretaría de Educación del Distrito ha implementado una estrategia robusta para garantizar el derecho a la educación, independientemente del estatus migratorio, en una clara alineación con los siguientes objetivos:</p>
<ul>
<li><b>ODS 4: Educación de Calidad.</b> Se busca asegurar una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje permanente para todos, con especial atención a los niños, niñas y jóvenes en situación de movilidad humana.</li>
<li><b>ODS 10: Reducción de las Desigualdades.</b> Las políticas se centran en reducir la desigualdad en y entre los países, garantizando la inclusión social, económica y política de todas las personas, sin importar su origen.</li>
<li><b>ODS 16: Paz, Justicia e Instituciones Sólidas.</b> Se fomenta la creación de sociedades pacíficas e inclusivas mediante la promoción de entornos educativos libres de xenofobia y discriminación.</li>
</ul>
<p>Durante el año escolar, la Dirección de Inclusión e Integración de Poblaciones brindó acompañamiento técnico y pedagógico a 35 instituciones educativas clave, fortaleciendo la participación, permanencia y progreso académico de la población estudiantil migrante.</p>
<h3>2. El Encuentro “Escuelas en movimiento” como Plataforma para el Avance de los ODS</h3>
<p>Para consolidar y visibilizar los avances, se llevó a cabo el encuentro “Escuelas en movimiento: experiencias educativas en contextos migratorios”. Este evento sirvió como un espacio estratégico para socializar iniciativas y buenas prácticas que contribuyen directamente a la Agenda 2030.</p>
<p>Edgar Esguerra, docente del colegio Tesoro de la Cumbre, destacó la importancia del encuentro para “construir una red de trabajo y colaboración”, un principio fundamental del <b>ODS 17: Alianzas para lograr los objetivos</b>. La colaboración entre docentes, familias y estudiantes es esencial para desarrollar estrategias pedagógicas efectivas que fortalezcan la inclusión.</p>
<p>El testimonio de Carolina Carvajal, madre migrante, subraya el impacto positivo de estas políticas en la comunidad. Su experiencia de un proceso de matrícula “fácil y lindo” demuestra cómo la simplificación de barreras administrativas reduce el estrés y fomenta la cohesión social, un pilar del <b>ODS 11: Ciudades y Comunidades Sostenibles</b>, que busca crear urbes inclusivas y seguras.</p>
<h3>3. Proyectos Escolares Destacados y su Contribución a la Agenda 2030</h3>
<p>En el evento se presentaron ocho experiencias institucionales que reflejan un compromiso tangible con los ODS a través de la innovación pedagógica. Estas iniciativas fueron potenciadas mediante el acompañamiento técnico y pedagógico del Distrito:</p>
<ol>
<li><b>Colegio Simón Rodríguez:</b> Producción de un podcast sobre racismo, xenofobia e interseccionalidad. Esta iniciativa aborda directamente las metas del <b>ODS 10</b> y <b>ODS 16</b> al promover la tolerancia y el respeto por la diversidad.</li>
<li><b>Colegio San Martín de Porres:</b> Creación de un recetario de lenguaje inclusivo, contribuyendo a la meta 4.7 del <b>ODS 4</b> sobre la promoción de una cultura de paz y ciudadanía mundial.</li>
<li><b>Colegio Policarpa Salavarrieta:</b> Socialización de prácticas docentes sobre el abordaje de la otredad y la alteridad, fomentando la empatía y el entendimiento mutuo, en línea con el <b>ODS 16</b>.</li>
<li><b>Colegio Francisco Berbeo:</b> Muestra museal sobre dinámicas migrantes, que educa a la comunidad sobre la movilidad humana y su riqueza cultural, aportando al <b>ODS 4</b> y <b>ODS 11</b>.</li>
<li><b>Colegio Francisco Primero S.S:</b> Propuesta del Congreso de Educación Inclusiva, una plataforma para escalar soluciones y fortalecer el <b>ODS 4</b> a nivel institucional.</li>
<li><b>Colegio José Francisco Socarrás:</b> Proyecto de “cartografía en movimiento”, que permite a los estudiantes explorar y representar sus trayectorias migratorias, validando sus identidades y experiencias (<b>ODS 10</b>).</li>
<li><b>Colegio Simón Bolívar IED:</b> Desarrollo de un glosario sobre patrimonio cultural, que valora y preserva la diversidad cultural como un activo para el desarrollo sostenible (<b>ODS 4</b>, meta 4.7).</li>
<li><b>Colegio Externado Nacional Camilo Torres:</b> Podcast con historias de vida de migrantes, una herramienta poderosa para combatir estereotipos y construir puentes de entendimiento (<b>ODS 10</b> y <b>ODS 16</b>).</li>
</ol>
<h3>4. Conclusión y Perspectivas Futuras</h3>
<p>El evento “Escuelas en movimiento” demostró ser un catalizador para el intercambio de prácticas efectivas que enriquecen el currículo escolar y contribuyen al desarrollo integral de los estudiantes migrantes. Las acciones de la Secretaría de Educación del Distrito reafirman el compromiso de Bogotá con la construcción de una escuela inclusiva que no solo responde a las necesidades de su población, sino que también lidera activamente la implementación de los Objetivos de Desarrollo Sostenible, garantizando que nadie se quede atrás.</p>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra directamente en garantizar una educación inclusiva, equitativa y de calidad para los estudiantes migrantes en Bogotá. El objetivo principal de las iniciativas descritas es asegurar el “derecho a la educación sin importar el lugar de origen ni el estatus migratorio”, lo cual es el núcleo del ODS 4. Se busca favorecer la “participación, permanencia y progreso” de estos estudiantes en el sistema educativo.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El artículo aborda la reducción de las desigualdades al enfocarse en la inclusión de una población vulnerable como son los migrantes. Las acciones de la Secretaría de Educación y de los colegios buscan eliminar las barreras que enfrentan estos estudiantes para acceder a la educación y para integrarse socialmente. Proyectos que tratan temas como la xenofobia y el racismo, mencionados en el artículo, son esfuerzos directos para reducir la desigualdad y promover la inclusión social, tal como lo estipula el ODS 10.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>Este objetivo se conecta a través del rol de las instituciones públicas, como la Secretaría de Educación del Distrito, que trabajan para construir una sociedad más inclusiva y pacífica. Al garantizar el acceso a la educación y promover la cohesión social, estas instituciones fortalecen el tejido social. Las escuelas, al convertirse en “espacios que favorecen de manera intencionada la educación inclusiva”, actúan como instituciones locales que promueven la paz y la inclusión desde la base.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><b>Meta 4.1:</b> “De aquí a 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad”. El artículo refleja esta meta al destacar el esfuerzo de Bogotá por garantizar el acceso a la educación para más de 66,600 estudiantes migrantes en sus colegios oficiales.</li>
<li><b>Meta 4.5:</b> “De aquí a 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidos […] los niños en situaciones de vulnerabilidad”. Los estudiantes migrantes son considerados una población en situación de vulnerabilidad, y todo el artículo se centra en las estrategias para asegurar su acceso igualitario y su inclusión.</li>
<li><b>Meta 4.7:</b> “De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, […] la ciudadanía mundial y la valoración de la diversidad cultural”. Los proyectos específicos de los colegios, como el podcast sobre racismo y xenofobia, el recetario de lenguaje inclusivo o la muestra museal sobre dinámicas migrantes, son ejemplos prácticos de cómo se está trabajando para alcanzar esta meta.</li>
</ul>
<h3>Metas del ODS 10 (Reducción de las Desigualdades)</h3>
<ul>
<li><b>Meta 10.2:</b> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. Las iniciativas descritas buscan explícitamente la “inclusión de estudiantes migrantes y sus familias” y la “cohesión social”, lo que se alinea directamente con esta meta.</li>
<li><b>Meta 10.3:</b> “Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias”. La política de la Secretaría de Educación de garantizar el derecho a la educación “sin importar el lugar de origen ni el estatus migratorio” es una acción concreta para asegurar la igualdad de oportunidades para la población migrante.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Aunque el artículo no menciona los indicadores oficiales de los ODS, proporciona datos y descripciones que pueden funcionar como indicadores de progreso:</p>
<ul>
<li><b>Indicador Cuantitativo Explícito:</b> El dato de “más de 66.600 estudiantes migrantes distribuidos en las 412 instituciones educativas del distrito” es un indicador directo de la tasa de participación de una población vulnerable (migrantes) en la educación primaria y secundaria. Este dato permite medir el alcance del acceso a la educación (relacionado con la Meta 4.1 y 4.5).</li>
<li><b>Indicadores Cuantitativos Implícitos:</b>
<ul>
<li>El “acompañamiento técnico y pedagógico a 35 instituciones educativas” es un indicador del número de instituciones que están implementando activamente políticas de educación inclusiva.</li>
<li>La presentación de “ocho instituciones educativas del Distrito con experiencias” en el evento “Escuelas en movimiento” sirve como un indicador del número de programas exitosos que promueven la inclusión y la diversidad cultural.</li>
</ul>
</li>
<li><b>Indicadores Cualitativos Implícitos:</b> La descripción de los proyectos específicos (podcast sobre racismo, recetario de lenguaje inclusivo, muestra museal, etc.) sirve como evidencia cualitativa del grado en que se están implementando currículos que promueven la ciudadanía mundial y la valoración de la diversidad cultural (Meta 4.7).</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>ODS</th>
<th>Metas Correspondientes</th>
<th>Indicadores Identificados en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li>4.1: Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria.</li>
<li>4.5: Asegurar el acceso igualitario a la educación para grupos vulnerables.</li>
<li>4.7: Asegurar que los alumnos adquieran conocimientos para promover la diversidad cultural y la ciudadanía mundial.</li>
</ul>
</td>
<td>
<ul>
<li>Número de estudiantes migrantes matriculados: “más de 66.600”.</li>
<li>Número de instituciones educativas con acompañamiento en inclusión: “35 instituciones”.</li>
<li>Existencia de proyectos específicos que promueven la diversidad y la inclusión (podcasts, museos, congresos).</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>
<ul>
<li>10.2: Promover la inclusión social de todas las personas.</li>
<li>10.3: Garantizar la igualdad de oportunidades.</li>
</ul>
</td>
<td>
<ul>
<li>Política de acceso a la educación “sin importar el lugar de origen ni el estatus migratorio”.</li>
<li>Iniciativas que buscan la “cohesión social” y que los migrantes se sientan “parte de la comunidad”.</li>
<li>Proyectos escolares que abordan directamente la xenofobia y el racismo.</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td>
<ul>
<li>16.7: Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas.</li>
</ul>
</td>
<td>
<ul>
<li>Acciones de una institución pública (Secretaría de Educación) para crear “espacios que favorecen de manera intencionada la educación inclusiva”.</li>
<li>Creación de una “red de trabajo y colaboración” entre escuelas para fortalecer las prácticas inclusivas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.educacionbogota.edu.co/nota/bogota-referente-en-educacion-inclusiva-para-poblacion-migrante">educacionbogota.edu.co</a></strong></p>
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<title>El entrenador de fútbol americano de la escuela secundaria de Virginia desapareció en un bosque con una pistola después de acusaciones de sexo infantil – Revista La Velez</title>
<link>https://sdgtalks.ai/Es/el-entrenador-de-futbol-americano-de-la-escuela-secundaria-de-virginia-desaparecio-en-un-bosque-con-una-pistola-despues-de-acusaciones-de-sexo-infantil-revista-la-velez</link>
<guid>https://sdgtalks.ai/Es/el-entrenador-de-futbol-americano-de-la-escuela-secundaria-de-virginia-desaparecio-en-un-bosque-con-una-pistola-despues-de-acusaciones-de-sexo-infantil-revista-la-velez</guid>
<description><![CDATA[ El entrenador de fútbol americano de la escuela secundaria de Virginia desapareció en un bosque con una pistola después de acusaciones de sexo infantil  Revista La Velez ]]></description>
<enclosure url="https://www.lavelez.com.ar/wp-content/uploads/2025/11/Douglas-Sacha_Getty-Images-1-640x335.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 17:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>entrenador, fútbol, americano, escuela, secundaria, Virginia, desapareció, bosque, con, una, pistola, después, acusaciones, sexo, infantil, –, Revista, Velez</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe del Caso Travis Turner: Implicaciones para los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Resumen Ejecutivo del Incidente</h3>
<p>El presente informe detalla la desaparición de Travis Turner, entrenador de fútbol americano de 46 años, en el contexto de una investigación por delitos graves. El caso subraya desafíos críticos directamente relacionados con la Agenda 2030 para el Desarrollo Sostenible, particularmente en lo que respecta a la protección de menores, la justicia y la seguridad en entornos educativos.</p>
<h3>2. Contexto de la Investigación y Desaparición</h3>
<p>Los eventos se desarrollaron de la siguiente manera, presentando una grave afrenta a los principios de una sociedad justa y segura:</p>
<ul>
<li><strong>Sujeto:</strong> Travis Turner, entrenador en jefe de Union High School en Big Stone Gap, Virginia.</li>
<li><strong>Fecha de Desaparición:</strong> 20 de noviembre, tras abandonar su residencia con un arma de fuego y adentrarse en una zona boscosa.</li>
<li><strong>Cargos Investigados:</strong> El Sr. Turner es objeto de una investigación por diez cargos graves:
<ol>
<li>Cinco cargos por posesión de pornografía infantil.</li>
<li>Cinco cargos por uso de un sistema informático para la solicitación de un menor.</li>
</ol>
</li>
<li><strong>Respuesta Institucional:</strong> Las Escuelas Públicas del Condado de Wise procedieron a suspender administrativamente al entrenador y a eliminar su perfil del sitio web de la institución.</li>
</ul>
<h3>3. Análisis desde la Perspectiva de los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este caso es un claro ejemplo de la interconexión entre la seguridad ciudadana y los objetivos globales de desarrollo. El análisis se centra en los siguientes ODS:</p>
<h4>ODS 16: Paz, Justicia e Instituciones Sólidas</h4>
<p>La naturaleza de los cargos investigados atenta directamente contra las metas de este objetivo:</p>
<ul>
<li><strong>Meta 16.2:</strong> Poner fin al maltrato, la explotación, la trata y todas las formas de violencia y tortura contra los niños. Los delitos de pornografía infantil y solicitación de menores representan una de las formas más extremas de explotación y violencia infantil que la comunidad internacional se ha comprometido a erradicar.</li>
<li><strong>Meta 16.3:</strong> Promover el estado de derecho y garantizar la igualdad de acceso a la justicia para todos. La investigación policial y el proceso judicial subsiguiente son fundamentales para asegurar que se haga justicia y se protejan los derechos de las víctimas, reforzando la confianza en las instituciones.</li>
</ul>
<h4>ODS 4: Educación de Calidad</h4>
<p>El rol del acusado como figura de autoridad en un entorno educativo introduce una dimensión crítica relacionada con la seguridad en las escuelas.</p>
<ul>
<li><strong>Meta 4.A:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos. La presencia de un individuo acusado de tales crímenes en una posición de confianza socava la seguridad y el bienestar de los estudiantes, comprometiendo la integridad del entorno educativo. La rápida acción de la administración escolar es un paso necesario para salvaguardar este principio.</li>
</ul>
<h4>ODS 3: Salud y Bienestar</h4>
<p>Las consecuencias de estos delitos tienen un impacto profundo y duradero en la salud de las víctimas y la comunidad.</p>
<ul>
<li><strong>Meta 3.4:</strong> Promover la salud mental y el bienestar. La explotación infantil causa traumas severos y duraderos en las víctimas, afectando su salud mental y bienestar a lo largo de toda su vida. La prevención de estos delitos es, por tanto, una medida de salud pública esencial.</li>
</ul>
<h3>4. Conclusiones y Consideraciones Finales</h3>
<p>El caso de Travis Turner trasciende el ámbito local para convertirse en un estudio sobre los fallos sistémicos que la Agenda 2030 busca corregir. La protección de la infancia frente a la explotación (ODS 16), la garantía de entornos educativos seguros (ODS 4) y la promoción del bienestar mental (ODS 3) son pilares interdependientes para la construcción de una sociedad sostenible. La respuesta de las instituciones judiciales y educativas será determinante para reafirmar el compromiso con estos objetivos fundamentales.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El artículo se centra en un caso criminal que involucra “pornografía infantil y solicitud de un menor”, que son delitos graves que socavan la paz y la seguridad de la comunidad. La investigación policial y el proceso judicial descrito (“se le acusa de cinco cargos…”) son componentes fundamentales de las instituciones de justicia que este ODS busca fortalecer. El objetivo general de reducir la violencia y proteger a los niños está directamente relacionado con los temas del artículo.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 16.2: Poner fin al maltrato, la explotación, la trata y todas las formas de violencia y tortura contra los niños.</h3>
<ul>
<li>Esta meta es la más relevante para el artículo. Las acusaciones contra el entrenador Travis Turner, específicamente “cinco cargos de posesión de pornografía infantil y cinco cargos de uso de una computadora para atraer a un menor”, son ejemplos directos de la explotación y la violencia contra los niños que esta meta busca erradicar. El artículo destaca un caso específico que cae dentro del ámbito de esta meta.</li>
</ul>
</li>
<li>
<h3>Meta 16.1: Reducir significativamente todas las formas de violencia y las correspondientes tasas de mortalidad en todo el mundo.</h3>
<ul>
<li>La desaparición del sospechoso en el bosque “con un arma de fuego” introduce un elemento de riesgo de violencia, ya sea autoinfligida o hacia otros. Este aspecto del artículo se conecta con el objetivo más amplio de reducir la violencia y las muertes relacionadas.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador 16.2.2 (Implícito): Número de víctimas de la trata de personas por cada 100.000 habitantes, desglosado por sexo, edad y forma de explotación.</h3>
<ul>
<li>El artículo no proporciona datos estadísticos, pero describe un incidente que sería registrado y contabilizado bajo este tipo de indicador. Los delitos de “pornografía infantil” y “solicitud de un menor” son formas de explotación infantil. La investigación policial y la formulación de cargos (“se le acusa de cinco cargos…”) son los procesos a través de los cuales se recopilan los datos para medir la prevalencia de estos crímenes y, por lo tanto, medir el progreso hacia la Meta 16.2. El caso en sí mismo es un punto de datos que contribuye a este indicador a nivel local y nacional.</li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td>
                <b>Meta 16.2:</b> Poner fin al maltrato, la explotación, la trata y todas las formas de violencia y tortura contra los niños.
            </td>
<td>
                <b>Indicador 16.2.2 (Implícito):</b> El artículo detalla un caso de presunta explotación infantil (“pornografía infantil y solicitud de un menor”) que representa el tipo de incidente que este indicador mide para rastrear las formas de explotación contra los niños.
            </td>
</tr>
<tr>
<td></td>
<td>
                <b>Meta 16.1:</b> Reducir significativamente todas las formas de violencia y las correspondientes tasas de mortalidad en todo el mundo.
            </td>
<td>
                <b>Implícito:</b> La mención de que el sospechoso desapareció “con un arma de fuego” alude a un riesgo de violencia y mortalidad, que son los fenómenos que los indicadores de esta meta buscan cuantificar.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.lavelez.com.ar/mundo/el-entrenador-de-futbol-americano-de-la-escuela-secundaria-de-virginia-desaparecio-en-un-bosque-con-una-pistola-despues-de-acusaciones-de-sexo-infantil/284147/">lavelez.com.ar</a></strong></p>
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<title>Atiende Gobierno del Estado 900 planteles educativos con inversión en infraestructura y equipamiento – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/atiende-gobierno-del-estado-900-planteles-educativos-con-inversion-en-infraestructura-y-equipamiento-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/atiende-gobierno-del-estado-900-planteles-educativos-con-inversion-en-infraestructura-y-equipamiento-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ Atiende Gobierno del Estado 900 planteles educativos con inversión en infraestructura y equipamiento  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/wp-content/uploads/2025/11/SOP-125-2025.-Atiende-Gobierno-del-Estado-900-planteles-educativos-con-inversion-en-infraestructura-y-equipamiento-2-850x500.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 11:30:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Atiende, Gobierno, del, Estado, 900, planteles, educativos, con, inversión, infraestructura, equipamiento, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Inversión en Infraestructura Educativa y su Alineación con los Objetivos de Desarrollo Sostenible en Tamaulipas</h2>
<h3>Resumen Ejecutivo</h3>
<p>El Gobierno del Estado de Tamaulipas, a través de la Secretaría de Obras Públicas (SOP) y el Instituto Tamaulipeco de Infraestructura Física Educativa (ITIFE), ha implementado un programa estratégico de inversión en infraestructura y equipamiento escolar. Con una asignación total de 1,500 millones de pesos, se han atendido las necesidades de 900 planteles de educación básica. Esta iniciativa se alinea directamente con la Agenda 2030, contribuyendo de manera significativa al avance de múltiples Objetivos de Desarrollo Sostenible (ODS), con un enfoque primordial en la Educación de Calidad (ODS 4).</p>
<h3>Inversión y Alcance del Proyecto</h3>
<p>Durante los últimos tres años de la administración estatal, se ha ejecutado una inversión clave para el fortalecimiento del sector educativo, distribuida de la siguiente manera:</p>
<ul>
<li><strong>Instituto Tamaulipeco de Infraestructura Física Educativa (ITIFE):</strong> 1,200 millones de pesos.</li>
<li><strong>Secretaría de Obras Públicas (SOP):</strong> 275 millones de pesos.</li>
</ul>
<p>El alcance geográfico del programa abarca planteles de nivel preescolar, primaria y secundaria en los siguientes municipios prioritarios:</p>
<ul>
<li>Nuevo Laredo</li>
<li>Reynosa</li>
<li>Matamoros</li>
<li>Victoria</li>
<li>Mante</li>
<li>Tampico</li>
<li>Altamira</li>
<li>Madero</li>
</ul>
<h3>Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Las acciones implementadas refuerzan el compromiso del estado con el desarrollo sostenible, impactando directamente en los siguientes objetivos:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad.</strong> Se garantiza el acceso a entornos de aprendizaje seguros, inclusivos y eficaces mediante la modernización de aulas y espacios comunes, reduciendo la brecha de infraestructura y asegurando que los alumnos cuenten con instalaciones dignas para su formación integral.</li>
<li><strong>ODS 6: Agua Limpia y Saneamiento.</strong> La rehabilitación de sanitarios y la instalación de cisternas aseguran la disponibilidad y gestión sostenible del agua y el saneamiento para toda la comunidad escolar, un pilar fundamental para la salud.</li>
<li><strong>ODS 3: Salud y Bienestar.</strong> La construcción de comedores y la mejora de las condiciones sanitarias promueven un estilo de vida saludable y el bienestar de los estudiantes, previniendo enfermedades y fomentando una nutrición adecuada.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura.</strong> Se desarrolla infraestructura resiliente, sostenible y de calidad en el sector educativo, lo que representa una inversión fundamental para el desarrollo social y económico de las comunidades.</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> Al atender planteles en diversas localidades del estado, el programa contribuye a reducir las desigualdades en el acceso a una educación de calidad, ofreciendo oportunidades equitativas para todos los estudiantes.</li>
</ol>
<h3>Detalle de las Intervenciones y su Impacto en los ODS</h3>
<p>Los trabajos realizados en los 900 planteles educativos se enfocan en la mejora sustancial de las condiciones para el aprendizaje y el bienestar. Las principales intervenciones incluyen:</p>
<ul>
<li><strong>Rehabilitación, mejoramiento y modernización de aulas:</strong> Fomenta un ambiente propicio para el aprendizaje y la enseñanza (ODS 4).</li>
<li><strong>Renovación de sanitarios e instalación de cisternas:</strong> Garantiza el acceso a servicios básicos de higiene (ODS 6, ODS 3).</li>
<li><strong>Instalación de aire acondicionado y subestaciones eléctricas:</strong> Mejora las condiciones de confort y seguridad, asegurando la continuidad del servicio educativo (ODS 4, ODS 7).</li>
<li><strong>Construcción de bardas y cercas perimetrales:</strong> Aumenta la seguridad de los recintos escolares, creando espacios seguros (ODS 11).</li>
<li><strong>Edificación de comedores y techumbres:</strong> Promueve la nutrición y protege a los estudiantes de las inclemencias del tiempo durante actividades al aire libre (ODS 3, ODS 4).</li>
</ul>
<p>Según declaraciones del secretario Pedro Cepeda Anaya, estas acciones son cruciales para abatir el rezago histórico en infraestructura educativa y garantizar que las y los alumnos de Tamaulipas dispongan de espacios dignos que potencien su desarrollo académico y personal, en línea con las metas de desarrollo sostenible.</p>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> Este es el objetivo principal abordado. El artículo se centra exclusivamente en la inversión en infraestructura y equipamiento de 900 planteles educativos de nivel básico. La rehabilitación y modernización de aulas, sanitarios y otros espacios busca garantizar que los alumnos “cuenten con espacios dignos para su formación escolar”, lo cual es un pilar fundamental para una educación de calidad.
    </li>
<li>
        <strong>ODS 9: Industria, Innovación e Infraestructura:</strong> El artículo detalla una inversión significativa de 1,500 millones de pesos en la construcción y mejoramiento de infraestructura pública (escuelas). Las acciones como la construcción de bardas, comedores, subestaciones eléctricas y techumbres contribuyen al desarrollo de infraestructuras de calidad, fiables y sostenibles, como lo promueve este objetivo.
    </li>
<li>
        <strong>ODS 6: Agua Limpia y Saneamiento:</strong> Se menciona explícitamente la “rehabilitación, mejoramiento y modernización de… sanitarios” y la “instalación de cisternas”. Estas acciones están directamente relacionadas con la mejora de las instalaciones de saneamiento e higiene y el acceso a agua en los centros escolares, contribuyendo a las metas de este ODS a nivel comunitario.
    </li>
<li>
        <strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> Al mejorar la infraestructura de los planteles educativos, se fortalece el equipamiento básico de las comunidades en los municipios mencionados (Nuevo Laredo, Reynosa, Matamoros, etc.). Las escuelas son infraestructuras comunitarias clave, y su mejora contribuye a crear asentamientos más inclusivos y seguros.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 4.a:</strong> “Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”. El artículo aborda directamente esta meta al describir los trabajos de rehabilitación, mejoramiento y modernización de aulas, sanitarios y la construcción de bardas y cercas, todo con el fin de proveer “espacios dignos” y seguros para el aprendizaje.
    </li>
<li>
        <strong>Meta 9.1:</strong> “Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad… para apoyar el desarrollo económico y el bienestar humano”. La inversión de 1,500 MDP en 900 escuelas es un claro ejemplo del desarrollo de infraestructura de calidad orientada a mejorar el bienestar humano, en este caso, a través de la educación.
    </li>
<li>
        <strong>Meta 6.b:</strong> “Apoyar y fortalecer la participación de las comunidades locales en la mejora de la gestión del agua y el saneamiento”. Aunque el artículo no habla de participación comunitaria, la acción del gobierno de mejorar los sanitarios e instalar cisternas en las escuelas es una intervención directa que mejora la gestión del saneamiento en el ámbito de la comunidad escolar.
    </li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, el artículo proporciona datos cuantitativos que pueden funcionar como indicadores de progreso, aunque no mencione los códigos oficiales de los indicadores de los ODS.</p>
<ul>
<li>
        <strong>Indicadores implícitos relacionados con el Indicador 4.a.1:</strong> Este indicador mide la “proporción de escuelas que cuentan con acceso a: a) electricidad; … e) agua potable básica; f) instalaciones de saneamiento básico separadas por sexo”. El artículo implica un progreso hacia este indicador al mencionar:
<ul>
<li>La construcción de “subestaciones eléctricas”, que se relaciona con el acceso a la electricidad.</li>
<li>La “instalación de cisternas”, que se relaciona con el acceso a agua.</li>
<li>La rehabilitación de “sanitarios”, que se relaciona con las instalaciones de saneamiento.</li>
</ul>
</li>
<li>
        <strong>Indicadores de Inversión y Cobertura:</strong> El artículo proporciona cifras específicas que miden el esfuerzo y el alcance de las intervenciones:
<ul>
<li><strong>Número de escuelas atendidas (900 planteles):</strong> Este es un indicador de resultado directo que mide la cobertura de la política de mejora de infraestructura.</li>
<li><strong>Inversión financiera (1,500 millones de pesos):</strong> Este es un indicador de insumo que mide los recursos financieros destinados a alcanzar la meta de mejorar la infraestructura educativa.</li>
</ul>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, inclusivos y eficaces.</td>
<td>
<ul>
<li>Número de planteles escolares atendidos: 900.</li>
<li>Inversión total en infraestructura educativa: 1,500 MDP.</li>
<li>Mejora de instalaciones de saneamiento (sanitarios).</li>
<li>Mejora de acceso a electricidad (subestaciones eléctricas).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 9:</strong> Industria, Innovación e Infraestructura</td>
<td><strong>9.1:</strong> Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad para apoyar el bienestar humano.</td>
<td>
<ul>
<li>Inversión en infraestructura pública (educativa): 1,500 MDP.</li>
<li>Número de unidades de infraestructura mejoradas: 900 escuelas.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 6:</strong> Agua Limpia y Saneamiento</td>
<td><strong>6.b:</strong> Apoyar y fortalecer la participación de las comunidades locales en la mejora de la gestión del agua y el saneamiento.</td>
<td>
<ul>
<li>Número de escuelas con sanitarios rehabilitados/modernizados.</li>
<li>Número de escuelas con cisternas instaladas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/2025/11/atiende-gobierno-del-estado-900-planteles-educativos-con-inversion-en-infraestructura-y-equipamiento/">tamaulipas.gob.mx</a></strong></p>
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<title>El premeditado abandono de la educación pública – El Litoral</title>
<link>https://sdgtalks.ai/Es/el-premeditado-abandono-de-la-educacion-publica-el-litoral</link>
<guid>https://sdgtalks.ai/Es/el-premeditado-abandono-de-la-educacion-publica-el-litoral</guid>
<description><![CDATA[ El premeditado abandono de la educación pública  El Litoral ]]></description>
<enclosure url="https://www.ellitoral.com/images/2025/11/25/scMtHIj5b_1300x655__1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 11:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>premeditado, abandono, educación, pública, –, Litoral</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Proyecto de Ley de Libertad Educativa y su Impacto en los ODS</title>
<h2>Análisis del Proyecto de Ley sobre “Libertad Educativa” y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción al Proyecto Normativo</h3>
<p>Se ha presentado un proyecto de ley impulsado por el partido La Libertad Avanza (LLA) que busca establecer la “libertad educativa” para los niveles inicial, primario y secundario. La propuesta define este concepto como “el derecho de toda persona a enseñar y aprender conforme a sus propias convicciones, métodos y proyectos pedagógicos”. Una de las principales implicaciones de esta iniciativa es la habilitación de la modalidad de educación en el hogar, conocida como <em>homeschooling</em>, que puede ser impartida por los padres o por terceros designados por la familia.</p>
<h3>Impacto en el Objetivo de Desarrollo Sostenible 4: Educación de Calidad</h3>
<p>El proyecto de ley presenta serias contradicciones con las metas establecidas en el ODS 4, que busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</p>
<ul>
<li><strong>Meta 4.1 (Educación Primaria y Secundaria Universal):</strong> Al delegar la responsabilidad educativa a la esfera privada sin un control riguroso sobre la calidad de los educadores, se corre el riesgo de generar disparidades en el acceso a una educación de calidad, afectando la universalidad del derecho.</li>
<li><strong>Meta 4.c (Aumento de Docentes Cualificados):</strong> La propuesta minimiza el rol del personal docente cualificado, contraviniendo el objetivo de aumentar la oferta de maestros calificados. El Estado limitaría su función a una evaluación de resultados, sin garantizar la idoneidad pedagógica de quienes enseñan.</li>
<li><strong>Calidad Educativa:</strong> La iniciativa podría anular los efectos de la Ley N.º 26206, que establece la responsabilidad del Estado en garantizar la calidad y el financiamiento del sistema educativo. Esto representa un retroceso en el cumplimiento de los estándares de calidad que promueve el ODS 4.</li>
</ul>
<h3>Implicaciones para la Reducción de Desigualdades (ODS 10)</h3>
<p>La implementación de esta ley podría exacerbar las desigualdades existentes, un desafío directamente abordado por el ODS 10 (Reducción de las desigualdades). Un sistema que depende de las “convicciones y métodos” de cada familia sin una base curricular común y sólida garantizada por el Estado puede profundizar las brechas educativas entre diferentes estratos socioeconómicos, perpetuando ciclos de desigualdad.</p>
<h3>Debilitamiento Institucional y el ODS 16</h3>
<p>El proyecto plantea un conflicto con el ODS 16 (Paz, Justicia e Instituciones Sólidas), que promueve la creación de instituciones eficaces y responsables. Al renunciar a su rol de garante principal del derecho a la educación, consagrado en el artículo 14 de la Constitución Nacional y en múltiples tratados internacionales con jerarquía constitucional, el Estado estaría debilitando su marco institucional.</p>
<p>Los tratados que sustentan la educación como un derecho humano esencial y que podrían verse comprometidos son:</p>
<ul>
<li>Declaración Universal de Derechos Humanos (Art. 26.1 y 26.2)</li>
<li>Declaración Americana de los Derechos y Deberes del Hombre (Art. XII)</li>
<li>Convención de los Derechos del Niño (Art. 28)</li>
</ul>
<h3>Análisis Presupuestario y Consecuencias para los ODS</h3>
<p>El debilitamiento del compromiso con la educación pública se refleja en las proyecciones presupuestarias, que impactan directamente en la viabilidad de alcanzar cualquier meta educativa.</p>
<ol>
<li><strong>Infraestructura Escolar:</strong> Se ha registrado una reducción del 68% en la inversión en condiciones edilicias y equipamiento para el año 2025.</li>
<li><strong>Presupuesto Educativo 2026:</strong> La asignación proyectada para 2026 representa solo una décima parte de los recursos previamente destinados, lo que imposibilita el mantenimiento y la mejora del sistema.</li>
<li><strong>Financiamiento Universitario:</strong> Se contempla un recorte del 57% en los fondos necesarios para el funcionamiento del sistema universitario, según estimaciones del Consejo Interuniversitario Nacional.</li>
</ol>
<p>Estas reducciones presupuestarias socavan la capacidad del Estado para cumplir con el ODS 4 y el ODS 10, al desfinanciar la infraestructura básica que permite una educación de calidad y equitativa para todos los ciudadanos.</p>
<h2>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra directamente en la educación, criticando un proyecto de ley que, según el autor, amenaza la calidad y el financiamiento del sistema educativo en los niveles inicial, primario, secundario y universitario. Se discute la responsabilidad del Estado de “garantizar el derecho de enseñar y aprender”, la importancia de los docentes calificados y la necesidad de una financiación adecuada, todos elementos centrales del ODS 4.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El texto sugiere que las políticas propuestas podrían aumentar las desigualdades. Al debilitar el sistema educativo público a través de recortes presupuestarios (“se redujo un 68%”) y la falta de control de calidad sobre métodos como el <em>homeschooling</em>, se corre el riesgo de que solo las familias con más recursos puedan acceder a una educación de calidad, ampliando la brecha educativa y social entre diferentes grupos socioeconómicos.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El artículo cuestiona la solidez y la responsabilidad de las instituciones estatales. Critica al Estado por “lavarse las manos” y renunciar a su deber constitucional de garantizar la educación. Además, señala que el proyecto de ley busca anular la Ley Nº 26206 y contraviene tratados internacionales de derechos humanos, lo que se relaciona con la promoción de leyes justas y la rendición de cuentas de las instituciones públicas.</li>
</ul>
<h2>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><strong>Meta 4.1:</strong> “Para 2030, velar por que todas las niñas y todos los niños terminen los ciclos de la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad…”. El artículo expresa una profunda preocupación por la “calidad” de la educación bajo el nuevo proyecto de ley, que permitiría el aprendizaje sin importar la calidad de los educadores, afectando directamente el objetivo de una educación de calidad y equitativa.</li>
<li><strong>Meta 4.a:</strong> “Construir y adecuar instalaciones escolares… y que ofrezcan entornos de aprendizaje seguros… y eficaces para todos”. Esta meta está directamente implicada cuando el artículo denuncia las “pobres condiciones edilicias y equipamiento de las escuelas” y menciona que el presupuesto para este fin “se redujo un 68%”.</li>
<li><strong>Meta 4.c:</strong> “Para 2030, aumentar sustancialmente la oferta de maestros calificados…”. El artículo critica que el proyecto de ley está “desmereciendo el valor pedagógico de los docentes y profesores actuales” al permitir la enseñanza por parte de terceros no necesariamente calificados (homeschooling), lo que va en contra del espíritu de esta meta.</li>
</ul>
<h3>Metas del ODS 10 (Reducción de las Desigualdades)</h3>
<ul>
<li><strong>Meta 10.3:</strong> “Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias…”. El autor argumenta que la anulación de la Ley Nº 26206, que exige calidad y financiamiento, y los recortes presupuestarios, son políticas que podrían generar una mayor desigualdad de resultados educativos, afectando la igualdad de oportunidades.</li>
</ul>
<h3>Metas del ODS 16 (Paz, Justicia e Instituciones Sólidas)</h3>
<ul>
<li><strong>Meta 16.b:</strong> “Promover y aplicar leyes y políticas no discriminatorias en favor del desarrollo sostenible”. El artículo señala que el proyecto de ley contraviene el marco jurídico existente, incluyendo la Constitución Nacional (artículo 14) y tratados internacionales como la Convención de los Derechos del Niño (artículo 28), que son la base para políticas que garantizan derechos fundamentales como la educación.</li>
</ul>
<h2>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona códigos de indicadores oficiales de los ODS, pero proporciona datos cuantitativos y cualitativos que funcionan como indicadores de facto para medir el progreso (o retroceso) hacia las metas.</p>
<h3>Indicadores del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><strong>Indicador relacionado con la Meta 4.a:</strong> El artículo proporciona un dato numérico específico que puede ser utilizado como indicador del estado de la infraestructura educativa: la mención de que el presupuesto para “condiciones edilicias y equipamiento de las escuelas… se redujo un 68%”. Este dato mide directamente la inversión en el entorno físico de aprendizaje.</li>
<li><strong>Indicador relacionado con el financiamiento educativo:</strong> El texto menciona un “recorte del 57%” del presupuesto necesario para el funcionamiento del sistema universitario. Este porcentaje es un indicador claro del gasto público en educación superior y, de manera más amplia, se relaciona con el Indicador 1.a.2 de los ODS, que mide la proporción del gasto público destinado a servicios esenciales como la educación.</li>
<li><strong>Indicador implícito relacionado con la Meta 4.c:</strong> La crítica a la ley por “desmerecer el valor pedagógico de los docentes” y permitir el <em>homeschooling</em> sin control sobre la calificación de los educadores, sugiere una amenaza a la proporción de docentes calificados en el sistema (Indicador 4.c.1). Aunque no se da una cifra, se identifica una política que impactaría negativamente este indicador.</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.a:</strong> Construir y adecuar instalaciones escolares que ofrezcan entornos de aprendizaje seguros y eficaces.</td>
<td>El presupuesto para condiciones edilicias y equipamiento “se redujo un 68%”.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.3 (implícita):</strong> Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</td>
<td>“Recorte del 57% de lo imprescindible… para garantizar el funcionamiento del sistema universitario”.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.c:</strong> Aumentar sustancialmente la oferta de maestros calificados.</td>
<td>(Implícito) La política de “desmerecer el valor pedagógico de los docentes y profesores actuales” al permitir el <em>homeschooling</em> sin control de calidad.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>Meta 10.3:</strong> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</td>
<td>(Implícito) La anulación de la Ley Nº 26206 que “le exige calidad y financiamiento educativo” puede aumentar la desigualdad de resultados educativos.</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td><strong>Meta 16.b:</strong> Promover y aplicar leyes y políticas no discriminatorias en favor del desarrollo sostenible.</td>
<td>(Implícito) La propuesta de ley contradice el marco legal vigente, como el “artículo 14 de la Constitución Nacional” y la “Convención de los Derechos del Niño (artículo 28)”.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.ellitoral.com/opinion/nacion-oficialismo-medidas-antipaticas-educacion-presupuesto-derechos_0_UbqJ8BSPp3.html">ellitoral.com</a></strong></p>
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<item>
<title>El Programa Educativo Barrial cierra el año con muestras y actividades en distintos barrios de la ciudad – El Marplatense</title>
<link>https://sdgtalks.ai/Es/el-programa-educativo-barrial-cierra-el-ano-con-muestras-y-actividades-en-distintos-barrios-de-la-ciudad-el-marplatense</link>
<guid>https://sdgtalks.ai/Es/el-programa-educativo-barrial-cierra-el-ano-con-muestras-y-actividades-en-distintos-barrios-de-la-ciudad-el-marplatense</guid>
<description><![CDATA[ El Programa Educativo Barrial cierra el año con muestras y actividades en distintos barrios de la ciudad  El Marplatense ]]></description>
<enclosure url="https://elmarplatensecdn.eleco.com.ar/media/2025/11/muestras.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 11:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Programa, Educativo, Barrial, cierra, año, con, muestras, actividades, distintos, barrios, ciudad, –, Marplatense</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe Anual del Programa Educativo Barrial (PEBa) y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción al Programa y su Impacto Comunitario</h3>
<p>La Secretaría de Educación del Municipio de General Pueyrredon ha iniciado las muestras barriales de cierre de año del Programa Educativo Barrial (PEBa), presentando los resultados de los talleres y proyectos comunitarios desarrollados durante 2025. Este programa es una herramienta clave para el desarrollo social y educativo, operando en más de 80 barrios del distrito de Mar del Plata y Batán.</p>
<p>La misión del PEBa es ampliar el acceso a la educación no formal y fortalecer las trayectorias educativas, culturales y laborales de los ciudadanos, trabajando en colaboración con instituciones educativas, organismos estatales, organizaciones sociales y entidades privadas.</p>
<h3>Ejes Estratégicos y Contribución a los ODS</h3>
<p>El programa se estructura en tres ejes de acción fundamentales, cada uno alineado con los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<ol>
<li><b>Acompañamiento a las trayectorias educativas:</b> Enfocado en garantizar el acceso y la permanencia en el sistema educativo.</li>
<li><b>Actividades artísticas y culturales:</b> Promueve la inclusión social y el desarrollo personal a través del arte.</li>
<li><b>Capacitación en oficios y formación para el trabajo:</b> Ofrece herramientas concretas para la inserción laboral y el emprendimiento.</li>
</ol>
<h2>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El PEBa contribuye de manera significativa a la consecución de varios ODS, demostrando el compromiso del municipio con el desarrollo sostenible e inclusivo.</p>
<ul>
<li><b>ODS 4 (Educación de Calidad):</b> El programa garantiza una educación inclusiva y equitativa al ofrecer talleres de alfabetización y formación continua, promoviendo oportunidades de aprendizaje permanente para todos.</li>
<li><b>ODS 8 (Trabajo Decente y Crecimiento Económico):</b> A través de la capacitación en oficios como costura, marroquinería, cerámica y manipulación de alimentos, se mejora la empleabilidad de los participantes, fomentando el trabajo decente y el crecimiento económico local.</li>
<li><b>ODS 10 (Reducción de las Desigualdades):</b> Al llevar su oferta educativa a más de 80 barrios, el PEBa reduce las brechas de acceso a la formación y la cultura, empoderando a grupos vulnerables y promoviendo la igualdad de oportunidades.</li>
<li><b>ODS 1 (Fin de la Pobreza) y ODS 5 (Igualdad de Género):</b> La formación para el trabajo dota a los participantes de herramientas para la autonomía económica, lo cual es fundamental para la superación de la pobreza y el empoderamiento, especialmente de las mujeres.</li>
<li><b>ODS 11 (Ciudades y Comunidades Sostenibles):</b> El fomento de actividades culturales y talleres como el de reciclado creativo fortalece el tejido social, promueve la identidad cultural y fomenta prácticas sostenibles dentro de la comunidad.</li>
<li><b>ODS 17 (Alianzas para lograr los Objetivos):</b> El modelo de gestión del PEBa, basado en la articulación con múltiples actores del sector público, privado y social, es un claro ejemplo de la creación de alianzas estratégicas para alcanzar los objetivos de desarrollo.</li>
</ul>
<h2>Cronograma de Muestras de Cierre Anual 2025</h2>
<h3>Exhibición de Proyectos Comunitarios</h3>
<p>Las muestras, de carácter abierto y gratuito, exhibirán las producciones de los talleres realizados durante el año.</p>
<ul>
<li>
        <b>Lunes 1</b>
<ul>
<li><b>16:00 hs</b> – Centro de Jubilados Telefónicos (Uruguay 1811): Feria y muestra de todas las actividades.</li>
</ul>
</li>
<li>
        <b>Viernes 5</b>
<ul>
<li><b>10:00 a 15:00 hs</b> – Biblioteca Mariano Moreno (Marconi 2199): Muestra de Costura, Dibujo y Pintura.</li>
<li><b>17:00 hs</b> – Sociedad de Fomento Acantilados (Calle 497 y 20): Muestra de Folclore.</li>
</ul>
</li>
<li>
        <b>Martes 9</b>
<ul>
<li><b>10:00 a 12:00 hs</b> – Centro de Día Salud Mental HIGA: Muestra anual de Dibujo y Pintura.</li>
</ul>
</li>
<li>
        <b>Miércoles 10</b>
<ul>
<li><b>18:00 hs</b> – Delegación Sierra de los Padres (Ruta 226 Km 16): Muestra de Cerámica, Dibujo y Pintura.</li>
<li><b>18:00 hs</b> – Casa del Niño Paula Albarracín (Rosales 6392): Muestra de Dibujo y Pintura.</li>
</ul>
</li>
<li>
        <b>Jueves 11</b>
<ul>
<li><b>15:00 hs</b> – Casa de Medio Camino (Fortunato de la Plaza 3080): Cierre y entrega de diplomas de Cerámica, Dibujo y Pintura.</li>
</ul>
</li>
<li>
        <b>Viernes 12</b>
<ul>
<li><b>14:00 hs</b> – Arca de Noé “Club de Jóvenes” (Alvarado 5755): Cierre y entrega de diplomas de Dibujo y Pintura.</li>
</ul>
</li>
<li>
        <b>Sábado 13</b>
<ul>
<li><b>16:30 a 19:30 hs</b> – Polideportivo Colinas de Peralta Ramos (Einstein 1502): Muestra de fin de año de Alfabetización.</li>
</ul>
</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal, ya que el artículo se centra en el “Programa Educativo Barrial (PEBa)”. La misión del programa es “ampliar el acceso a la educación no formal y acompañar trayectorias educativas”, ofreciendo talleres de alfabetización, artes y oficios, lo cual contribuye directamente a una educación inclusiva y equitativa.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El programa se estructura en un eje de “capacitación en oficios y formación para el trabajo”. Ofrece talleres como costura, marroquinería y manipulación de alimentos, además de “cursos virtuales cortos orientados a mejorar la empleabilidad y sumar nuevas competencias”, lo que prepara a los participantes para acceder al empleo y al trabajo decente.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Al ser un programa gratuito, abierto y con presencia en “más de 80 barrios del distrito”, el PEBa promueve la inclusión social y económica. Facilita el acceso a la formación y la cultura a personas que de otro modo podrían quedar excluidas, reduciendo las desigualdades en el acceso a oportunidades.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>El programa fortalece el tejido social al operar de manera articulada con “instituciones educativas, organismos estatales, organizaciones sociales y entidades privadas” a nivel local. Las “muestras barriales” y los talleres culturales (dibujo, cerámica, folclore) fomentan la participación comunitaria y la valoración de la cultura local, contribuyendo a crear comunidades más inclusivas y resilientes.</p>
</li>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>De manera indirecta, al mejorar la empleabilidad y ofrecer capacitación en oficios, el programa dota a las personas de herramientas para generar ingresos y mejorar su situación económica, lo que puede ser un camino para salir de la pobreza.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>
                <strong>Meta 4.4:</strong> “Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”. El artículo lo refleja directamente a través de la “capacitación en oficios y formación para el trabajo” y los cursos para “mejorar la empleabilidad”.
            </li>
<li>
                <strong>Meta 4.5:</strong> “Asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables”. El carácter gratuito y barrial del programa apunta a esta meta, eliminando barreras económicas y geográficas.
            </li>
<li>
                <strong>Meta 4.6:</strong> “Asegurar que todos los jóvenes y una proporción considerable de los adultos […] estén alfabetizados”. El programa incluye explícitamente un taller de “Alfabetización”.
            </li>
<li>
                <strong>Meta 4.7:</strong> “Asegurar que todos los alumnos adquieran los conocimientos […] para promover […] la valoración de la diversidad cultural”. Los talleres artísticos y culturales como guitarra, dibujo, cerámica y folclore contribuyen a esta meta.
            </li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>
                <strong>Meta 8.6:</strong> “Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación”. El programa se enfoca en ofrecer formación y capacitación a la comunidad, lo que impacta directamente en este grupo.
            </li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>
                <strong>Meta 10.2:</strong> “Potenciar y promover la inclusión social, económica y política de todas las personas”. El programa logra esto al ser “abierto y gratuito” y al operar en múltiples barrios, promoviendo la inclusión a través de la educación y la capacitación.
            </li>
</ul>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales de los ODS, pero sí proporciona datos cualitativos e información que pueden servir como indicadores de progreso implícitos o indirectos:</p>
<ul>
<li>
        <strong>Número de espacios de aprendizaje:</strong> El artículo menciona que el programa cuenta con “más de 130 espacios activos”. Este dato puede ser un indicador del alcance y la escala de las oportunidades de educación no formal (relevante para ODS 4).
    </li>
<li>
        <strong>Cobertura geográfica:</strong> Se indica que el programa trabaja en “más de 80 barrios del distrito”. Esto funciona como un indicador de la equidad en el acceso y la reducción de desigualdades territoriales (relevante para ODS 10 y ODS 4).
    </li>
<li>
        <strong>Diversidad de la oferta formativa:</strong> La lista de talleres (guitarra, costura, cerámica, alfabetización, etc.) y la mención de la incorporación de “nuevas tecnologías” son un indicador de la variedad de competencias técnicas y profesionales que se ofrecen (relevante para la Meta 4.4).
    </li>
<li>
        <strong>Tasa de participación (implícita):</strong> Aunque no se dan cifras de estudiantes, la organización de “muestras barriales de cierre de año” para exhibir los trabajos implica que hay un número significativo de participantes en los talleres. El número de asistentes a estas muestras también podría ser un indicador de participación comunitaria (relevante para ODS 4 y ODS 11).
    </li>
<li>
        <strong>Alianzas y articulación interinstitucional:</strong> El hecho de que el programa trabaje “articuladamente con instituciones educativas, organismos estatales, organizaciones sociales y entidades privadas” es un indicador de la creación de alianzas para lograr los objetivos (relevante para ODS 17, aunque no se haya listado como objetivo principal).
    </li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos Identificados en el Artículo (Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li>4.4: Aumentar las competencias para el empleo.</li>
<li>4.5: Asegurar el acceso igualitario a la formación.</li>
<li>4.6: Garantizar la alfabetización de jóvenes y adultos.</li>
<li>4.7: Promover la valoración de la diversidad cultural.</li>
</ul>
</td>
<td>
<ul>
<li>Número de espacios activos (+130).</li>
<li>Variedad de talleres de oficios y artísticos ofrecidos.</li>
<li>Existencia de un taller específico de “Alfabetización”.</li>
<li>Planes de incorporar cursos de “nuevas tecnologías”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
<ul>
<li>8.6: Reducir la proporción de jóvenes sin empleo ni estudios.</li>
</ul>
</td>
<td>
<ul>
<li>Oferta de “capacitación en oficios y formación para el trabajo”.</li>
<li>Existencia de cursos para “mejorar la empleabilidad”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li>10.2: Potenciar y promover la inclusión social y económica.</li>
</ul>
</td>
<td>
<ul>
<li>El programa es “abierto y gratuito”.</li>
<li>Cobertura geográfica en más de 80 barrios.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 11: Ciudades y Comunidades Sostenibles</strong></td>
<td>
<ul>
<li>11.4: Proteger y salvaguardar el patrimonio cultural.</li>
</ul>
</td>
<td>
<ul>
<li>Realización de “muestras barriales” y “proyectos comunitarios”.</li>
<li>Articulación con organizaciones sociales y otras entidades locales.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.elmarplatense.com/el-programa-educativo-barrial-cierra-el-ano-con-muestras-y-actividades-en-distintos-barrios-de-la-ciudad">elmarplatense.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Estudiantes de Matarani reciben charlas sobre orientación vocacional – La Prensa Regional</title>
<link>https://sdgtalks.ai/Es/estudiantes-de-matarani-reciben-charlas-sobre-orientacion-vocacional-la-prensa-regional</link>
<guid>https://sdgtalks.ai/Es/estudiantes-de-matarani-reciben-charlas-sobre-orientacion-vocacional-la-prensa-regional</guid>
<description><![CDATA[ Estudiantes de Matarani reciben charlas sobre orientación vocacional  La Prensa Regional ]]></description>
<enclosure url="https://prensaregional.pe/wp-content/uploads/2025/11/Conversatorios-vocacionales-Matarani-28112025-1200x628-cropped.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 11:30:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Estudiantes, Matarani, reciben, charlas, sobre, orientación, vocacional, –, Prensa, Regional</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Iniciativa “Conversatorios Vocacionales” en Islay-Matarani y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Resumen Ejecutivo</h3>
<p>El presente informe detalla la implementación de la estrategia “Conversatorios Vocacionales” por parte de la Municipalidad Distrital de Islay. La iniciativa tuvo como objetivo fortalecer la orientación profesional de estudiantes de secundaria, en línea con múltiples Objetivos de Desarrollo Sostenible (ODS), principalmente aquellos relacionados con la educación de calidad, el trabajo decente y la reducción de desigualdades.</p>
<ul>
<li><strong>Iniciativa:</strong> Conversatorios Vocacionales.</li>
<li><strong>Organizador:</strong> Municipalidad Distrital de Islay.</li>
<li><strong>Población Beneficiaria:</strong> Estudiantes de 4° y 5° de secundaria de las instituciones educativas I.E. 40479 “Miguel Grau” y “El Buen Pastor”.</li>
<li><strong>Ponente Principal:</strong> Coronel FAP Benjamín Andrade Zambrano, Director de la Escuela de Comandos.</li>
</ul>
<h3>2. Desarrollo de la Actividad</h3>
<p>Se llevaron a cabo sesiones expositivas centradas en proporcionar a los jóvenes herramientas y conocimientos para su futuro profesional. El contenido de las charlas se enfocó en áreas clave para el desarrollo personal y laboral, buscando preparar a los estudiantes para los desafíos del mercado laboral y la educación superior.</p>
<ol>
<li><strong>Orientación Vocacional:</strong> Se ofrecieron pautas para la identificación de aptitudes e intereses personales aplicados a la elección de una carrera.</li>
<li><strong>Liderazgo y Disciplina:</strong> Se impartieron conceptos sobre la importancia del liderazgo y la autodisciplina como pilares para el éxito profesional y personal.</li>
<li><strong>Oportunidades de Desarrollo:</strong> Se expusieron diversas trayectorias y oportunidades de desarrollo profesional disponibles para los jóvenes.</li>
</ol>
<h3>3. Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa “Conversatorios Vocacionales” contribuye de manera significativa a la Agenda 2030 para el Desarrollo Sostenible, impactando directamente en los siguientes objetivos:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> Al facilitar orientación vocacional, el programa promueve una educación pertinente y de calidad que prepara a los jóvenes con habilidades relevantes para el empleo y el emprendimiento (Meta 4.4). Fomenta el conocimiento necesario para promover el desarrollo sostenible.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> La iniciativa es un paso fundamental para reducir la proporción de jóvenes que no están en empleo, educación o formación (Meta 8.6). Al orientar a los estudiantes hacia un futuro profesional, se sientan las bases para el empleo pleno y productivo.</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> Al ofrecer estas oportunidades a estudiantes de instituciones educativas locales, se promueve la inclusión social y económica y se garantiza la igualdad de oportunidades en el acceso a información clave para el desarrollo profesional (Meta 10.2).</li>
<li><strong>ODS 17: Alianzas para lograr los Objetivos.</strong> La colaboración entre la Municipalidad Distrital de Islay y un experto de las Fuerzas Armadas del Perú ejemplifica una alianza estratégica entre el sector público y otras instituciones para alcanzar metas de desarrollo comunes.</li>
</ul>
<h3>4. Conclusión</h3>
<p>La estrategia “Conversatorios Vocacionales” representa un modelo de intervención local efectivo y alineado con los Objetivos de Desarrollo Sostenible. No solo fortalece las capacidades individuales de los estudiantes, sino que también promueve un desarrollo comunitario equitativo y sostenible, preparando a la próxima generación para contribuir activamente al crecimiento de la región.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en actividades educativas dirigidas a estudiantes de secundaria para fortalecer su “orientación vocacional”. Estas sesiones expositivas sobre vocación, liderazgo y oportunidades de desarrollo profesional contribuyen directamente a asegurar una educación inclusiva, equitativa y de calidad, y a promover oportunidades de aprendizaje para todos.</li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>Al orientar a los jóvenes sobre sus futuras carreras y “oportunidades de desarrollo profesional”, la iniciativa busca prepararlos para una transición exitosa de la escuela al mundo laboral. Esto está intrínsecamente ligado a la promoción del empleo pleno y productivo y el trabajo decente para todos, especialmente para los jóvenes que están por ingresar al mercado laboral.</li>
</ul>
</li>
<li>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<ul>
<li>El artículo destaca una colaboración entre dos entidades públicas: la “Municipalidad Distrital de Islay”, que implementa la estrategia, y la “Escuela de Comandos” de la FAP, cuyo director imparte las charlas. Esta cooperación interinstitucional es un ejemplo de las alianzas necesarias para alcanzar los objetivos de desarrollo.</li>
</ul>
</li>
</ol>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ol>
<li>
<h3>Meta 4.4</h3>
<ul>
<li>“Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”. Las charlas sobre “orientación vocacional” y “oportunidades de desarrollo profesional” están diseñadas específicamente para dotar a los estudiantes de secundaria de las competencias y el conocimiento necesarios para tomar decisiones informadas sobre su futuro laboral y educativo.</li>
</ul>
</li>
<li>
<h3>Meta 8.6</h3>
<ul>
<li>“Para 2020, reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación”. Aunque el plazo de 2020 ya pasó, la meta sigue siendo relevante. La iniciativa “Conversatorios Vocacionales” es una medida proactiva para guiar a los jóvenes, ayudando a prevenir que se conviertan en parte de la población que no estudia ni trabaja, al mostrarles caminos claros para su desarrollo profesional.</li>
</ul>
</li>
<li>
<h3>Meta 17.17</h3>
<ul>
<li>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”. La colaboración entre la Municipalidad de Islay y la Escuela de Comandos de la FAP es un claro ejemplo de una alianza en la esfera pública para lograr un objetivo educativo y de desarrollo comunitario.</li>
</ul>
</li>
</ol>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ol>
<li>
<h3>Indicador Implícito para la Meta 4.4</h3>
<ul>
<li>Aunque no se menciona un indicador numérico oficial como el 4.4.1, el artículo implica un indicador cualitativo y cuantitativo: <strong>el número de estudiantes de 4° y 5° de secundaria que participan en programas de orientación vocacional</strong>. La existencia misma del programa “Conversatorios Vocacionales” y la participación de estudiantes de los colegios “Miguel Grau” y “El Buen Pastor” sirven como una medida del esfuerzo para aumentar las competencias relevantes en los jóvenes.</li>
</ul>
</li>
<li>
<h3>Indicador Implícito para la Meta 8.6</h3>
<ul>
<li>El artículo no proporciona datos sobre la proporción de jóvenes que no estudian ni trabajan (Indicador 8.6.1). Sin embargo, la implementación de la estrategia “Conversatorios Vocacionales” por parte de la municipalidad puede ser considerada un indicador de proceso: <strong>la existencia de políticas y programas locales para reducir el futuro desempleo juvenil</strong> mediante la orientación temprana.</li>
</ul>
</li>
<li>
<h3>Indicador Implícito para la Meta 17.17</h3>
<ul>
<li>El artículo no cuantifica la alianza en términos monetarios (como lo pide el Indicador 17.17.1), pero describe su existencia. Por lo tanto, un indicador cualitativo implícito es <strong>la existencia de una alianza público-pública funcional</strong> (Municipalidad y Escuela de Comandos) para el desarrollo de capacidades en la comunidad.</li>
</ul>
</li>
</ol>
<h2>Tabla: ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Identificado en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos con competencias para el empleo y el emprendimiento.</td>
<td><strong>Implícito:</strong> Número de estudiantes de secundaria participando en programas de orientación vocacional.</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>Meta 8.6:</strong> Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</td>
<td><strong>Implícito:</strong> Implementación de estrategias locales (“Conversatorios Vocacionales”) para guiar a los jóvenes hacia la educación o el empleo.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para Lograr los Objetivos</td>
<td><strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en la esfera pública.</td>
<td><strong>Implícito:</strong> Existencia de una alianza funcional entre la Municipalidad Distrital de Islay y la Escuela de Comandos de la FAP.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://prensaregional.pe/estudiantes-de-matarani-reciben-charlas-sobre-orientacion-vocacional/">prensaregional.pe</a></strong></p>
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<title>Siete alumnos de Vigo, premios extraordinarios en ESO y Bachillerato – Faro de Vigo</title>
<link>https://sdgtalks.ai/Es/siete-alumnos-de-vigo-premios-extraordinarios-en-eso-y-bachillerato-faro-de-vigo</link>
<guid>https://sdgtalks.ai/Es/siete-alumnos-de-vigo-premios-extraordinarios-en-eso-y-bachillerato-faro-de-vigo</guid>
<description><![CDATA[ Siete alumnos de Vigo, premios extraordinarios en ESO y Bachillerato  Faro de Vigo ]]></description>
<enclosure url="https://www.farodevigo.es/cds-statics/assets/img/logos/logo-regionales-faro-de-vigoOG_.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 10:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Siete, alumnos, Vigo, premios, extraordinarios, ESO, Bachillerato, –, Faro, Vigo</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre los Premios Extraordinarios de Educación 2024/2025 y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto de la Iniciativa</h3>
<p>La Xunta de Galicia ha otorgado los premios extraordinarios de educación para el curso 2024/2025, reconociendo el rendimiento académico excepcional de siete estudiantes de la ciudad de Vigo. Esta iniciativa, publicada en el Diario Oficial de Galicia (DOG), concede una dotación económica de 1.000 euros a cada galardonado. Este programa no solo celebra el mérito individual, sino que también representa una inversión estratégica en capital humano, alineándose directamente con los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Contribución Directa al ODS 4: Educación de Calidad</h3>
<p>El objetivo principal de estos premios es fomentar y reconocer la excelencia académica, lo cual es un pilar fundamental del <strong>ODS 4: Educación de Calidad</strong>. La iniciativa impacta positivamente en varias metas de este objetivo:</p>
<ul>
<li><strong>Meta 4.1:</strong> Al incentivar el alto rendimiento en la educación secundaria y el bachillerato, se promueve la finalización de una educación equitativa y de calidad que conduzca a resultados de aprendizaje pertinentes y efectivos.</li>
<li><strong>Meta 4.4:</strong> Se estimula el desarrollo de competencias técnicas y profesionales en los jóvenes, preparándolos para el acceso al empleo, el trabajo decente y el emprendimiento.</li>
<li><strong>Meta 4.7:</strong> Al premiar la excelencia, se fomenta una cultura de esfuerzo y dedicación, contribuyendo a formar ciudadanos responsables y comprometidos con el desarrollo sostenible.</li>
</ul>
<h3>Impacto en Otros Objetivos de Desarrollo Sostenible</h3>
<p>Más allá del ODS 4, esta acción gubernamental tiene un efecto multiplicador en otros objetivos clave:</p>
<ul>
<li><strong>ODS 5: Igualdad de Género:</strong> La distribución de los premios entre cuatro alumnas y tres alumnos refleja un avance significativo hacia la igualdad de oportunidades en el ámbito educativo, destacando el talento femenino en áreas de alto rendimiento académico.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> El reconocimiento se extiende a estudiantes de centros educativos tanto públicos (IES) como concertados (CPR), lo que demuestra un esfuerzo por reducir las desigualdades y premiar el mérito independientemente del modelo de gestión del centro educativo.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> Invertir en la educación de los jóvenes más destacados es una estrategia a largo plazo para fortalecer la economía, asegurando una futura fuerza laboral altamente cualificada y capaz de impulsar la innovación y el crecimiento sostenible.</li>
</ul>
<h3>Listado de Estudiantes Galardonados y Centros Educativos</h3>
<p>A continuación se detalla la relación de los estudiantes premiados, clasificados por nivel educativo y centro de procedencia:</p>
<h3>Educación Secundaria Obligatoria (ESO)</h3>
<ol>
<li>Clara Leiva Castro – IES do Castro</li>
</ol>
<h3>Bachillerato</h3>
<ol>
<li>Javier Castro de Diego – IES do Castro</li>
<li>Antón Justo Vicente – IES República Oriental do Uruguai (ROU)</li>
<li>Manuel Lemos Peixoto – CPR Apóstol Santiago</li>
<li>Teresa Saleta Méndez-Benegassi Egerique – CPR San José de Cluny</li>
<li>Laura Rodríguez Izquierdo – CPR Rosalía de Castro</li>
<li>Clara Sueiro Nespereira – CPR María Auxiliadora</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra directamente en el reconocimiento de la excelencia académica en la educación secundaria y el bachillerato. Al destacar a siete estudiantes que reciben “premios extraordinarios” por su rendimiento, el texto subraya la importancia de una educación de alta calidad y la promoción de resultados de aprendizaje sobresalientes. La iniciativa de la Xunta de Galicia de premiar a estos estudiantes es una acción concreta que apoya el fomento de una educación de calidad.</li>
</ul>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</strong>
<ul>
<li>El artículo se relaciona directamente con esta meta al enfocarse en los “resultados de aprendizaje pertinentes y efectivos”. Los premios extraordinarios son un reconocimiento a los estudiantes que han alcanzado un nivel de excelencia en su educación secundaria (ESO y Bachillerato). Este sistema de premios incentiva y visibiliza el logro de una educación de alta calidad, que es el núcleo de la Meta 4.1.</li>
</ul>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
        <strong>Indicador Implícito relacionado con la calidad de los resultados del aprendizaje.</strong>
<ul>
<li>Aunque el artículo no menciona un indicador oficial de los ODS (como el Indicador 4.1.1, que mide la proporción de estudiantes que alcanzan un nivel mínimo de competencia), sí proporciona un indicador cualitativo y contextual. El número de estudiantes galardonados con “premios extraordinarios” (siete en total) puede ser utilizado como un indicador específico de la región para medir y reconocer la excelencia académica. Este dato refleja el extremo superior del rendimiento estudiantil, complementando las métricas que se centran en los niveles mínimos de competencia y demostrando el éxito del sistema educativo en producir estudiantes de alto rendimiento.</li>
</ul>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.1:</strong> Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</td>
<td><strong>Indicador implícito:</strong> El número de “premios extraordinarios de educación” (siete estudiantes galardonados) otorgados por la Xunta de Galicia como medida del reconocimiento a los resultados de aprendizaje de alta calidad en la educación secundaria (ESO y Bachillerato).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.farodevigo.es/gran-vigo/2025/11/29/siete-alumnos-vigo-premios-extraordinarios-124254726.html">farodevigo.es</a></strong></p>
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<title>II Encuentro de Formación Docente en Educación Intercultural Bilingüe en Nazareno. Salta – Revista El Arcón de Clio</title>
<link>https://sdgtalks.ai/Es/ii-encuentro-de-formacion-docente-en-educacion-intercultural-bilingue-en-nazareno-salta-revista-el-arcon-de-clio</link>
<guid>https://sdgtalks.ai/Es/ii-encuentro-de-formacion-docente-en-educacion-intercultural-bilingue-en-nazareno-salta-revista-el-arcon-de-clio</guid>
<description><![CDATA[ II Encuentro de Formación Docente en Educación Intercultural Bilingüe en Nazareno. Salta  Revista El Arcón de Clio ]]></description>
<enclosure url="https://revista.elarcondeclio.com.ar/wp-content/uploads/2025/09/dest-inclusion-678x381.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 10:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Encuentro, Formación, Docente, Educación, Intercultural, Bilingüe, Nazareno., Salta, –, Revista, Arcón, Clio</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el II Encuentro de Formación Docente en Educación Intercultural Bilingüe en Nazareno, Salta</h2>
<h3>Introducción y Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Se llevó a cabo en el Instituto de Educación Superior N°6056 de Nazareno, Salta, el “II Encuentro de Formación Docente en Educación Intercultural Bilingüe: experiencias pedagógicas y sentidos desde el territorio”. Este evento representa un avance significativo en la consecución de los Objetivos de Desarrollo Sostenible (ODS), particularmente el <b>ODS 4 (Educación de Calidad)</b> y el <b>ODS 10 (Reducción de las Desigualdades)</b>. La iniciativa reunió a actores clave del sistema educativo y de las comunidades indígenas del pueblo kolla para fortalecer una educación inclusiva, equitativa y pertinente culturalmente.</p>
<h3>Participantes y Objetivos del Encuentro</h3>
<p>El encuentro contó con una participación diversa, fundamental para el diálogo y la construcción colectiva, en línea con el <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b> que promueve la toma de decisiones inclusiva y participativa.</p>
<ul>
<li>Docentes de los Niveles Inicial, Primario y Secundario.</li>
<li>Estudiantes y egresados del Nivel Superior.</li>
<li>Referentes de comunidades indígenas del pueblo kolla.</li>
</ul>
<p>Los objetivos principales se centraron en:</p>
<ol>
<li>Analizar experiencias pedagógicas en contextos interculturales para garantizar una educación de calidad (<b>ODS 4</b>).</li>
<li>Reflexionar sobre la formación docente para responder a las realidades educativas locales, contribuyendo a la meta 4.c de los ODS sobre la cualificación de docentes.</li>
<li>Visibilizar y valorar los saberes construidos en el territorio, acción clave para reducir las desigualdades (<b>ODS 10</b>) y promover el respeto por la diversidad cultural (<b>ODS 4.7</b>).</li>
</ol>
<h3>Desarrollo de las Jornadas y Contenidos Abordados</h3>
<p>Durante tres jornadas, las actividades se enfocaron en la aplicación práctica de una pedagogía intercultural, promoviendo la adquisición de conocimientos para el desarrollo sostenible.</p>
<h3>Aportes de la Coordinación de Educación Intercultural Bilingüe</h3>
<p>La presentación “Yachayninchej: reconocimiento de las historias y saberes de las comunidades del pueblo kolla en la provincia de Salta”, a cargo de Claudia Leal y Celso Copa, subrayó la importancia de las alianzas estratégicas (<b>ODS 17</b>). Se destacó el rol de organizaciones como la Asociación de Comunidades Aborígenes de Nazareno (OCAN) en el sostenimiento de acciones educativas. Este proceso de trabajo territorial culminó en la creación de normativa curricular intercultural, un paso fundamental para institucionalizar la inclusión y reducir brechas educativas (<b>ODS 10</b>).</p>
<ul>
<li><b>Socialización de Lineamientos Curriculares:</b> Se presentaron las Resoluciones 013/24 (nivel inicial) y 006/25 (nivel primario), que materializan el compromiso con una educación culturalmente relevante y de calidad (<b>ODS 4</b>).</li>
<li><b>Descolonización de Prácticas Pedagógicas:</b> La presentación de Inocencia Geronimo del CISEN, “El oro y el barro en la Educación”, instó a una reflexión crítica para transformar las prácticas educativas y eliminar las desigualdades estructurales (<b>ODS 10</b>).</li>
</ul>
<h3>Colaboración Interinstitucional como Modelo de Alianza (ODS 17)</h3>
<p>El éxito del encuentro es resultado del trabajo articulado entre múltiples instituciones, demostrando la eficacia de las alianzas para alcanzar los Objetivos de Desarrollo Sostenible. Las entidades colaboradoras fueron:</p>
<ul>
<li>La Coordinación de EIB del Ministerio de Educación, Cultura, Ciencia y Tecnología.</li>
<li>La Dirección General de Desarrollo Profesional Docente.</li>
<li>La Dirección General de Educación Superior a través del IES N° 6056.</li>
<li>El Centro de Investigaciones Sociales y Educativas del Norte Argentino (CISEN) de la Universidad Nacional de Salta.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en un “Encuentro de Formación Docente en Educación Intercultural Bilingüe”, lo que se alinea directamente con el objetivo de garantizar una educación inclusiva, equitativa y de calidad. Trata sobre la mejora de las prácticas pedagógicas, el desarrollo curricular y la formación de maestros para contextos específicos, como las comunidades indígenas.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>La iniciativa busca empoderar y promover la inclusión social y educativa del pueblo indígena kolla. Al desarrollar un currículo que reconoce y valora sus saberes, historias y cultura (“Yachayninchej: reconocimiento de las historias y saberes de las comunidades del pueblo kolla”), se trabaja activamente para reducir las desigualdades que históricamente han afectado a estas comunidades en el sistema educativo.</li>
</ul>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<ul>
<li>El artículo destaca que el encuentro es el “resultado del trabajo articulado entre la Coordinación de EIB, la Dirección General de Desarrollo Profesional Docente, la Dirección General de Educación Superior a través del Instituto de Educación Superior N° 6056 y el Centro de Investigaciones Sociales y Educativas del Norte Argentino (CISEN) de la Universidad Nacional de Salta”. Esta colaboración entre entidades gubernamentales, instituciones de educación superior y centros de investigación ejemplifica la creación de alianzas para alcanzar objetivos de desarrollo.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y garantizar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidos los pueblos indígenas.</h3>
<ul>
<li>El artículo se enfoca explícitamente en la educación para el “pueblo kolla” y la participación de “referentes de comunidades indígenas”. La creación de lineamientos curriculares interculturales y la formación de docentes para estos contextos son acciones directas para garantizar un acceso educativo equitativo y relevante para los pueblos indígenas.</li>
</ul>
</li>
<li>
<h3>Meta 4.7: Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, […] la apreciación de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</h3>
<ul>
<li>El desarrollo de los “Lineamientos curriculares Yachayninchej” y el énfasis en los “saberes de las comunidades del pueblo kolla” contribuyen directamente a esta meta, ya que promueven una educación que valora y se basa en la diversidad cultural como pilar del aprendizaje.</li>
</ul>
</li>
<li>
<h3>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo.</h3>
<ul>
<li>El evento central del artículo es un “Encuentro de Formación Docente”. Su objetivo es mejorar las capacidades y competencias de los maestros que trabajan en contextos interculturales bilingües, lo que contribuye directamente a aumentar la calidad y calificación del cuerpo docente.</li>
</ul>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su […] origen étnico.</h3>
<ul>
<li>Al involucrar a la “Asociación de Comunidades Aborígenes de Nazareno (OCAN)” y a la “Mesa Coordinadora Qullamarka” en el proceso de desarrollo curricular y en las instituciones educativas, se promueve la inclusión social y la participación activa de las comunidades indígenas en las decisiones que afectan su educación y cultura.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador relacionado con la Meta 4.c:</h3>
<ul>
<li>El artículo no proporciona datos numéricos, pero describe una acción que puede ser medida: la realización de programas de formación docente. Un indicador implícito es el <strong>número de docentes y estudiantes de profesorado que participan en programas de desarrollo profesional sobre educación intercultural bilingüe</strong>. El “II Encuentro” es en sí mismo una evidencia de esta actividad.</li>
</ul>
</li>
<li>
<h3>Indicador relacionado con la Meta 4.5:</h3>
<ul>
<li>El texto menciona la concreción de normativas curriculares específicas: “Lineamientos curriculares Yachayninchej en el nivel inicial Res. 013/24 y en el nivel primario Res. 006/25”. Un indicador implícito es la <strong>existencia de políticas y marcos curriculares que promueven la educación inclusiva y culturalmente pertinente para los pueblos indígenas</strong>. La aprobación de estas resoluciones es una medida concreta de progreso.</li>
</ul>
</li>
<li>
<h3>Indicador relacionado con la Meta 10.2:</h3>
<ul>
<li>El artículo subraya “la importancia del compromiso y participación de las organizaciones y comunidades indígenas kollas”. Un indicador cualitativo implícito es el <strong>nivel de participación de los pueblos indígenas en los procesos de toma de decisiones</strong> relacionados con la educación. La mención de la OCAN y Qullamarka trabajando con el Ministerio de Educación sirve como evidencia de este proceso participativo.</li>
</ul>
</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos Identificados en el Artículo (Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
                <b>4.5:</b> Garantizar el acceso igualitario a la educación para los pueblos indígenas.
<p>                <b>4.7:</b> Asegurar que los alumnos adquieran conocimientos para promover la diversidad cultural.</p>
<p>                <b>4.c:</b> Aumentar la oferta de docentes calificados.
            </p></td>
<td>
                Existencia de normativas curriculares interculturales (Res. 013/24 y Res. 006/25).
<p>                Implementación de un currículo basado en los saberes del pueblo kolla (“Yachayninchej”).</p>
<p>                Número de docentes y futuros docentes participando en formaciones sobre Educación Intercultural Bilingüe.
            </p></td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
                <b>10.2:</b> Potenciar y promover la inclusión social y política de los pueblos indígenas.
            </td>
<td>
                Nivel de participación de organizaciones indígenas (OCAN, Qullamarka) en el desarrollo de políticas educativas.
            </td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>
                <b>17.17:</b> Fomentar alianzas eficaces en las esferas pública y de la sociedad civil.
            </td>
<td>
                Número y tipo de instituciones (gubernamentales, académicas, comunitarias) que colaboran en el proyecto educativo.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://revista.elarcondeclio.com.ar/ii-encuentro-de-formacion-docente-en-educacion-intercultural-bilingue-en-nazareno-salta/">revista.elarcondeclio.com.ar</a></strong></p>
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<title>Salvadoreños entre 31 y 40 años de edad reportan mejor dominio del inglés frente a los jóvenes, según informe – diario.elmundo.sv</title>
<link>https://sdgtalks.ai/Es/salvadorenos-entre-31-y-40-anos-de-edad-reportan-mejor-dominio-del-ingles-frente-a-los-jovenes-segun-informe-diarioelmundosv</link>
<guid>https://sdgtalks.ai/Es/salvadorenos-entre-31-y-40-anos-de-edad-reportan-mejor-dominio-del-ingles-frente-a-los-jovenes-segun-informe-diarioelmundosv</guid>
<description><![CDATA[ Salvadoreños entre 31 y 40 años de edad reportan mejor dominio del inglés frente a los jóvenes, según informe  diario.elmundo.sv ]]></description>
<enclosure url="https://bucket-elmundo.s3.us-west-2.amazonaws.com/wp-content/uploads/2025/10/poblacion-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 10:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Salvadoreños, entre, años, edad, reportan, mejor, dominio, del, inglés, frente, los, jóvenes, según, informe, –, diario.elmundo.sv</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Dominio del Inglés en El Salvador y su Vínculo con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción: El Idioma Inglés como Catalizador para el Desarrollo Sostenible</h3>
<p>El dominio del idioma inglés es un indicador clave para el desarrollo y la competitividad de una nación, con implicaciones directas en la consecución de los Objetivos de Desarrollo Sostenible (ODS). Este informe analiza los hallazgos de la organización Education First (EF) para el año 2025, contextualizando los resultados de El Salvador dentro del marco de la Agenda 2030, con especial énfasis en el <strong>ODS 4 (Educación de Calidad)</strong>, el <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<h2>Análisis Demográfico del Dominio del Inglés y su Impacto en los ODS 4 y 10</h2>
<h3>Brecha Generacional en Competencias Lingüísticas</h3>
<p>Los datos revelan una marcada disparidad en el dominio del inglés entre diferentes grupos etarios, lo que sugiere tanto oportunidades como desafíos significativos para la equidad educativa y el acceso al mercado laboral.</p>
<ul>
<li><strong>Grupo de 31 a 40 años:</strong> Lidera con la puntuación más alta (567 puntos), alcanzando un nivel “alto”. Este segmento de la población activa contribuye directamente al <strong>ODS 8</strong>, al poder participar en una economía globalizada, realizar presentaciones de trabajo y acceder a información internacional.</li>
<li><strong>Grupo de 26 a 30 años:</strong> Ocupa el segundo lugar con 562 puntos (nivel “alto”), demostrando una sólida capacidad para impulsar el crecimiento económico.</li>
<li><strong>Grupos de 21-25 años y mayores de 41 años:</strong> Registran un nivel “medio” (523 y 530 puntos, respectivamente), lo que les permite participar en reuniones y manejar comunicaciones profesionales básicas.</li>
<li><strong>Grupo de 18 a 20 años:</strong> Muestra un preocupante descenso, con la calificación más baja de 412 puntos (nivel “muy bajo”). Este resultado evidencia una falla sistémica en la provisión de <strong>Educación de Calidad (ODS 4)</strong> para las cohortes más jóvenes, creando una barrera de entrada al trabajo decente y perpetuando un ciclo de desigualdad de oportunidades <strong>(ODS 10)</strong>.</li>
</ul>
<h2>Posicionamiento Nacional y su Relevancia para el ODS 8: Trabajo Decente y Crecimiento Económico</h2>
<h3>Clasificación de El Salvador a Nivel Global y Regional</h3>
<p>La posición de El Salvador en el ranking internacional refleja su potencial para integrarse en la economía mundial, un pilar fundamental del <strong>ODS 8</strong>.</p>
<ul>
<li><strong>Posición Global:</strong> El Salvador se ubica en el puesto 47 de 123 países, con una calificación de 523 puntos que corresponde a un dominio “moderado”.</li>
<li><strong>Mejora Anual:</strong> El país ha escalado ocho posiciones desde 2024, lo que indica un progreso positivo hacia la mejora del capital humano.</li>
<li><strong>Contexto Regional:</strong> Se posiciona como el segundo país de Centroamérica con mejor dominio del inglés, solo después de Honduras.</li>
</ul>
<h3>Análisis Sectorial: El Inglés en el Ámbito Laboral</h3>
<p>El dominio del inglés varía significativamente entre los sectores profesionales, lo que subraya su importancia como herramienta para el acceso a empleos de mayor valor agregado.</p>
<ol>
<li><strong>Estrategia y Gestión de Proyectos:</strong> Encabeza la lista con 615 puntos (nivel “muy alto”), demostrando cómo las competencias lingüísticas avanzadas son cruciales para roles de alta dirección que impulsan el crecimiento económico.</li>
<li><strong>Administración, Recursos Humanos, Operaciones y Marketing:</strong> Estos sectores presentan un nivel “alto” (entre 571 y 590 puntos), lo que confirma la demanda del idioma en áreas corporativas clave.</li>
<li><strong>Contabilidad y Finanzas:</strong> Muestra un nivel “medio” con 503 puntos.</li>
<li><strong>Estudiantes:</strong> Registra la puntuación más baja con 441 puntos (nivel “muy bajo”), lo que representa una alerta crítica sobre la preparación de la futura fuerza laboral y un obstáculo para el cumplimiento del <strong>ODS 8</strong>.</li>
</ol>
<h2>Desafíos Sistémicos para la Consecución del ODS 4</h2>
<h3>Debilidades en la Expresión Oral</h3>
<p>Un hallazgo relevante del informe es que la expresión oral sigue siendo la habilidad más débil a nivel global. Esta deficiencia, a menudo resultado de metodologías pedagógicas y sistemas de evaluación que no la priorizan, representa un obstáculo fundamental para alcanzar una <strong>Educación de Calidad (ODS 4)</strong> que sea integral y funcional. Para que la educación sea verdaderamente transformadora, debe dotar a los estudiantes de habilidades de comunicación práctica que les permitan participar plenamente en un mundo interconectado.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra directamente en la educación, específicamente en la competencia lingüística en inglés de la población salvadoreña. Analiza los diferentes niveles de dominio (“muy bajo”, “medio”, “alto”) por grupos de edad y sectores profesionales, lo cual está intrínsecamente ligado a la calidad y efectividad de la educación y la formación a lo largo de la vida.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El texto establece una conexión clara entre el dominio del inglés y las oportunidades laborales. Cita directamente al informe de Education First: “Los adultos trabajadores que hablan inglés además de sus otros idiomas tienen acceso a una gama más amplia de información y a oportunidades profesionales más diversas”. Esto subraya cómo la mejora de las competencias (un resultado de la educación de calidad) contribuye a un mejor empleo y, por extensión, al crecimiento económico.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.4: Aumentar las competencias para acceder al empleo</h3>
<p>Esta meta busca “aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”. El artículo aborda esta meta al evaluar el dominio del inglés como una habilidad profesional clave. El análisis por sectores laborales, que muestra que áreas como “Estrategia y Gestión de Proyectos” tienen un nivel “muy alto”, mientras que los “Estudiantes” tienen un nivel “muy bajo”, resalta la importancia de esta competencia para la inserción en el mercado laboral.</p>
</li>
<li>
<h3>Meta 4.6: Alfabetización y nociones elementales de aritmética</h3>
<p>Esta meta tiene como objetivo “asegurar que todos los jóvenes y una proporción considerable de los adultos […] estén alfabetizados”. En el contexto global actual, el dominio del inglés es una forma de alfabetización funcional. Las habilidades descritas en el artículo, como “entender los programas de televisión, leer el diario” para un nivel “alto” o “entender señales sencillas” para un nivel “muy bajo”, son ejemplos directos de niveles de alfabetización funcional en un segundo idioma.</p>
</li>
<li>
<h3>Meta 8.6: Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación</h3>
<p>El artículo destaca el bajo rendimiento del grupo de 18 a 20 años, quienes “registraron 412 puntos, la cifra más baja que entra en la categoría de dominio ‘muy bajo’ del inglés”. Este dato es relevante para la Meta 8.6, ya que un bajo nivel de competencias clave como el inglés puede ser una barrera para que este grupo de jóvenes acceda a un empleo de calidad o a una formación superior, aumentando su riesgo de desocupación.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.4</h3>
<p>El artículo no menciona un indicador oficial de los ODS, pero utiliza uno que funciona como un proxy perfecto: la <strong>puntuación en el Índice de Dominio del Inglés (EPI) de Education First</strong>. Este índice (por ejemplo, la calificación global de 523 puntos para El Salvador o los 567 puntos para el grupo de 31 a 40 años) es una medida cuantitativa de una competencia profesional relevante, alineada con el espíritu del Indicador ODS 4.4.1 (“Proporción de jóvenes y adultos con conocimientos de tecnología de la información y las comunicaciones (TIC), por tipo de conocimiento”), ya que el inglés es una habilidad fundamental en el mundo digital y globalizado.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 4.6</h3>
<p>El artículo proporciona datos que pueden medir el progreso hacia la alfabetización funcional. Los <strong>niveles de dominio del inglés (“muy bajo”, “medio”, “alto”) desglosados por grupo de edad</strong> (18-20, 21-25, 26-30, 31-40, 41+) actúan como un indicador análogo al Indicador ODS 4.6.1 (“Proporción de la población en un grupo de edad determinado que alcanza al menos un nivel fijo de competencia en alfabetización funcional”). El informe mide cuántas personas pueden “leer el diario” o “entender señales sencillas”, que son medidas directas de alfabetización funcional.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos Identificados en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>Meta 4.4:</strong> Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias para acceder al empleo.</li>
<li><strong>Meta 4.6:</strong> Asegurar que todos los jóvenes y una proporción considerable de los adultos estén alfabetizados.</li>
</ul>
</td>
<td>
<ul>
<li>Puntuación en el Índice de Dominio del Inglés (EPI) por sector laboral (p. ej., Estrategia y Gestión de Proyectos con 615 puntos).</li>
<li>Niveles de dominio del inglés (“muy bajo”, “medio”, “alto”) desglosados por grupo de edad (p. ej., 31-40 años con 567 puntos).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
<ul>
<li><strong>Meta 8.6:</strong> Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</li>
</ul>
</td>
<td>
<ul>
<li>La puntuación significativamente más baja (412 puntos) en el dominio del inglés para el grupo de edad de 18 a 20 años, en comparación con los grupos de edad laboralmente activos.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://diario.elmundo.sv/nacionales/salvadorenos-entre-31-y-40-anos-de-edad-reportan-mejor-dominio-del-ingles-frente-a-los-jovenes-segun-informe">diario.elmundo.sv</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Manizales vivirá el Festival Municipal de Bandas Sinfónicas con el talento de más de 15 instituciones educativas – Centro de Información – Alcaldía de Manizales</title>
<link>https://sdgtalks.ai/Es/manizales-vivira-el-festival-municipal-de-bandas-sinfonicas-con-el-talento-de-mas-de-15-instituciones-educativas-centro-de-informacion-alcaldia-de-manizales</link>
<guid>https://sdgtalks.ai/Es/manizales-vivira-el-festival-municipal-de-bandas-sinfonicas-con-el-talento-de-mas-de-15-instituciones-educativas-centro-de-informacion-alcaldia-de-manizales</guid>
<description><![CDATA[ Manizales vivirá el Festival Municipal de Bandas Sinfónicas con el talento de más de 15 instituciones educativas  Centro de Información – Alcaldía de Manizales ]]></description>
<enclosure url="https://centrodeinformacion.manizales.gov.co/wp-content/uploads/2025/11/f4c8557d-a275-4519-8514-03cf45551757-819x1024.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 04:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Manizales, vivirá, Festival, Municipal, Bandas, Sinfónicas, con, talento, más, instituciones, educativas, –, Centro, Información, –, Alcaldía, Manizales</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe: Festival Municipal de Bandas Sinfónicas Estudiantiles 2025 y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Detalles del Evento</h3>
<ul>
<li><strong>Evento:</strong> Festival Municipal de Bandas Sinfónicas Estudiantiles 2025.</li>
<li><strong>Organizador:</strong> Alcaldía de Manizales, a través de la Secretaría de Educación.</li>
<li><strong>Fecha y Hora:</strong> Domingo 30 de noviembre, de 9:30 a. m. a 2:00 p. m.</li>
<li><strong>Ubicación:</strong> Parque Ernesto Gutiérrez.</li>
<li><strong>Participantes:</strong> Aproximadamente 15 instituciones educativas oficiales.</li>
</ul>
<h3>2. Objetivos del Programa y del Festival</h3>
<p>El festival tiene como propósito fundamental visibilizar los resultados de los procesos de formación musical implementados en los colegios oficiales de la ciudad. Los objetivos específicos se centran en:</p>
<ol>
<li>Fomentar la expresión artística y el talento de los estudiantes.</li>
<li>Fortalecer los procesos pedagógicos vinculados a la educación musical.</li>
<li>Promover la cultura y la integración comunitaria en espacios públicos.</li>
<li>Presentar a la ciudadanía el impacto positivo de la inversión en la cualificación de directores, la dotación de instrumentos y el establecimiento de alianzas estratégicas.</li>
</ol>
<h3>3. Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa del Festival de Bandas Sinfónicas Estudiantiles se alinea directamente con varias metas de la Agenda 2030 para el Desarrollo Sostenible, demostrando el compromiso de la administración municipal con un desarrollo integral.</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El programa de bandas sinfónicas es una manifestación clara del esfuerzo por garantizar una educación inclusiva, equitativa y de calidad. Al fortalecer las habilidades musicales, se promueven competencias transversales como la disciplina, el trabajo en equipo y la creatividad. La inversión en la capacitación de los directores y la dotación y mantenimiento de instrumentos son acciones concretas que elevan la calidad de la oferta educativa en el sector público.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Al centrarse en las instituciones educativas oficiales, el programa asegura que estudiantes de diversos orígenes socioeconómicos tengan acceso a una formación musical de alto nivel. Esta iniciativa contribuye a reducir la brecha de oportunidades, democratizando el acceso a la cultura y al desarrollo de talentos artísticos que de otra manera podrían quedar sin explorar.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>El festival transforma el Parque Ernesto Gutiérrez en un escenario de cohesión social y cultural, fortaleciendo el sentido de pertenencia y la vida comunitaria. Fomentar eventos culturales familiares en espacios públicos seguros e inclusivos es fundamental para construir ciudades más humanas, resilientes y sostenibles, donde se salvaguarda y promueve el patrimonio cultural local.</p>
</li>
<li>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>El éxito del programa, como lo destaca la Secretaría de Educación, se debe en gran parte a las “alianzas interinstitucionales muy provechosas”. Este enfoque colaborativo ejemplifica el espíritu del ODS 17, demostrando que la cooperación entre el gobierno, las instituciones educativas y otros actores es crucial para maximizar el impacto de las políticas públicas y avanzar de manera efectiva hacia el desarrollo sostenible.</p>
</li>
</ul>
<h3>4. Convocatoria a la Comunidad</h3>
<p>La Secretaría de Educación extiende una invitación a todas las familias de Manizales para que asistan al evento. Esta es una oportunidad para que la ciudadanía aprecie directamente los resultados del trabajo formativo y el talento de los jóvenes músicos, y para celebrar un programa que no solo enriquece la vida cultural de la ciudad, sino que también contribuye activamente al cumplimiento de los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en un “Festival Municipal de Bandas Sinfónicas Estudiantiles” organizado por la Secretaría de Educación de Manizales. Este evento es el resultado de “procesos de formación musical escolar” y busca fortalecer los “procesos pedagógicos vinculados a la música en los colegios oficiales”. La iniciativa de cualificar el programa, fortalecer a los directores y dotar de instrumentos a las escuelas contribuye directamente a garantizar una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje artístico para los estudiantes.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>El festival se realiza en un espacio público, el “Parque Ernesto Gutiérrez”, y se invita a “toda la ciudadanía de Manizales”. Esto promueve el acceso universal a espacios públicos seguros e inclusivos para actividades culturales y recreativas. Además, el evento “fomenta la cultura” y la “expresión artística”, lo que contribuye a proteger y salvaguardar el patrimonio cultural local, haciendo de la ciudad un lugar más vibrante y sostenible.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo menciona explícitamente que el fortalecimiento del programa de bandas sinfónicas se ha logrado, en parte, gracias a “alianzas interinstitucionales muy provechosas” y “alianzas estratégicas”. Esto demuestra la colaboración entre diferentes entidades (en este caso, la alcaldía, la secretaría de educación y las instituciones educativas) para alcanzar un objetivo común, lo cual es el núcleo del ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.7:</h3>
<p>Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, incluida la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible. El festival es una manifestación directa de la contribución de la cultura al desarrollo, visibilizando el talento estudiantil y fomentando la apreciación por la expresión artística y cultural en la comunidad.</p>
</li>
<li>
<h3>Meta 4.a:</h3>
<p>Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos. El artículo señala que “hemos entregado instrumentos musicales y se les ha hecho mantenimiento a los que teníamos”, lo que se alinea con la adecuación de los recursos y entornos de aprendizaje para ofrecer una formación musical eficaz.</p>
</li>
<li>
<h3>Meta 11.4:</h3>
<p>Redoblar los esfuerzos para proteger y salvaguardar el patrimonio cultural y natural del mundo. El festival actúa como una plataforma para salvaguardar y promover el patrimonio cultural inmaterial de la ciudad, en este caso, la tradición de las bandas sinfónicas estudiantiles. Al consolidarse como un “escenario de expresión artística que resalta el talento estudiantil”, contribuye a la vitalidad cultural de Manizales.</p>
</li>
<li>
<h3>Meta 17.17:</h3>
<p>Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas. La mención de “alianzas interinstitucionales muy provechosas” y “alianzas estratégicas” como un factor clave en el éxito del programa es un ejemplo claro de la aplicación de esta meta a nivel local para fortalecer la educación y la cultura.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo, al ser de carácter informativo, no presenta datos cuantitativos formales, pero sí menciona o implica varios indicadores cualitativos que pueden usarse para medir el progreso:</p>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.7:</h3>
<p>El artículo describe la existencia de un programa de formación musical escolar y un festival anual, lo cual puede ser un indicador cualitativo de la medida en que la educación para la valoración de la cultura está integrada en el currículo local. La participación de “cerca de 15 colegios oficiales” sirve como un dato concreto sobre el alcance del programa.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 4.a:</h3>
<p>La afirmación “hemos entregado instrumentos musicales y se les ha hecho mantenimiento a los que teníamos” funciona como un indicador del esfuerzo por proveer los recursos materiales necesarios para un entorno de aprendizaje musical efectivo. El número de instrumentos entregados o el presupuesto asignado para su mantenimiento podrían ser los indicadores cuantitativos correspondientes.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 11.4:</h3>
<p>La realización del “Festival Municipal de Bandas Sinfónicas Estudiantiles 2025” es en sí misma un indicador de las actividades realizadas para promover y salvaguardar el patrimonio cultural. El número de eventos culturales públicos organizados por el gobierno local al año podría ser un indicador medible.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 17.17:</h3>
<p>La mención explícita de la existencia de “alianzas interinstitucionales” y “alianzas estratégicas” es un indicador directo de la formación de asociaciones para lograr objetivos de desarrollo. El número y tipo de alianzas establecidas por la Secretaría de Educación para fortalecer sus programas sería un indicador tangible para medir el progreso en esta meta.</p>
</li>
</ul>
<h2>4. Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Identificado o Implícito en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.7:</strong> Asegurar la adquisición de conocimientos para la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</td>
<td>Existencia de programas de formación musical en el currículo escolar y número de colegios participantes (cerca de 15).</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones y entornos de aprendizaje eficaces.</td>
<td>Dotación y mantenimiento de instrumentos musicales en las instituciones educativas.</td>
</tr>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td><strong>11.4:</strong> Redoblar los esfuerzos para proteger y salvaguardar el patrimonio cultural.</td>
<td>Realización de un festival anual para promover una expresión cultural local (bandas sinfónicas estudiantiles).</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.17:</strong> Fomentar y promover la constitución de alianzas eficaces.</td>
<td>Existencia de “alianzas interinstitucionales” y “alianzas estratégicas” para fortalecer el programa educativo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://centrodeinformacion.manizales.gov.co/manizales-vivira-el-festival-municipal-de-bandas-sinfonicas-con-el-talento-de-mas-de-15-instituciones-educativas/">centrodeinformacion.manizales.gov.co</a></strong></p>
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<title>Joven de Arizona llega a la semifinal de Becas al Mérito 2026: esto necesitas saber para postularte – Univision</title>
<link>https://sdgtalks.ai/Es/joven-de-arizona-llega-a-la-semifinal-de-becas-al-merito-2026-esto-necesitas-saber-para-postularte-univision</link>
<guid>https://sdgtalks.ai/Es/joven-de-arizona-llega-a-la-semifinal-de-becas-al-merito-2026-esto-necesitas-saber-para-postularte-univision</guid>
<description><![CDATA[ Joven de Arizona llega a la semifinal de Becas al Mérito 2026: esto necesitas saber para postularte  Univision ]]></description>
<enclosure url="https://www.univision.com/_next/image" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 04:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Joven, Arizona, llega, semifinal, Becas, Mérito, 2026:, esto, necesitas, saber, para, postularte, –, Univision</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Avance en la Educación de Calidad y la Reducción de Desigualdades: Caso del Programa Nacional de Becas al Mérito</h2>
<h3>Análisis del Caso: Nicholas Sneyder y el Acceso a la Educación Superior</h3>
<p>Se reporta el caso del estudiante Nicholas Sneyder, de la Shadow Ridge High School en Arizona, cuyo desempeño académico sobresaliente le ha permitido avanzar a las semifinales del Programa Nacional de Becas al Mérito 2026. Este evento subraya la importancia de los sistemas de apoyo para el acceso a la educación superior.</p>
<ul>
<li><b>Logro Académico:</b> Clasificación a las semifinales del Programa Nacional de Becas al Mérito 2026.</li>
<li><b>Criterio de Selección:</b> Desempeño destacado en el examen de calificación.</li>
<li><b>Oportunidad Futura:</b> Elegibilidad para competir por una de las 6,000 becas destinadas a financiar la educación superior.</li>
<li><b>Impacto Familiar y Social:</b> El logro ha sido motivo de orgullo familiar, reflejando el valor que la comunidad otorga a la educación como pilar del desarrollo.</li>
</ul>
<h3>Vinculación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El caso de Nicholas Sneyder y el programa de becas en el que participa son un claro ejemplo de acciones que contribuyen directamente al cumplimiento de la Agenda 2030 para el Desarrollo Sostenible. A continuación, se detalla la correlación con los ODS pertinentes:</p>
<ol>
<li><b>ODS 4: Educación de Calidad.</b> El programa promueve el acceso equitativo a una formación superior de calidad (Meta 4.3). Al ofrecer becas basadas en el mérito, se incentiva la excelencia académica y se eliminan barreras para que los jóvenes talentosos puedan continuar su formación, garantizando una educación inclusiva y equitativa.</li>
<li><b>ODS 10: Reducción de las Desigualdades.</b> Las becas son un mecanismo fundamental para reducir las desigualdades de oportunidades (Meta 10.2). Aseguran que el potencial de un estudiante no se vea limitado por su contexto socioeconómico, promoviendo la movilidad social y la igualdad en el acceso a recursos educativos.</li>
<li><b>ODS 1: Fin de la Pobreza.</b> Al facilitar el acceso a la educación universitaria, se incrementan las probabilidades de que los graduados obtengan un empleo digno y bien remunerado, lo que constituye una herramienta poderosa para romper ciclos de pobreza intergeneracional (Meta 1.2).</li>
</ol>
<h3>Conclusiones e Implicaciones para el Desarrollo Sostenible</h3>
<p>El éxito de estudiantes como Nicholas Sneyder, a través de programas de mérito académico, demuestra la efectividad de estas iniciativas como catalizadores del desarrollo sostenible.</p>
<ul>
<li>Estos programas son cruciales para fomentar la igualdad de oportunidades y construir una sociedad más justa.</li>
<li>La inversión en la educación de los jóvenes es una inversión directa en el capital humano que impulsará el crecimiento económico sostenible y la innovación (ODS 8).</li>
<li>El fortalecimiento y la expansión de los sistemas de becas y apoyo financiero son esenciales para asegurar que nadie se quede atrás, en total alineación con los principios fundamentales de los Objetivos de Desarrollo Sostenible.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<ol>
<li>
<h3>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El principal Objetivo de Desarrollo Sostenible (ODS) que se aborda en el artículo es:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> Este objetivo busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. El artículo se centra en el logro académico de un estudiante y su oportunidad de obtener una beca para financiar su “educación superior”, lo cual está directamente relacionado con el acceso a una educación de calidad en niveles avanzados.</li>
</ul>
</li>
<li>
<h3>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en el contenido del artículo, se pueden identificar las siguientes metas específicas del ODS 4:</p>
<ul>
<li><strong>Meta 4.3:</strong> <em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.”</em> El artículo destaca el caso de Nicholas Sneyder, quien, a través de su mérito académico, compite por una beca que le facilitará el acceso a la educación superior. El programa de becas es un mecanismo que promueve el acceso a la universidad basándose en el rendimiento, contribuyendo a esta meta.</li>
<li><strong>Meta 4.b:</strong> <em>“Para 2020, aumentar considerablemente a nivel mundial el número de becas disponibles para los países en desarrollo… para que sus estudiantes puedan matricularse en programas de enseñanza superior…”</em> Aunque el artículo se enfoca en un estudiante en Estados Unidos y no en un país en desarrollo, ilustra el principio fundamental de esta meta: la importancia de las becas como herramienta para facilitar el acceso a la educación superior. La mención de “6,000 becas” disponibles en el programa subraya la escala de este tipo de iniciativas de ayuda financiera.</li>
</ul>
</li>
<li>
<h3>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, aunque no se presentan como datos estadísticos formales, hay indicadores implícitos en el artículo:</p>
<ul>
<li><strong>Indicador relacionado con la Meta 4.3:</strong> Un indicador oficial es la <em>tasa de participación en la enseñanza superior</em>. El caso de Nicholas Sneyder representa un ejemplo individual de participación en el proceso de acceso a la educación superior, que es lo que este indicador mide a nivel agregado. Su historia personaliza el dato estadístico.</li>
<li><strong>Indicador relacionado con la Meta 4.b (Indicador 4.b.1):</strong> El indicador oficial es el <em>“Volumen de la asistencia oficial para el desarrollo destinada a becas”</em>. El artículo menciona explícitamente que el programa ofrece “una de las 6,000 becas”. Este número, aunque no es una cifra de asistencia oficial para el desarrollo, funciona como un indicador cuantificable del número de oportunidades de ayuda financiera (becas) disponibles, lo que permite medir el esfuerzo para hacer la educación superior más accesible.</li>
</ul>
</li>
<li>
<h3>Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</li>
<li><strong>4.b:</strong> Aumentar considerablemente el número de becas disponibles para la enseñanza superior.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Implícito para 4.3:</strong> Participación de un estudiante en un programa que facilita el acceso a la educación superior.</li>
<li><strong>Implícito para 4.b:</strong> La mención específica de “6,000 becas” como una medida del número de oportunidades de ayuda financiera disponibles.</li>
</ul>
</td>
</tr>
</tbody>
</table>
</li>
</ol>
<p></p>
<p><strong>Fuente: <a href="https://www.univision.com/local/arizona-ktvw/joven-de-arizona-llega-a-la-semifinal-de-becas-al-merito-2026-esto-necesitas-saber-para-postularte-video">univision.com</a></strong></p>
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<title>Brecha educativa en Perú: Solo un 2% de adultos finaliza Educación Básica Alternativa – El Comercio Perú</title>
<link>https://sdgtalks.ai/Es/brecha-educativa-en-peru-solo-un-2-de-adultos-finaliza-educacion-basica-alternativa-el-comercio-peru</link>
<guid>https://sdgtalks.ai/Es/brecha-educativa-en-peru-solo-un-2-de-adultos-finaliza-educacion-basica-alternativa-el-comercio-peru</guid>
<description><![CDATA[ Brecha educativa en Perú: Solo un 2% de adultos finaliza Educación Básica Alternativa  El Comercio Perú ]]></description>
<enclosure url="https://d2q2xcgw42pqkv.cloudfront.net/config/src/elcomercio/cortadores/img/desde_redaccion.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 04:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Brecha, educativa, Perú:, Solo, adultos, finaliza, Educación, Básica, Alternativa, –, Comercio, Perú</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Situación de la Educación Básica Alternativa (EBA) en el Marco de los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción: El Desafío de la Educación Inclusiva y Equitativa (ODS 4)</h3>
<p>El presente informe analiza el estado actual de la Educación Básica Alternativa (EBA) en Perú, evaluando su alineación con el Objetivo de Desarrollo Sostenible 4 (Educación de Calidad), que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. Los datos revelan un retroceso significativo en la matrícula y en la asignación de docentes, lo que representa una barrera crítica para el cumplimiento de las metas de la Agenda 2030, especialmente en lo que respecta a la población joven y adulta que no ha completado su educación básica.</p>
<h3>2. Análisis de la Cobertura y Matrícula</h3>
<p>Las cifras post-pandemia indican una contracción preocupante en el alcance de la EBA, alejando al país del objetivo de universalizar el acceso a la educación.</p>
<ul>
<li><b>Reducción de Matrícula:</b> En 2024, se registraron 193,511 estudiantes, una disminución del 10% en comparación con los niveles de 2019.</li>
<li><b>Reducción de Docentes:</b> El número de maestros asignados a la EBA descendió a 12,735, una caída del 1.1% respecto a 2019.</li>
<li><b>Brecha Educativa Crítica:</b> La oferta actual de la EBA solo cubre al 2.43% de los ocho millones de peruanos que no han concluido la educación escolar, evidenciando una falla sistémica en la provisión de segundas oportunidades educativas, un pilar del ODS 4.</li>
</ul>
<p>La tendencia histórica muestra que el pico de matrícula se alcanzó en 2016 con más de 226,000 estudiantes, un 15% más que la cifra actual. Aunque ha habido una leve recuperación desde el punto más bajo en 2022 (188,613 inscritos), el sistema está lejos de satisfacer la demanda real.</p>
<h3>3. Desigualdades Territoriales y Financieras (ODS 10)</h3>
<p>La distribución de recursos y el acceso a la EBA no son uniformes en el territorio nacional, lo que agrava las desigualdades existentes y contraviene el ODS 10 (Reducción de las Desigualdades).</p>
<h4>3.1. Disparidades en la Matrícula Regional</h4>
<ul>
<li><b>Regiones en Retroceso:</b> Lima Metropolitana y otras 18 regiones experimentaron una reducción en el número de estudiantes entre 2019 y 2024.</li>
<li><b>Regiones con Avances:</b> Únicamente Amazonas, Apurímac, Ayacucho, Huancavelica, San Martín, Ucayali y Lima Provincias mostraron un incremento en la matrícula de adultos.</li>
</ul>
<h4>3.2. Brecha de Financiamiento y su Impacto en la Equidad</h4>
<p>La inversión estatal en la EBA es marcadamente insuficiente y desigual, lo que perpetúa ciclos de pobreza (ODS 1) y limita las oportunidades de trabajo decente (ODS 8).</p>
<ul>
<li><b>Inversión Total:</b> El Estado asigna S/749.7 millones a la EBA, lo que representa apenas el 7% del presupuesto total de la cartera de educación (S/10,375 millones), a pesar de que la población objetivo (8 millones) supera a la de la educación básica regular pública (6.7 millones).</li>
<li><b>Inversión por Alumno:</b> Se observan brechas extremas que violan el principio de equidad:
<ul>
<li>En regiones con alta necesidad educativa como Huánuco, Cajamarca, Loreto y Ayacucho, la inversión por alumno es inferior a S/3,300.</li>
<li>Esta cifra es menos de un tercio del promedio nacional (S/10,034 por alumno).</li>
<li>En contraste, Lima Metropolitana recibe una inversión superior a los S/26,000 por alumno.</li>
</ul>
</li>
</ul>
<h3>4. Conclusiones y Recomendaciones Estratégicas para la Agenda 2030</h3>
<p>La EBA ha sido relegada en términos presupuestarios, lo cual representa una tarea pendiente crucial para el desarrollo sostenible del país. Para revertir esta tendencia y avanzar hacia los ODS, se proponen las siguientes acciones:</p>
<ol>
<li><b>Priorización Presupuestaria (ODS 4 y 10):</b> Es imperativo redirigir recursos hacia la EBA, aprovechando la estabilización de la matrícula en la educación básica regular. Esto permitirá ampliar la cobertura y mejorar la calidad del servicio para la población adulta vulnerable.</li>
<li><b>Inversión en Capital Humano Docente:</b> Se debe no solo mejorar los salarios, sino también crear nuevas plazas docentes, ofrecer incentivos y fortalecer la formación continua, asegurando una educación de calidad.</li>
<li><b>Enfoque Intersectorial (ODS 17):</b> La EBA debe ser abordada como una política pública integral que trasciende al Ministerio de Educación. Es fundamental establecer alianzas (ODS 17) con otros sectores para atender las condiciones de vulnerabilidad social de los estudiantes adultos, vinculando la educación con programas de empleo, salud y desarrollo social para garantizar un impacto real en la reducción de la pobreza (ODS 1) y la promoción del trabajo decente (ODS 8).</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra directamente en la Educación Básica Alternativa (EBA), una modalidad educativa destinada a garantizar que jóvenes y adultos que no completaron su educación básica puedan hacerlo. Esto se alinea con el objetivo general del ODS 4 de “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</li>
<li>Se discute la brecha educativa, mencionando que hay “ocho millones que no terminaron el colegio”, y cómo la oferta actual de la EBA solo cubre al 2,43% de esta población, lo que evidencia un desafío directo para alcanzar la educación universal.</li>
<li>También se aborda la calidad y los recursos, al señalar la disminución en el número de docentes y el bajo financiamiento público, lo que afecta la capacidad del sistema para ofrecer una educación de calidad.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El artículo destaca las profundas desigualdades en la inversión educativa entre diferentes regiones del Perú. Se menciona explícitamente que “las regiones con la mayor brecha de educación en adultos reciben montos menores de inversión por alumno de la EBA”.</li>
<li>Se proporcionan datos concretos que ilustran esta desigualdad: mientras en Lima Metropolitana se invierten más de S/26 mil por alumno, en regiones con alta necesidad como Huánuco, Cajamarca, Loreto y Ayacucho, la inversión es menor a S/3.300. Esto contraviene el principio de reducir las desigualdades dentro de los países.</li>
<li>El exministro de Educación señala que los alumnos de esta modalidad son en su mayoría “adultos que también se encuentran en condiciones de vulnerabilidad social”, lo que subraya que la falta de inversión afecta a los grupos más desfavorecidos, exacerbando las desigualdades existentes.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Meta 4.5: Asegurar el acceso igualitario a todos los niveles de la enseñanza para las personas vulnerables.</h3>
<ul>
<li>Esta meta busca “eliminar las disparidades […] en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza […] para las personas vulnerables”. El artículo se enfoca en la población adulta que no terminó el colegio, un grupo vulnerable. La enorme disparidad en la inversión por alumno entre regiones (Lima vs. Huánuco) demuestra que el acceso igualitario a una educación de calidad no se está cumpliendo, lo cual es el núcleo de esta meta.</li>
</ul>
<h3>Meta 4.6: Asegurar que todos los jóvenes y una proporción considerable de los adultos estén alfabetizados y tengan nociones elementales de aritmética.</h3>
<ul>
<li>El objetivo de la EBA es precisamente atender a los “ocho millones que no terminaron el colegio”, proveyéndoles la formación básica que les falta. El artículo analiza la insuficiencia de la matrícula actual (193.511 estudiantes) para cubrir esta demanda, lo que indica que el país está lejos de alcanzar esta meta. El progreso hacia esta meta se mide directamente por la capacidad del sistema EBA para expandirse y ser efectivo.</li>
</ul>
<h3>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados.</h3>
<ul>
<li>El artículo informa que el número de docentes en la EBA ha disminuido un 1,1% desde 2019, pasando a 12.735 en 2024. Además, cita al exministro Daniel Alfaro, quien subraya la necesidad de “aumentar las nuevas plazas” y “mejorar la formación de los docentes”. Esto se conecta directamente con la meta de aumentar la oferta de maestros calificados, un recurso indispensable para una educación de calidad.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo proporciona varios datos cuantitativos que funcionan como indicadores para medir el progreso:</p>
<ul>
<li><b>Número de estudiantes matriculados en la EBA (193.511 en 2024):</b> Este es un indicador directo de la participación en programas de educación para jóvenes y adultos, relevante para la Meta 4.6. La tendencia a la baja o al estancamiento de esta cifra, como se describe en el texto, indica un retroceso o falta de progreso.</li>
<li><b>Porcentaje de la población objetivo cubierta (2,43%):</b> El artículo calcula que los matriculados actuales representan solo el 2,43% de los ocho millones que no terminaron el colegio. Este indicador es crucial para medir la escala del desafío y la adecuación de la respuesta del sistema educativo, relacionado con la Meta 4.6.</li>
<li><b>Número de docentes en la EBA (12.735 en 2024):</b> Este dato sirve como un indicador para la Meta 4.c. La disminución reportada (-1,1% desde 2019) es una señal de alerta sobre la disponibilidad de recursos humanos para la enseñanza.</li>
<li><b>Inversión pública por alumno, desagregada por región (S/26 mil en Lima vs.  Este es un indicador poderoso para la Meta 4.5 y el ODS 10. Mide directamente la desigualdad en la asignación de recursos financieros para la educación, mostrando dónde se concentran las brechas de equidad.</b></li>
<li><b>Presupuesto total asignado a la EBA (S/749,7 millones):</b> Este indicador financiero general refleja el nivel de prioridad y compromiso del gobierno con la educación de adultos, lo que impacta en todas las metas mencionadas.</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.6:</b> Asegurar que una proporción considerable de los adultos esté alfabetizada y tenga nociones de aritmética.</td>
<td>
<ul>
<li>Número de estudiantes matriculados en la Educación Básica Alternativa (EBA).</li>
<li>Porcentaje de la población objetivo (que no terminó el colegio) que está matriculada en la EBA (2,43%).</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.c:</b> Aumentar la oferta de docentes calificados.</td>
<td>
<ul>
<li>Número total de docentes asignados a la EBA (12.735).</li>
<li>Variación en el número de docentes en comparación con años anteriores (-1,1% vs. 2019).</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>Meta 4.5 (relacionada):</b> Asegurar el acceso igualitario a la enseñanza para personas vulnerables.</td>
<td>
<ul>
<li>Inversión pública por alumno de la EBA, desagregada por región (ej. Lima Metropolitana vs. Huánuco, Cajamarca).</li>
<li>Brecha en la inversión por alumno entre la región con mayor inversión y las de menor inversión.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elcomercio.pe/ecdata/minedu-jose-jeri-brecha-educativa-critica-millones-de-adultos-no-concluyen-la-secundaria-y-solo-una-minima-parte-ingresa-a-la-educacion-basica-alternativa-eba-ceba-inei-pedro-castillo-martin-vizcarra-educacion-basica-tlcaudio-noticia/">elcomercio.pe</a></strong></p>
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<item>
<title>En ARGENTINA: El experimento educativo libertario mostró su verdadero rostro – Insurgencia Magisterial</title>
<link>https://sdgtalks.ai/Es/en-argentina-el-experimento-educativo-libertario-mostro-su-verdadero-rostro-insurgencia-magisterial</link>
<guid>https://sdgtalks.ai/Es/en-argentina-el-experimento-educativo-libertario-mostro-su-verdadero-rostro-insurgencia-magisterial</guid>
<description><![CDATA[ En ARGENTINA: El experimento educativo libertario mostró su verdadero rostro  Insurgencia Magisterial ]]></description>
<enclosure url="https://insurgenciamagisterial.com/wp-content/uploads/2025/06/PDF-descargar-3.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 04:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>ARGENTINA:, experimento, educativo, libertario, mostró, verdadero, rostro, –, Insurgencia, Magisterial</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Propuesta de Reforma Educativa en Argentina y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Referencia: Análisis del borrador filtrado del 26 de noviembre de 2025</h3>
<p><b>Fecha del Informe:</b> 28 de noviembre de 2025<br><b>Basado en el análisis de:</b> Nicolas Schamne</p>
<h2>1. Contexto de la Propuesta: Transparencia y Gobernanza Institucional</h2>
<p>La filtración de un borrador de reforma educativa ha revelado una estrategia gubernamental que contraviene principios fundamentales de gobernanza democrática y participación ciudadana, elementos clave del <b>Objetivo de Desarrollo Sostenible 16 (Paz, Justicia e Instituciones Sólidas)</b>. La planificación se llevó a cabo en secreto, con la intención de evitar el debate público.</p>
<ul>
<li><b>Falta de Transparencia:</b> El proyecto fue desarrollado a puertas cerradas, buscando una aprobación legislativa favorable sin consulta social.</li>
<li><b>Violación de la Confianza Pública:</b> La necesidad de un “acuerdo de confidencialidad” para discutir una reforma de interés nacional socava la transparencia y la rendición de cuentas que exige el ODS 16.</li>
<li><b>Debilitamiento Institucional:</b> La suspensión del Consejo de Mayo, concebido como un espacio de diálogo, evidencia un retroceso en la construcción de instituciones participativas y eficaces, y va en contra del espíritu del <b>ODS 17 (Alianzas para lograr los Objetivos)</b>.</li>
</ul>
<h2>2. Análisis del Contenido de la Reforma y su Contradicción con el ODS 4 (Educación de Calidad)</h2>
<p>El núcleo de la propuesta representa un desmantelamiento de la estructura educativa nacional, lo que amenaza directamente la consecución del <b>ODS 4</b>, que busca garantizar una educación inclusiva, equitativa y de calidad para todos.</p>
<h3>2.1. Derogación de la Ley Nacional de Educación</h3>
<p>La propuesta de derogar la Ley 26.206 elimina el marco que asegura un estándar educativo común en todo el país. Las implicaciones directas sobre el ODS 4 son:</p>
<ol>
<li><b>Pérdida de Equidad:</b> Al permitir que cada escuela defina su propio programa pedagógico y calendario, se elimina el piso común de conocimientos, generando una profunda inequidad. La educación de un ciudadano dependerá de su código postal y no de un derecho garantizado.</li>
<li><b>Fragmentación del Sistema:</b> Se promueve un mosaico de ofertas educativas sin cohesión, lo que dificulta la movilidad de los estudiantes y la validación de estudios, afectando el acceso a oportunidades de aprendizaje permanente.</li>
<li><b>Riesgo para la Calidad:</b> La ausencia de estándares mínimos abre la puerta a “experimentos improvisados” que no garantizan una educación de calidad, uno de los pilares del ODS 4.</li>
</ol>
<h3>2.2. Desplazamiento de la Responsabilidad del Estado a las Familias</h3>
<p>La promoción de la educación en casa y modelos híbridos se presenta como una “ampliación de derechos”, pero en la práctica constituye una retirada del Estado de su rol como garante de la educación.</p>
<ul>
<li><b>Transferencia de Carga:</b> La responsabilidad económica, logística y pedagógica recae sobre las familias, lo que es inviable para una gran mayoría y profundiza las brechas sociales.</li>
<li><b>Erosión del Derecho Colectivo:</b> La educación deja de ser un bien público y un pacto social para convertirse en una responsabilidad individual, contradiciendo el principio de educación inclusiva y universal del ODS 4.</li>
</ul>
<h2>3. Impacto Socioeconómico y Amenazas a Otros ODS</h2>
<p>La reforma no solo afecta a la educación, sino que tiene consecuencias directas sobre la igualdad, la reducción de la pobreza y el desarrollo económico sostenible.</p>
<h3>3.1. Aumento de la Desigualdad (ODS 10)</h3>
<p>El modelo propuesto convierte la educación en un bien de mercado, formalizando la desigualdad y contraviniendo el <b>Objetivo de Desarrollo Sostenible 10 (Reducción de las Desigualdades)</b>.</p>
<ul>
<li><b>Segmentación Social:</b> Se crea un sistema educativo dual, donde quienes pueden pagar acceden a una educación de calidad y quienes no, quedan relegados a un sistema público desfinanciado y sin estándares.</li>
<li><b>Barrera a la Movilidad Social:</b> Se desmantela el motor histórico de movilidad social en Argentina, consolidando las desigualdades estructurales de una generación a la siguiente.</li>
</ul>
<h3>3.2. Obstáculos para el Fin de la Pobreza y el Crecimiento Económico (ODS 1 y ODS 8)</h3>
<p>Al debilitar la educación pública, la reforma compromete el futuro del país y su capacidad para alcanzar otros objetivos cruciales de la Agenda 2030.</p>
<ul>
<li><b>Perpetuación de la Pobreza (ODS 1):</b> Una educación pública debilitada limita las oportunidades de las poblaciones más vulnerables, atrapándolas en ciclos de pobreza.</li>
<li><b>Impacto en el Crecimiento Económico (ODS 8):</b> La falta de un sistema educativo sólido y coherente impide la formación del capital humano necesario para el trabajo decente y el crecimiento económico sostenible.</li>
</ul>
<h2>4. Conclusión: Una Reforma en Sentido Opuesto a la Agenda 2030</h2>
<p>El experimento educativo propuesto representa un retroceso significativo en el compromiso de Argentina con los Objetivos de Desarrollo Sostenible. Al transformar la educación en un bien transaccional y retirar la responsabilidad del Estado, la reforma amenaza con profundizar la desigualdad, debilitar las instituciones y recortar el futuro del país.</p>
<p>Es imperativo abrir un debate público, transparente e informado que ponga en el centro la defensa de la educación como un derecho humano fundamental y como la principal herramienta para construir una sociedad más justa, equitativa y sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo central, ya que todo el artículo se enfoca en una propuesta de reforma educativa en Argentina. El texto critica el proyecto por atentar directamente contra la garantía de una “educación pública, gratuita y de calidad”, que es el pilar de este ODS. La propuesta de derogar la Ley Nacional de Educación y permitir que cada escuela defina su propio programa sin “estándares mínimos” ni un “piso común” amenaza la calidad y la coherencia del sistema educativo nacional.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo argumenta de manera contundente que la reforma propuesta aumentará la desigualdad. Frases como “la trayectoria escolar dependerá más del código postal que de un derecho garantizado por el Estado” y “quienes no [puedan pagar], quedarán atrapados en un sistema que formaliza la desigualdad” conectan directamente con la misión de este ODS. La crítica se centra en que la transformación de la educación en un “mercado sin reglas” beneficiará a quienes pueden pagar, dejando atrás a los más vulnerables y profundizando las brechas sociales.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Este ODS es relevante debido a la forma en que se describe el proceso de la reforma. El artículo denuncia la falta de transparencia, participación y diálogo, mencionando que la reforma fue “planificada entre sombras” y que el gobierno necesitaba “silencio para avanzar”. Se critica la ausencia de “participación social” y el uso de “reuniones discretas” y un “acuerdo de confidencialidad”. Esto se opone a los principios del ODS 16, que promueve instituciones responsables, inclusivas y transparentes en la toma de decisiones.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad.</h3>
<p>El artículo sugiere que esta meta está en grave riesgo. La propuesta de eliminar un marco educativo común y reducir el gasto público amenaza la calidad y la equidad. La idea de que el sistema se convierta en un “mosaico de ofertas educativas” implica que la calidad no será uniforme ni garantizada para todos, y el retiro del Estado pone en duda la gratuidad y el acceso universal.</p>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades […] en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza […] para las personas vulnerables.</h3>
<p>Esta meta es directamente contrariada por el proyecto descrito. El autor sostiene que la reforma no busca eliminar disparidades, sino que “formaliza la desigualdad”. Al desplazar la responsabilidad del Estado a las familias, el acceso a una educación de calidad dependerá de la capacidad económica, afectando desproporcionadamente a los sectores más vulnerables de la sociedad.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</h3>
<p>La crítica central del artículo es que la reforma destruye la igualdad de oportunidades. Al afirmar que la educación dejará de ser “el pacto social que iguala, integra y proyecta” para convertirse en un “bien transaccional”, se señala una amenaza directa a esta meta. La falta de un “horizonte compartido” implica que los resultados educativos estarán fuertemente segmentados por el origen socioeconómico.</p>
</li>
<li>
<h3>Meta 16.7: Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades.</h3>
<p>El artículo denuncia que el proceso de elaboración de la reforma viola esta meta. Se describe un método basado en el “secretismo” y la “cero participación social”, donde un “comité cerrado de afinidades libertarias” toma decisiones que afectan a toda la sociedad sin un debate público abierto, lo cual es el antónimo de un proceso inclusivo y participativo.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador implícito relacionado con el gasto público en educación (relevante para ODS 4).</h3>
<p>Aunque no se cita un número, el artículo menciona explícitamente que “la reforma escolar funciona como la pieza clave para reducir el gasto público”. Un indicador clave para medir el impacto de esta política sería el porcentaje del presupuesto nacional o del PIB destinado a la educación. Una disminución en este indicador reflejaría la tendencia de “desfinanciar la escuela” que el autor denuncia.</p>
</li>
<li>
<h3>Indicador 4.5.1: Índices de paridad (por ejemplo, por quintil de riqueza).</h3>
<p>Este indicador mide la igualdad en el acceso y los resultados educativos entre diferentes grupos socioeconómicos. El artículo sugiere que la reforma impactaría negativamente en este indicador, al crear un sistema donde “quienes puedan pagar cubrirán el vacío” y los demás quedarán atrás. El análisis de las brechas en el rendimiento académico entre estudiantes de escuelas en zonas de altos y bajos ingresos sería una forma de medir el “sistema que formaliza la desigualdad” descrito.</p>
</li>
<li>
<h3>Indicador implícito sobre estándares de aprendizaje (relevante para la Meta 4.1).</h3>
<p>El artículo critica la falta de “estándares mínimos” y un “piso común”. Aunque no se menciona un indicador específico como las pruebas PISA o evaluaciones nacionales estandarizadas, la eliminación de un currículo nacional impediría la medición comparativa del progreso educativo. La ausencia o fragmentación de estos datos sería, en sí misma, un indicador del desmantelamiento de un sistema educativo cohesivo.</p>
</li>
</ul>
<h2>4. Tabla ‘ODS, metas e indicadores’</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.1:</strong> Asegurar una enseñanza primaria y secundaria gratuita, equitativa y de calidad.</li>
<li><strong>4.5:</strong> Eliminar las disparidades y asegurar el acceso igualitario para personas vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Gasto público en educación:</strong> El artículo menciona la intención de “reducir el gasto público” en educación.</li>
<li><strong>Estándares mínimos de aprendizaje:</strong> Se critica la ausencia de un “piso común”, lo que impediría medir de forma estandarizada los resultados del aprendizaje.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Índice de paridad por nivel de riqueza (Indicador 4.5.1):</strong> Implícito en la afirmación de que el sistema “formaliza la desigualdad” y que la educación dependerá del “código postal”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li><strong>16.7:</strong> Garantizar la adopción de decisiones inclusivas, participativas y representativas.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Nivel de participación social en procesos legislativos:</strong> Implícito en la crítica a la “cero participación social” y el “secretismo” en la elaboración de la reforma.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://insurgenciamagisterial.com/en-argentina-el-experimento-educativo-libertario-mostro-su-verdadero-rostro/">insurgenciamagisterial.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>El ascenso educativo del sur de EE UU: cuatro lecciones para España – EL PAÍS</title>
<link>https://sdgtalks.ai/Es/el-ascenso-educativo-del-sur-de-ee-uu-cuatro-lecciones-para-espana-el-pais</link>
<guid>https://sdgtalks.ai/Es/el-ascenso-educativo-del-sur-de-ee-uu-cuatro-lecciones-para-espana-el-pais</guid>
<description><![CDATA[ El ascenso educativo del sur de EE UU: cuatro lecciones para España  EL PAÍS ]]></description>
<enclosure url="https://imagenes.elpais.com/resizer/v2/GK32ALKFYOHDBV4GUTIW37TLO4.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 04:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>ascenso, educativo, del, sur, UU:, cuatro, lecciones, para, España, –, PAÍS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Estrategias Educativas y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Contexto Global y Desafíos en el Cumplimiento del ODS 4</h3>
<p>En un contexto de declive generalizado en los resultados de aprendizaje en numerosos países occidentales, incluido España, la consecución del <b>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</b> enfrenta serios desafíos. Mientras los sistemas educativos se ven inmersos en debates que no abordan el núcleo del problema, la falta de políticas con objetivos claros y medibles obstaculiza la mejora del aprendizaje real del alumnado. Esta situación contrasta notablemente con la revolución en política educativa que se está produciendo en los estados del sur de Estados Unidos.</p>
<h3>2. El “Ascenso del Sur”: Un Modelo de Mejora Educativa y Equidad (ODS 10)</h3>
<p>El fenómeno conocido como “Ascenso del Sur” (<i>Southern Surge</i>) representa un caso de éxito sin precedentes. Estados con bajos recursos como Misisipi, Luisiana o Tennessee, que históricamente ocupaban las últimas posiciones en rendimiento académico, han logrado mejoras significativas en un contexto de caída global. Este avance no solo impacta directamente en el <b>ODS 4</b>, sino que también constituye un logro fundamental para el <b>ODS 10 (Reducción de las Desigualdades)</b>.</p>
<ul>
<li><b>Caso de Misisipi:</b> Pasó de ser el estado con peores niveles de lectura a alcanzar la media nacional. Este éxito se logró elevando específicamente los resultados de la minoría afroamericana, cuyos alumnos pasaron del puesto 43 al tercer puesto a nivel nacional en dos décadas, un claro ejemplo de cómo cerrar las brechas de desigualdad.</li>
<li><b>Caso de Tennessee:</b> Registró la mejora más rápida del país en matemáticas para el 8º curso.</li>
</ul>
<p>Estos resultados no fueron producto del azar, sino de una inversión inteligente y una implementación rigurosa de políticas educativas enfocadas.</p>
<h2>Lecciones Clave para la Implementación de Políticas Educativas Alineadas con los ODS</h2>
<p>El modelo del “Ascenso del Sur” ofrece cuatro lecciones fundamentales que pueden guiar la formulación de políticas educativas orientadas a cumplir con la Agenda 2030.</p>
<ol>
<li>
<h3>Materiales Curriculares de Calidad como Pilar del ODS 4</h3>
<p>Para garantizar que todos los niños y niñas completen una educación primaria y secundaria equitativa y de calidad (<b>Meta 4.1 de los ODS</b>), es imperativo centrarse en la calidad de los materiales curriculares.</p>
<ul>
<li><b>Lectura:</b> Se abandonó el método de lectura global en favor de una enseñanza explícita y sistemática en fonética y fonología. Se promovieron además textos ricos en conocimiento de historia, ciencia y geografía, vinculando competencias y contenidos.</li>
<li><b>Matemáticas:</b> Se establecieron estándares claros de aprendizaje y se aseguró una comprensión profunda de la materia por parte del profesorado, promoviendo una enseñanza basada en principios sólidos y secuencias lógicas.</li>
<li><b>Evaluación de Materiales:</b> A diferencia de España, estos estados implementaron instituciones para revisar y validar la calidad de los materiales curriculares antes de su uso en las aulas, garantizando así un estándar mínimo de calidad.</li>
</ul>
</li>
<li>
<h3>Repensar la Repetición de Curso como Herramienta de Intervención Temprana</h3>
<p>Varios estados adoptaron leyes que contemplan la repetición de curso en primaria (alrededor de los 8-9 años) como una medida formativa y de prevención. El objetivo es asegurar que todos los alumnos adquieran la competencia lectora fundamental (“saber leer para poder aprender”), un pilar para el aprendizaje a lo largo de toda la vida (<b>ODS 4</b>). Esta política se aleja de un enfoque punitivo al combinarse con:</p>
<ul>
<li>Apoyo intensificado e individualizado para los alumnos en riesgo o que repiten curso.</li>
<li>Medidas de acompañamiento y refuerzo antes, durante y después del proceso.</li>
</ul>
<p>Evaluaciones de impacto han demostrado efectos positivos a corto plazo en lectura y matemáticas, alineándose con el principio de “no dejar a nadie atrás”.</p>
</li>
<li>
<h3>La Implementación como Clave para Instituciones Sólidas (ODS 16)</h3>
<p>El éxito de estas reformas reside en una implementación meticulosa, lo que demuestra la fortaleza y eficacia de las instituciones educativas, un principio fundamental del <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b>. En lugar de financiar proyectos dispersos, los recursos se concentraron en ejecutar correctamente la nueva visión.</p>
<ul>
<li><b>Revisión Profesional:</b> Se realizaron revisiones exhaustivas del material curricular.</li>
<li><b>Formación Docente:</b> Se desarrollaron guías y materiales prácticos, formando a la totalidad del profesorado con una remuneración específica. En Tennessee, el 96% de los docentes recibió formación sobre el uso de los nuevos materiales de lectura.</li>
<li><b>Figuras de Apoyo:</b> Se contrataron formadores y especialistas (<i>coaches</i>) para asegurar el tiempo y la calidad de la formación docente.</li>
</ul>
</li>
<li>
<h3>Uso de Datos para el Seguimiento y la Mejora Continua</h3>
<p>El progreso real exige un seguimiento riguroso basado en datos. Proteger el derecho a la educación implica evaluar periódicamente si se están alcanzando los objetivos de aprendizaje. El “Ascenso del Sur” se sostuvo sobre una gestión de datos ejemplar para monitorizar el avance hacia el <b>ODS 4</b>.</p>
<ul>
<li><b>Seguimiento Integral:</b> Se monitorizó desde la formación del profesorado hasta el aprendizaje de los alumnos.</li>
<li><b>Toma de Decisiones Informada:</b> Los datos no se usaron solo para medir resultados finales, sino para ajustar la implementación en tiempo real y guiar las decisiones pedagógicas a nivel de centro.</li>
</ul>
</li>
</ol>
<h2>Conclusiones: Hacia una Política Educativa Basada en la Evidencia y los ODS</h2>
<p>El modelo del “Ascenso del Sur” demuestra que es posible lograr avances significativos en educación combinando elementos como estándares rigurosos y evaluación intensiva con una fuerte inversión pública, foco en la equidad y un apoyo decidido al profesorado. Aborda tanto los procesos como los resultados, logrando reducir las brechas de aprendizaje y promoviendo la igualdad de oportunidades (<b>ODS 10</b>).</p>
<p>La lección principal es la necesidad de un cambio radical en la formulación de políticas educativas, trasladando el foco del “qué” al “cómo”. El éxito no depende en un 90% de las ideas, sino de la “sangre, sudor y lágrimas de una implementación implacable”, un enfoque indispensable para hacer realidad las metas de la Agenda 2030.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
<h4>ODS 4: Educación de Calidad</h4>
<ul>
<li>El artículo se centra de manera integral en la mejora de la calidad educativa. Discute explícitamente la necesidad de “mejorar el aprendizaje real del alumnado” y describe estrategias exitosas para elevar los resultados en lectura y matemáticas en la enseñanza primaria. El caso de Misisipi, que pasó “de ser el estado con peores niveles de lectura en 4º de primaria a alcanzar la media nacional”, es un ejemplo directo del esfuerzo por garantizar una educación de calidad.</li>
</ul>
</li>
<li>
<h4>ODS 10: Reducción de las Desigualdades</h4>
<ul>
<li>El artículo aborda la reducción de las desigualdades en el ámbito educativo. Destaca que la mejora en Misisipi se logró “elevando de los resultados de la minoría negra”, lo que redujo la brecha de aprendizaje racial. Menciona que “en solo 20 años los alumnos afroamericanos de Mississipi pasaron de ocupar el puesto 43 al tercer puesto a nivel nacional”. Este enfoque en mejorar los resultados de los grupos históricamente desfavorecidos y en los estados más pobres de EE. UU. se alinea directamente con el objetivo de reducir las desigualdades.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
<h4>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h4>
<ul>
<li>El artículo se enfoca en la efectividad de los resultados de aprendizaje. Las reformas descritas buscan asegurar que los estudiantes adquieran competencias fundamentales. La mención de las pruebas NAEP para medir los niveles de lectura y matemáticas en 4º y 8º curso es una clara referencia a la medición de “resultados de aprendizaje pertinentes y efectivos” en la educación primaria.</li>
</ul>
</li>
<li>
<h4>Meta 4.6: Asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética.</h4>
<ul>
<li>La estrategia de “asegurarse que todos los alumnos sabían leer antes de poder aprender leyendo” y el foco en “retomar unos estándares claros de aprendizaje” en matemáticas son acciones directas para lograr la alfabetización y las competencias numéricas básicas desde la infancia, sentando las bases para el cumplimiento de esta meta a largo plazo.</li>
</ul>
</li>
<li>
<h4>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados.</h4>
<ul>
<li>El artículo subraya la importancia de la formación docente como clave del éxito. Describe cómo los estados sureños invirtieron en “formar a todo el profesorado (con una remuneración aparte)” y en la “contratación de figuras intermedias (formadores, coaches, especialistas)”. El dato de que en Tennessee “el 96% del profesorado recibió formación sobre uso de materiales” evidencia un esfuerzo concreto por mejorar la calificación y el apoyo a los docentes.</li>
</ul>
</li>
<li>
<h4>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su raza, etnia u otra condición.</h4>
<ul>
<li>El éxito de las reformas al reducir la brecha educativa para los estudiantes afroamericanos en Misisipi es un ejemplo práctico de esta meta. Al mejorar drásticamente los resultados de una minoría racial, el sistema educativo está promoviendo activamente la inclusión y la igualdad de oportunidades desde una edad temprana.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
<h4>Indicador 4.1.1 (implícito): Proporción de niños y jóvenes que han alcanzado al menos un nivel mínimo de competencia en lectura y matemáticas.</h4>
<ul>
<li>El artículo no menciona el código del indicador, pero utiliza su esencia para medir el éxito. La referencia constante a los resultados de las pruebas NAEP (Evaluación Nacional del Progreso Educativo) en lectura y matemáticas para el 4º y 8º curso es una medida directa del nivel de competencia de los estudiantes. El progreso de Misisipi, que pasó “del puesto 43 al tercer puesto a nivel nacional” para los alumnos afroamericanos, es una cuantificación de este indicador.</li>
</ul>
</li>
<li>
<h4>Indicador 4.c.1 (implícito): Proporción de docentes que han recibido al menos la formación pedagógica mínima organizada.</h4>
<ul>
<li>El artículo proporciona un dato específico que funciona como este indicador. Al señalar que “el 96% del profesorado recibió formación sobre uso de materiales y guías sobre la enseñanza de la lectura” en Tennessee, se está midiendo directamente la cobertura y el alcance de la formación docente durante el servicio, un componente clave de este indicador.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>Meta 4.1:</b> Asegurar para 2030 que todos los niños y niñas completen una educación primaria y secundaria de calidad que conduzca a resultados de aprendizaje relevantes y efectivos.</td>
<td><b>Indicador 4.1.1 (Implícito):</b> El artículo utiliza los resultados de las pruebas estandarizadas NAEP en lectura y matemáticas para 4º y 8º curso como medida del nivel de competencia de los estudiantes.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>Meta 4.6:</b> Asegurar para 2030 que todos los jóvenes y una proporción sustancial de adultos alcancen la alfabetización y la aritmética.</td>
<td>El artículo menciona el objetivo de “asegurarse que todos los alumnos sabían leer” y de establecer “estándares claros de aprendizaje” en matemáticas, que son los fundamentos de este indicador.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>Meta 4.c:</b> Aumentar sustancialmente la oferta de docentes calificados para 2030.</td>
<td><b>Indicador 4.c.1 (Implícito):</b> El dato de que “el 96% del profesorado recibió formación” en Tennessee sirve como una medida de la proporción de docentes que reciben formación en servicio.</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td><b>Meta 10.2:</b> Potenciar y promover la inclusión social, económica y política de todos para 2030.</td>
<td>Los datos de mejora desglosados por raza (el ascenso de los alumnos afroamericanos en Misisipi) actúan como un indicador de la reducción de la desigualdad en los resultados educativos.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elpais.com/educacion/2025-11-29/el-ascenso-educativo-del-sur-de-ee-uu-cuatro-lecciones-para-espana.html">elpais.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Más de 100 docentes de Uruguay, Chile y Colombia co&#45;crean Recursos Educativos Abiertos en la Creatón STEM+ 2025 – Pontificia Universidad Católica de Valparaíso</title>
<link>https://sdgtalks.ai/Es/mas-de-100-docentes-de-uruguay-chile-y-colombia-co-crean-recursos-educativos-abiertos-en-la-creaton-stem-2025-pontificia-universidad-catolica-de-valparaiso</link>
<guid>https://sdgtalks.ai/Es/mas-de-100-docentes-de-uruguay-chile-y-colombia-co-crean-recursos-educativos-abiertos-en-la-creaton-stem-2025-pontificia-universidad-catolica-de-valparaiso</guid>
<description><![CDATA[ Más de 100 docentes de Uruguay, Chile y Colombia co-crean Recursos Educativos Abiertos en la Creatón STEM+ 2025  Pontificia Universidad Católica de Valparaíso ]]></description>
<enclosure url="https://www.pucv.cl/pucv/site/artic/20251128/imag/foto_0000000320251128163940/creaton.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 22:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Más, 100, docentes, Uruguay, Chile, Colombia, co-crean, Recursos, Educativos, Abiertos, Creatón, STEM, 2025, –, Pontificia, Universidad, Católica, Valparaíso</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe del Programa de Formación Creatón STEM+ 2025: Impulsando los Objetivos de Desarrollo Sostenible a través de la Educación Abierta</h2>
<h3>Introducción y Alineación Estratégica con los ODS</h3>
<p>El programa de formación Creatón STEM+ “Educar en Abierto: Co-diseñar, Adaptar y Compartir REA”, en su edición 2025, se ha consolidado como una iniciativa regional clave para el avance de los Objetivos de Desarrollo Sostenible (ODS). A través de la creación colaborativa de Recursos Educativos Abiertos (REA), el programa contribuye directamente al <strong>ODS 4 (Educación de Calidad)</strong>, al democratizar el acceso a materiales pedagógicos de alta calidad. Asimismo, promueve el <strong>ODS 10 (Reducción de las Desigualdades)</strong> y el <strong>ODS 5 (Igualdad de Género)</strong> al integrar un enfoque inclusivo y una perspectiva de género en la educación STEM+. La iniciativa es un claro ejemplo del <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>, al ser impulsada por una colaboración internacional entre la Fundación Internacional Siemens Stiftung, el Centro Ceibal de Uruguay y el Centro CIDSTEM de la Pontificia Universidad Católica de Valparaíso.</p>
<h2>Objetivos y Metodología del Programa</h2>
<h3>Fortalecimiento de Competencias Docentes para el ODS 4</h3>
<p>El objetivo principal del programa es fortalecer las competencias del profesorado para el diseño, adaptación y publicación de REA, en línea con la meta 4.c del ODS 4, que busca aumentar la oferta de docentes calificados. De esta manera, se busca:</p>
<ul>
<li>Fomentar la creación de REA pertinentes, inclusivos y situados que respondan a los desafíos locales.</li>
<li>Consolidar un modelo metodológico basado en Prácticas Educativas Abiertas (PEA) que promueva la innovación pedagógica.</li>
<li>Construir comunidades profesionales de aprendizaje resilientes y colaborativas, capaces de generar soluciones educativas sostenibles.</li>
</ul>
<h3>Implementación y Alcance: Un Modelo Basado en el ODS 17</h3>
<p>El programa, con una duración de 54 horas pedagógicas, combinó un formato híbrido que demuestra el poder de las alianzas transnacionales. Involucró a más de 100 docentes y estudiantes de pedagogía de diversos países latinoamericanos.</p>
<ol>
<li><strong>Fase Presencial:</strong> Se realizaron “Creatones” en Rocha (Uruguay), Valparaíso (Chile) y Barbosa (Colombia), permitiendo una inmersión profunda y un trabajo colaborativo situado.</li>
<li><strong>Fase Virtual:</strong> Una fase común en línea conectó a todos los participantes, facilitando el intercambio de conocimientos y experiencias a escala regional, fortaleciendo la red de educadores comprometidos con la educación abierta.</li>
</ol>
<p>Esta estructura multinacional es un testimonio del compromiso con el <strong>ODS 17</strong>, utilizando la colaboración internacional para mejorar la capacidad educativa en la región.</p>
<h2>Ejes Formativos y su Vínculo con el Desarrollo Sostenible</h2>
<h3>Pilares para una Educación Inclusiva, Equitativa y de Calidad</h3>
<p>Las jornadas formativas se estructuraron en torno a cuatro ejes fundamentales, cada uno alineado con principios de desarrollo sostenible:</p>
<ul>
<li><strong>Educación Abierta y Filosofía de lo Abierto:</strong> Promueve el acceso universal al conocimiento, un pilar del <strong>ODS 4</strong>, garantizando que los recursos educativos dejen de estar “encerrados” y puedan ser adaptados para reducir brechas educativas (<strong>ODS 10</strong>).</li>
<li><strong>Enfoque Educativo STEM+:</strong> Prepara a los estudiantes con habilidades para los empleos del futuro y para abordar desafíos complejos como el cambio climático y la innovación tecnológica, contribuyendo al <strong>ODS 4</strong> y al <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>.</li>
<li><strong>Inclusión y Perspectiva de Género:</strong> Se establece como un principio fundamental para el diseño de REA, abordando directamente el <strong>ODS 5</strong> al asegurar que los materiales educativos promuevan la igualdad y empoderen a niñas y jóvenes en áreas STEM, y el <strong>ODS 10</strong> al atender las diversas necesidades de los estudiantes.</li>
<li><strong>Uso Responsable de la IA:</strong> Fomenta la competencia digital y el uso ético de tecnologías emergentes para apoyar procesos creativos, alineándose con la necesidad de una educación relevante para el siglo XXI.</li>
</ul>
<h2>Resultados, Impacto y Proyección Futura</h2>
<h3>Creación de Bienes Públicos para la Educación Latinoamericana</h3>
<p>El principal resultado del programa es la co-creación de REA que abordan problemáticas reales de los territorios y comunidades escolares. Estos recursos, diseñados desde una perspectiva abierta, inclusiva e interdisciplinaria, representan un aporte tangible a la calidad educativa regional. Como culminación del proceso y en un claro compromiso con el acceso abierto al conocimiento, todos los REA creados serán publicados en plataformas de acceso libre:</p>
<ul>
<li>Portal CREA de Siemens Stiftung</li>
<li>Repositorio de Ceibal Uruguay</li>
<li>Sitio web del CIDSTEM PUCV</li>
</ul>
<p>Esta acción garantiza la disponibilidad y escalabilidad de los resultados, maximizando el impacto en la consecución del <strong>ODS 4</strong> en toda Latinoamérica.</p>
<h3>Conclusión: Un Modelo Sostenible para la Transformación Educativa</h3>
<p>La edición 2025 de la Creatón STEM+ reafirma la importancia de la colaboración interinstitucional (<strong>ODS 17</strong>) para fortalecer el rol profesional docente y crear materiales educativos de alta calidad. La iniciativa se consolida como un espacio que impulsa prácticas pedagógicas inclusivas y democráticas, promoviendo la elaboración colectiva de REA que, desde el enfoque STEM+, generan experiencias de aprendizaje auténticas y significativas. Este modelo no solo responde a los desafíos educativos actuales, sino que sienta las bases para un ecosistema educativo más equitativo, innovador y alineado con los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en la iniciativa Creatón STEM+, cuyo objetivo principal es mejorar la educación a través de la formación de docentes y la creación de Recursos Educativos Abiertos (REA). Se menciona explícitamente que los REA “democratizan el acceso a una educación STEM de calidad”.</li>
</ul>
<h3>ODS 5: Igualdad de Género</h3>
<ul>
<li>El programa integra la “perspectiva de género” como un componente clave en la creación de los REA, asegurando que los materiales educativos promuevan la igualdad y sean inclusivos.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>La iniciativa busca reducir las brechas educativas al crear REA “inclusivos” y de acceso abierto. Al democratizar el acceso a materiales de calidad, se trabaja para reducir las desigualdades en las oportunidades de aprendizaje entre diferentes territorios y comunidades escolares en Latinoamérica.</li>
</ul>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<ul>
<li>El proyecto es un claro ejemplo de una alianza multiactor. Se describe como un “proyecto internacional impulsado por la Fundación Internacional Siemens Stiftung, el Centro Ceibal de Uruguay y el Centro de Investigación en Didáctica de las Ciencias y Educación STEM (CIDSTEM) de la Pontificia Universidad Católica de Valparaíso”. Esta “colaboración interinstitucional” es fundamental para el éxito del programa.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><strong>Meta 4.4:</strong> Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento. El enfoque en educación STEM+ está directamente orientado a desarrollar estas competencias.</li>
<li><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible. El programa fomenta un “aprendizaje situado” basado en “problemáticas reales de sus territorios”, lo cual es un pilar de la educación para el desarrollo sostenible.</li>
<li><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes. El artículo describe un programa de formación de 54 horas pedagógicas para “más de 100 docentes” de varios países, lo que contribuye directamente a esta meta.</li>
</ul>
<h3>Metas del ODS 10 (Reducción de las Desigualdades)</h3>
<ul>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición. El programa promueve la creación de REA “inclusivos” y “democráticos”, diseñados para ser accesibles y pertinentes para diversas comunidades escolares, fomentando así la inclusión educativa.</li>
</ul>
<h3>Metas del ODS 17 (Alianzas para lograr los Objetivos)</h3>
<ul>
<li><strong>Meta 17.6:</strong> Mejorar la cooperación regional e internacional Norte-Sur, Sur-Sur y triangular en materia de ciencia, tecnología e innovación y el acceso a estas. La colaboración entre una fundación europea (Siemens Stiftung) e instituciones de varios países de América Latina (Uruguay, Chile, Colombia, etc.) para compartir conocimiento y co-crear REA es un ejemplo directo de este tipo de cooperación.</li>
<li><strong>Meta 17.16:</strong> Mejorar la Alianza Mundial para el Desarrollo Sostenible, complementada por alianzas entre múltiples interesados que movilizan e intercambian conocimientos, especialización, tecnología y recursos financieros. La estructura del proyecto, que involucra a una fundación internacional, un centro gubernamental y una universidad, ejemplifica una alianza de múltiples interesados que intercambian conocimientos y especialización.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona los códigos de los indicadores oficiales de los ODS, pero proporciona datos cuantitativos y cualitativos que pueden funcionar como indicadores de progreso:</p>
<ul>
<li><strong>Indicador relacionado con la Meta 4.c:</strong> El número de docentes que reciben formación. El artículo menciona explícitamente la participación de “más de 100 docentes” en la edición de 2025 y “63 docentes de seis países” en la de 2024. La duración de la formación (“54 horas pedagógicas”) también es un dato medible. Esto se alinea con el espíritu del Indicador 4.c.1 (Proporción de maestros con la formación mínima organizada).</li>
<li><strong>Indicador relacionado con la Meta 17.6:</strong> El número de países y organizaciones involucradas en la cooperación. El artículo nombra a tres instituciones líderes y menciona la participación de docentes de al menos seis países latinoamericanos (Uruguay, Chile, Colombia, México, Perú, Argentina), lo que sirve como medida del alcance de la cooperación internacional.</li>
<li><strong>Indicador de producto para la Meta 4.4 y 4.7:</strong> El número de Recursos Educativos Abiertos (REA) creados y publicados. El artículo establece que “todos los Recursos Educativos Abiertos creados serán publicados en plataformas de acceso abierto”, lo que representa un resultado tangible y medible del programa que contribuye a la disponibilidad de materiales educativos de calidad.</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Identificado en el Artículo (Implícito o Explícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.c:</strong> Aumentar la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes.</td>
<td>Número de docentes capacitados (más de 100 en 2025; 63 en 2024) y horas de formación (54 horas pedagógicas).</td>
</tr>
<tr>
<td><strong>ODS 5:</strong> Igualdad de Género</td>
<td>(General) Integrar la igualdad de género en las políticas y programas educativos.</td>
<td>Inclusión de la “perspectiva de género” como eje formativo y principio en el diseño de los REA.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>10.2:</strong> Potenciar y promover la inclusión social de todas las personas.</td>
<td>Creación de REA “inclusivos” y “democráticos” para diversas comunidades escolares.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.6:</strong> Mejorar la cooperación regional e internacional en materia de ciencia, tecnología e innovación.</td>
<td>Número de países participantes (al menos 6) y colaboración entre instituciones de Europa y América Latina.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.16:</strong> Mejorar la Alianza Mundial complementada por alianzas entre múltiples interesados.</td>
<td>Número y tipo de instituciones asociadas (fundación internacional, centro gubernamental, universidad).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.pucv.cl/pucv/noticias/vida-universitaria/mas-de-100-docentes-de-uruguay-chile-y-colombia-co-crean-recursos">pucv.cl</a></strong></p>
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<title>La FIL mexicana de Guadalajara se prepara para recibir la literatura de Barcelona – Hola News</title>
<link>https://sdgtalks.ai/Es/la-fil-mexicana-de-guadalajara-se-prepara-para-recibir-la-literatura-de-barcelona-hola-news</link>
<guid>https://sdgtalks.ai/Es/la-fil-mexicana-de-guadalajara-se-prepara-para-recibir-la-literatura-de-barcelona-hola-news</guid>
<description><![CDATA[ La FIL mexicana de Guadalajara se prepara para recibir la literatura de Barcelona  Hola News ]]></description>
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<pubDate>Fri, 28 Nov 2025 22:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>FIL, mexicana, Guadalajara, prepara, para, recibir, literatura, Barcelona, –, Hola, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la 39ª Feria Internacional del Libro de Guadalajara y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>La 39ª edición de la Feria Internacional del Libro (FIL) de Guadalajara, a celebrarse del 29 de noviembre al 7 de diciembre, se presenta como un evento de gran relevancia cultural y un catalizador para el avance de los Objetivos de Desarrollo Sostenible (ODS). Con Barcelona como ciudad invitada de honor, la feria congregará a 800 autores de 34 países, consolidándose como una plataforma global para el diálogo, la educación y la cooperación internacional.</p>
<h2>Fomento de la Educación de Calidad y el Conocimiento (ODS 4)</h2>
<p>La FIL contribuye directamente al <b>ODS 4: Educación de Calidad</b>, al promover el acceso universal a la cultura y el conocimiento. El programa está diseñado para fomentar la lectura y el pensamiento crítico en todos los segmentos de la población.</p>
<h3>Actividades Educativas y de Divulgación</h3>
<ul>
<li><b>Programa General:</b> Se llevarán a cabo 3,000 actividades, incluyendo 635 presentaciones de libros, que abarcan diversos géneros y temáticas, garantizando una oferta educativa amplia y diversa.</li>
<li><b>Foro “Mil Jóvenes con…”:</b> Este programa ejemplifica el compromiso con la educación de las nuevas generaciones, permitiendo a estudiantes dialogar directamente con figuras intelectuales de talla mundial como el periodista libanés Amin Maalouf, galardonado con el Premio FIL de Literatura en Lenguas Romances 2025.</li>
<li><b>Participación Académica:</b> La entrega de doctorados honoris causa por parte de la Universidad de Guadalajara a personalidades como Joan Manuel Serrat, Martin Caparrós y Leonardo Padura, refuerza el vínculo entre la feria y las instituciones de educación superior.</li>
</ul>
<h2>Promoción de la Igualdad, la Paz y la Justicia (ODS 5, 10 y 16)</h2>
<p>El evento se erige como un foro para la promoción de la igualdad de género, la reducción de las desigualdades y el fomento de sociedades pacíficas y justas.</p>
<h3>Voces para el Cambio Social</h3>
<ol>
<li><b>Igualdad de Género (ODS 5):</b> La participación de la novelista y activista nigeriana Chimamanda Ngozi Adichie y la Premio Nobel de la Paz, Rigoberta Menchú, subraya el papel fundamental de las mujeres en la literatura y el activismo global. Asimismo, el Premio Sor Juana Inés de la Cruz, otorgado a la escritora uruguaya Fernanda Trías, visibiliza y celebra la excelencia literaria femenina.</li>
<li><b>Reducción de las Desigualdades (ODS 10):</b> Al reunir a 800 escritores de 34 países y 20 lenguas distintas, la FIL fomenta un diálogo intercultural que promueve el entendimiento y el respeto mutuo, contribuyendo a reducir las brechas entre naciones y culturas.</li>
<li><b>Paz, Justicia e Instituciones Sólidas (ODS 16):</b> La presencia de Rigoberta Menchú y el debate de ideas sobre el mundo contemporáneo, como el que propondrá Amin Maalouf, convierten a la feria en un espacio para la reflexión sobre la construcción de la paz y la justicia a nivel global.</li>
</ol>
<h2>Alianzas para el Desarrollo y la Acción Climática (ODS 17 y 13)</h2>
<p>La estructura y programación de la FIL demuestran un fuerte compromiso con la cooperación internacional y la sensibilización sobre los desafíos globales, incluyendo la crisis climática.</p>
<h3>Colaboración y Conciencia Global</h3>
<ul>
<li><b>Alianzas para lograr los Objetivos (ODS 17):</b> La designación de Barcelona como ciudad invitada de honor es un claro ejemplo de cooperación internacional. La delegación catalana, compuesta por 70 autores, artistas y expertos, fortalece los lazos culturales y editoriales, materializando el espíritu de las alianzas estratégicas para el desarrollo.</li>
<li><b>Acción por el Clima (ODS 13):</b> La inclusión de figuras como el actor Richard Gere, quien participará en una charla sobre compasión y medio ambiente, introduce en la agenda de la feria la urgencia de la acción climática, utilizando su plataforma para sensibilizar a una audiencia masiva de aproximadamente 900,000 visitantes.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El artículo sobre la Feria Internacional del Libro de Guadalajara (FIL) se conecta con varios Objetivos de Desarrollo Sostenible (ODS) a través de su enfoque en la cultura, la educación, la diversidad y el diálogo internacional.</p>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> Es el objetivo más directamente relacionado. La FIL es un evento masivo que promueve la lectura, el aprendizaje y el intercambio de conocimientos. Actividades como el foro “Mil Jóvenes con…” y la participación de la Universidad de Guadalajara (UdeG) refuerzan su papel como plataforma para la educación y el aprendizaje permanente.
    </li>
<li>
        <strong>ODS 5: Igualdad de Género:</strong> El artículo destaca la participación de mujeres influyentes como la activista nigeriana Chimamanda Ngozi Adichie, la Premio Nobel de la Paz Rigoberta Menchú y la escritora Fernanda Trías. Su presencia prominente en un evento de talla mundial promueve la visibilidad y el liderazgo de las mujeres en la vida pública y cultural.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> Al reunir a “800 autores de 34 países y 20 lenguas”, la feria fomenta la inclusión y celebra la diversidad cultural. Da voz a escritores de diferentes orígenes, como el libanés Amin Maalouf y la nigeriana Chimamanda Ngozi Adichie, promoviendo un diálogo global que trasciende las fronteras y reduce las brechas culturales.
    </li>
<li>
        <strong>ODS 13: Acción por el Clima:</strong> Aunque de forma secundaria, el ODS 13 se aborda a través de la charla del actor Richard Gere sobre “compasión y medio ambiente”, lo que indica que la feria sirve como plataforma para la sensibilización sobre temas de sostenibilidad y cambio climático.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> La participación de la Premio Nobel de la Paz, Rigoberta Menchú, vincula directamente el evento con la promoción de una cultura de paz. Además, una feria del libro en sí misma es una institución que fortalece el acceso público a la información y la libertad de expresión, pilares de las sociedades pacíficas y justas.
    </li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos:</strong> La FIL es un claro ejemplo de una alianza exitosa. Involucra una colaboración internacional (México y Barcelona como ciudad invitada), una alianza público-privada (universidades, industria editorial) y la participación de la sociedad civil (autores, activistas) para alcanzar objetivos culturales y educativos comunes.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en las actividades y participantes descritos, se pueden identificar varias metas específicas de los ODS:</p>
<ol>
<li>
        <strong>Meta 4.7:</strong> “Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, […] la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible”. La FIL contribuye directamente a esta meta al ser un evento que celebra la diversidad cultural (autores de 34 países), promueve una cultura de paz (con la presencia de Rigoberta Menchú) y fomenta la ciudadanía mundial a través del intercambio de ideas.
    </li>
<li>
        <strong>Meta 5.5:</strong> “Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo a todos los niveles decisorios en la vida política, económica y pública”. La destacada participación de figuras femeninas como Chimamanda Ngozi Adichie y Fernanda Trías en roles protagónicos dentro de la vida pública cultural de la feria es un reflejo práctico de esta meta.
    </li>
<li>
        <strong>Meta 16.10:</strong> “Garantizar el acceso público a la información y proteger las libertades fundamentales, de conformidad con las leyes nacionales y los acuerdos internacionales”. Una feria del libro, con 635 presentaciones de libros, es una manifestación fundamental del acceso público a la información, las ideas y la cultura, protegiendo y promoviendo la libertad de expresión.
    </li>
<li>
        <strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”. La organización de la FIL, con Barcelona como ciudad invitada y la colaboración entre la Universidad de Guadalajara, la industria editorial y autores de todo el mundo, ejemplifica este tipo de alianza multisectorial.
    </li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona indicadores oficiales de los ODS, pero proporciona datos cuantitativos y cualitativos que pueden servir como indicadores implícitos o indirectos para medir el impacto del evento en relación con los ODS identificados:</p>
<ul>
<li>
        <strong>Indicadores para la Meta 4.7 (Educación y Cultura):</strong>
<ul>
<li>Número de países y lenguas representadas (“800 escritores de 34 países y 20 lenguas”), que mide el alcance de la promoción de la diversidad cultural.</li>
<li>Número de actividades programadas (“3.000 actividades”), que indica la escala del esfuerzo educativo y cultural.</li>
<li>Número de visitantes esperados (“alrededor de 900.000 visitantes”), que refleja el alcance e impacto del evento en el público general.</li>
</ul>
</li>
<li>
        <strong>Indicadores para la Meta 5.5 (Igualdad de Género):</strong>
<ul>
<li>La mención explícita y el papel destacado de mujeres líderes en el programa (Chimamanda Ngozi Adichie, Rigoberta Menchú, Fernanda Trías) sirve como un indicador cualitativo de la participación femenina en la vida pública y cultural.
            </li>
</ul>
</li>
<li>
        <strong>Indicadores para la Meta 17.17 (Alianzas):</strong>
<ul>
<li>La designación de una “ciudad invitada de honor” (Barcelona) es un indicador claro de una alianza internacional para la promoción cultural.</li>
<li>La participación de “profesionales de la industria editorial” junto con una institución académica (UdeG) y la sociedad civil (autores) indica una alianza multisectorial.</li>
</ul>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.7: Promover la educación para el desarrollo sostenible, la ciudadanía mundial y la valoración de la diversidad cultural.</td>
<td>Número de actividades (3.000), número de presentaciones de libros (635), número de visitantes (900.000), existencia de foros para jóvenes (“Mil Jóvenes con…”).</td>
</tr>
<tr>
<td><strong>ODS 5: Igualdad de Género</strong></td>
<td>5.5: Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo.</td>
<td>Participación destacada de mujeres influyentes como Chimamanda Ngozi Adichie, Rigoberta Menchú y Fernanda Trías.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>(General) Promover la inclusión social y cultural.</td>
<td>Número de autores (800), países (34) y lenguas (20) representadas, mostrando una amplia diversidad geográfica y cultural.</td>
</tr>
<tr>
<td><strong>ODS 13: Acción por el Clima</strong></td>
<td>(General) Sensibilizar sobre el cambio climático.</td>
<td>Inclusión de una charla sobre “compasión y medio ambiente” en el programa.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>16.10: Garantizar el acceso público a la información y proteger las libertades fundamentales.</td>
<td>La naturaleza del evento como una feria del libro abierta al público; participación de una Premio Nobel de la Paz (Rigoberta Menchú).</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>17.17: Fomentar y promover alianzas eficaces.</td>
<td>Colaboración internacional (México-Barcelona), alianza público-privada (UdeG-industria editorial) y participación de la sociedad civil.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://holanews.com/la-fil-mexicana-de-guadalajara-se-prepara-para-recibir-la-literatura-de-barcelona/">holanews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>COCEMFE CV refuerza la educación inclusiva y forma a más de cien personas en noviembre – Cocemfe</title>
<link>https://sdgtalks.ai/Es/cocemfe-cv-refuerza-la-educacion-inclusiva-y-forma-a-mas-de-cien-personas-en-noviembre-cocemfe</link>
<guid>https://sdgtalks.ai/Es/cocemfe-cv-refuerza-la-educacion-inclusiva-y-forma-a-mas-de-cien-personas-en-noviembre-cocemfe</guid>
<description><![CDATA[ COCEMFE CV refuerza la educación inclusiva y forma a más de cien personas en noviembre  Cocemfe ]]></description>
<enclosure url="https://www.cocemfe.es/wp-content/uploads/2025/11/cocemfe-cv-formacion-edintic-aula.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 16:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>COCEMFE, refuerza, educación, inclusiva, forma, más, cien, personas, noviembre, –, Cocemfe</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Actividades del Programa EdInTIC: Fomento de la Educación Inclusiva y los Objetivos de Desarrollo Sostenible</h2>
<p>El presente informe detalla las acciones ejecutadas durante el mes de noviembre por la Confederación de Personas con Discapacidad Física y Orgánica de la Comunitat Valenciana (COCEMFE CV) a través de su programa EdInTIC. Las intervenciones se enmarcan en un compromiso estratégico con los Objetivos de Desarrollo Sostenible (ODS), principalmente el <strong>ODS 4 (Educación de Calidad)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>, promoviendo la participación plena del alumnado con discapacidad en el sistema educativo.</p>
<h3>Alineación Estratégica con los ODS</h3>
<p>El programa EdInTIC contribuye directamente a la consecución de metas específicas de la Agenda 2030, a través de la formación y sensibilización de 144 miembros de la comunidad educativa. Las acciones se fundamentan en el artículo 24 de la Convención sobre los Derechos de las Personas con Discapacidad, impulsando un modelo educativo que garantiza la igualdad de oportunidades.</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> Se busca asegurar una educación inclusiva y equitativa, promoviendo entornos de aprendizaje accesibles y efectivos para todos (Meta 4.a).</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> Las actividades están diseñadas para empoderar y promover la inclusión social y educativa de las personas con discapacidad (Meta 10.2).</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas.</strong> Las dinámicas de sensibilización abordan la prevención del acoso escolar, fomentando sociedades pacíficas e inclusivas.</li>
</ul>
<h2>Detalle de Intervenciones Realizadas</h2>
<p>Las acciones se implementaron en cuatro centros educativos de la Comunitat Valenciana, con un enfoque adaptado a las necesidades de cada grupo participante.</p>
<h3>1. Formación en Discapacidad y Barreras Educativas</h3>
<p>En el CEIP Compte d’Aranda (l’Alcora, Castellón), se realizó una sesión formativa dirigida a 22 docentes y a familiares, con el objetivo de introducir conceptos clave sobre discapacidad y barreras en el entorno educativo. La metodología incluyó un escape room con retos prácticos vinculados al alfabeto dactilológico y al braille, fortaleciendo la comprensión sobre la accesibilidad de manera vivencial.</p>
<h3>2. Capacitación en Tecnologías y Comunicación Aumentativa</h3>
<p>El CEIP Taquígraf Martí (Xàtiva, València) fue el escenario de una jornada de capacitación para 34 docentes. Los objetivos específicos fueron:</p>
<ol>
<li>Formar en el uso de tecnologías accesibles como Genially, Padlet y Kahoot para la creación de materiales didácticos inclusivos.</li>
<li>Introducir los Sistemas Aumentativos y Alternativos de Comunicación (SAAC) como herramienta para garantizar el derecho a la comunicación.</li>
<li>Analizar la accesibilidad de los espacios del centro y diseñar propuestas de mejora.</li>
</ol>
<h3>3. Sensibilización para la Prevención del Acoso Escolar</h3>
<p>En Albocàsser (Castellón), se trabajó con más de 50 estudiantes de Primaria del CEIP Joan de Brusca y 16 de ESO del IES Vall d’Alba. Las actividades se centraron en fomentar la empatía y prevenir el bullying hacia el alumnado con discapacidad. Las dinámicas incluyeron:</p>
<ul>
<li>Un circuito en silla de ruedas para comprender las barreras de movilidad.</li>
<li>La creación de un mural colaborativo sin utilizar las manos.</li>
<li>La práctica de goalball, un deporte paralímpico para personas con discapacidad visual.</li>
</ul>
<h2>Conclusiones y Visión Estratégica</h2>
<p>Albert Marín, presidente de COCEMFE CV, subraya la necesidad de proyectos continuados que involucren a toda la comunidad educativa. “Para una educación sin barreras, es imprescindible concienciar y ofrecer herramientas tanto a docentes como a estudiantes y familias. Todas las partes son esenciales para construir entornos realmente inclusivos”.</p>
<p>El programa EdInTIC se sostiene gracias a alianzas que ejemplifican el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>, contando con el apoyo de la Vicepresidencia Primera y Conselleria de Servicios Sociales, Igualdad y Vivienda, y los fondos del tramo autonómico del 0,7% del IRPF.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra íntegramente en el programa EdInTIC, una iniciativa cuyo objetivo principal es “promover la participación plena del alumnado con discapacidad en los centros educativos”. Todas las actividades descritas, como la formación a docentes, la sensibilización de estudiantes y el asesoramiento a familias, buscan mejorar la calidad y la inclusividad del sistema educativo, lo cual es el núcleo del ODS 4.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa aborda directamente la desigualdad que enfrentan las personas con discapacidad en el ámbito educativo. Al trabajar para “favorecer entornos educativos accesibles y equitativos” y alinear sus acciones con la “Convención sobre los Derechos de las Personas con Discapacidad”, la iniciativa busca eliminar barreras y garantizar la igualdad de oportunidades para un grupo vulnerable, contribuyendo así a la reducción de las desigualdades.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo especifica que el programa EdInTIC es una colaboración entre una organización de la sociedad civil (COCEMFE CV) y una entidad pública (“Vicepresidencia Primera y Conselleria de Servicios Sociales, Igualdad y Vivienda”). Además, se financia a través del “tramo autonómico del 0,7% del IRPF”. Esta estructura de cooperación entre diferentes sectores para alcanzar un objetivo común es un ejemplo claro del ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.5: Asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad.</h3>
<p>El objetivo explícito del programa EdInTIC es “promover la participación plena del alumnado con discapacidad”. Las acciones de formación y sensibilización en centros de primaria (CEIP) y secundaria (IES) están diseñadas para garantizar que estos estudiantes tengan el mismo acceso y oportunidades que sus compañeros, eliminando las barreras que enfrentan.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>El artículo menciona que el equipo docente “analizó aspectos de accesibilidad en espacios del centro y diseñó propuestas inclusivas para implementar en el aula”. Esto se alinea directamente con la adecuación de las instalaciones y la creación de entornos de aprendizaje inclusivos. La formación en tecnologías accesibles también contribuye a este fin.</p>
</li>
<li>
<h3>Meta 10.2: De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>El programa busca la “participación plena” de los estudiantes con discapacidad, lo que representa una promoción directa de su inclusión social dentro de la comunidad educativa. Las actividades de sensibilización, como el circuito en silla de ruedas o la práctica de goalball, fomentan la empatía y la comprensión, pilares para una verdadera inclusión social.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias y promoviendo legislaciones, políticas y medidas adecuadas a ese respecto.</h3>
<p>El artículo destaca que el programa está alineado con el “artículo 24 de la Convención sobre los Derechos de las Personas con Discapacidad y el Decreto 104/2018 de la Generalitat”. Esto demuestra que la iniciativa no solo actúa en la práctica, sino que también apoya y se enmarca en políticas y legislaciones diseñadas para garantizar la igualdad de oportunidades.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo proporciona datos cuantitativos y describe acciones que pueden ser utilizadas como indicadores para medir el progreso:</p>
<ol>
<li>
<h3>Número de beneficiarios directos del programa</h3>
<p>El artículo indica que se “ha trabajado con un total de 144 personas entre docentes, estudiantes y familiares”. Este dato numérico es un indicador directo del alcance del programa y puede utilizarse para medir el progreso hacia las metas 4.5 y 10.2, mostrando cuántas personas de la comunidad educativa han sido impactadas por las acciones de inclusión.</p>
</li>
<li>
<h3>Número de instituciones educativas involucradas</h3>
<p>Se menciona que la entidad “ha desarrollado acciones de sensibilización y formación en cuatro centros”. Este es un indicador clave para la meta 4.a, ya que mide la cantidad de entornos de aprendizaje que están siendo transformados para ser más inclusivos y accesibles.</p>
</li>
<li>
<h3>Implementación de herramientas y prácticas inclusivas</h3>
<p>La formación a docentes en “el uso de tecnologías accesibles —como Genially, Padlet o Kahoot— y en la aplicación de Sistemas Aumentativos y Alternativos de Comunicación (SAAC)” es un indicador cualitativo del progreso. Se podría medir el “número de docentes capacitados en tecnologías inclusivas” o el “número de herramientas accesibles implementadas en el aula” como una forma de evaluar el avance hacia la meta 4.a.</p>
</li>
<li>
<h3>Acciones para prevenir la discriminación</h3>
<p>La realización de “actividades orientadas a prevenir el acoso y el bullying hacia alumnado con discapacidad” es una acción medible. Un indicador implícito sería la “proporción de estudiantes que participan en actividades de sensibilización sobre discapacidad y acoso”, lo cual contribuye a la meta 10.3 al promover un entorno libre de discriminación.</p>
</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores Identificados en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para personas con discapacidad.</li>
<li><strong>4.a:</strong> Construir y adecuar entornos de aprendizaje inclusivos y accesibles.</li>
</ul>
</td>
<td>
<ul>
<li>Número de estudiantes y docentes con discapacidad beneficiados por el programa.</li>
<li>Número de centros educativos (4) que reciben formación y asesoramiento.</li>
<li>Número de docentes (22+34) formados en tecnologías accesibles y Sistemas Aumentativos y Alternativos de Comunicación (SAAC).</li>
<li>Implementación de propuestas inclusivas diseñadas por los docentes.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social de las personas con discapacidad.</li>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades y promover políticas inclusivas.</li>
</ul>
</td>
<td>
<ul>
<li>Número total de participantes (144) en acciones de inclusión.</li>
<li>Número de estudiantes (más de 50 de Primaria y 16 de ESO) que participan en actividades de sensibilización para prevenir el acoso.</li>
<li>Alineación del programa con legislaciones clave (Convención sobre los Derechos de las Personas con Discapacidad, Decreto 104/2018).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>
<ul>
<li><strong>17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en las esferas pública y de la sociedad civil.</li>
</ul>
</td>
<td>
<ul>
<li>Existencia de una alianza entre una organización de la sociedad civil (COCEMFE CV) y una entidad pública (Conselleria de Servicios Sociales).</li>
<li>Financiamiento del programa a través de fondos públicos (tramo autonómico del 0,7% del IRPF).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.cocemfe.es/informate/noticias/cocemfe-cv-refuerza-la-educacion-inclusiva-y-forma-a-mas-de-cien-personas-en-noviembre/">cocemfe.es</a></strong></p>
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<title>Acuerdan acciones para implementar el proyecto “Secundaria Innova” – DIRECCIÓN DE PLANEAMIENTO Y CALIDAD EDUCATIVA</title>
<link>https://sdgtalks.ai/Es/acuerdan-acciones-para-implementar-el-proyecto-secundaria-innova-direccion-de-planeamiento-y-calidad-educativa</link>
<guid>https://sdgtalks.ai/Es/acuerdan-acciones-para-implementar-el-proyecto-secundaria-innova-direccion-de-planeamiento-y-calidad-educativa</guid>
<description><![CDATA[ Acuerdan acciones para implementar el proyecto &quot;Secundaria Innova&quot;  DIRECCIÓN DE PLANEAMIENTO Y CALIDAD EDUCATIVA ]]></description>
<enclosure url="http://www.educaciontuc.gov.ar/wp-content/uploads/2025/11/WhatsApp-Image-2025-11-28-at-09.29.38-2.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 16:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Acuerdan, acciones, para, implementar, proyecto, “Secundaria, Innova”, –, DIRECCIÓN, PLANEAMIENTO, CALIDAD, EDUCATIVA</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Jornada de Trabajo del Proyecto “Secundaria Innova” y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción y Contexto General</h3>
<p>El pasado 26 de noviembre, la Dirección de Educación Secundaria del Ministerio de Educación de Tucumán, bajo la dirección de Rosa Casares, convocó una jornada de trabajo en las instalaciones del CIIDEPT. El objetivo principal fue socializar la propuesta “Secundaria Innova”, una iniciativa jurisdiccional clave en el marco del Programa de Transformación de la Educación Secundaria. Este encuentro se constituye como un pilar fundamental para la implementación de políticas educativas alineadas con la Agenda 2030 para el Desarrollo Sostenible.</p>
<h3>Alineación Estratégica con el ODS 4: Educación de Calidad</h3>
<p>El proyecto “Secundaria Innova” responde directamente a las metas establecidas en el Objetivo de Desarrollo Sostenible 4, que busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”. La jornada se centró en la construcción de estrategias para transformar el modelo educativo actual, con un énfasis en:</p>
<ul>
<li><b>Revisión de Prácticas Pedagógicas:</b> Se busca abandonar modelos tradicionales para adoptar enfoques innovadores que hagan de la educación secundaria una experiencia más pertinente y significativa para los jóvenes.</li>
<li><b>Desarrollo de Competencias:</b> La propuesta se orienta a asegurar que los estudiantes adquieran las competencias necesarias para la participación activa en la sociedad y el acceso al empleo decente, en línea con la meta 4.4 del ODS 4.</li>
<li><b>Acompañamiento y Equidad:</b> Se discutieron nuevas formas de acompañamiento estudiantil para garantizar que todos los alumnos, sin distinción, puedan completar su educación secundaria, contribuyendo a la meta 4.1.</li>
</ul>
<h3>Contribuciones a Otros Objetivos de Desarrollo Sostenible</h3>
<p>Más allá de su foco en el ODS 4, la iniciativa “Secundaria Innova” genera un impacto positivo en otros objetivos de la Agenda 2030:</p>
<ol>
<li><b>ODS 8 (Trabajo Decente y Crecimiento Económico):</b> Al preparar a los jóvenes con habilidades relevantes para el siglo XXI, el proyecto contribuye a mejorar sus perspectivas de empleabilidad y a fomentar un crecimiento económico inclusivo y sostenible.</li>
<li><b>ODS 10 (Reducción de las Desigualdades):</b> La participación de 28 escuelas de gestión estatal, privada y de Educación Técnica y Formación Profesional asegura que la transformación educativa sea un proceso equitativo, buscando reducir las brechas en la calidad de la enseñanza entre diferentes instituciones.</li>
<li><b>ODS 17 (Alianzas para Lograr los Objetivos):</b> El encuentro en sí mismo es un ejemplo de la creación de alianzas estratégicas. La colaboración entre supervisores, directores y asesores pedagógicos de diversas instituciones es fundamental para el éxito de la implementación y la sostenibilidad del proyecto.</li>
</ol>
<h3>Participación y Construcción Colectiva</h3>
<p>La jornada contó con la asistencia de representantes de aproximadamente 28 instituciones educativas, incluyendo supervisores, directores y asesores pedagógicos. Este enfoque colaborativo subraya el entendimiento de que la transformación educativa es un desafío compartido y un proceso de construcción conjunta, lo que fortalece las instituciones educativas (ODS 16) y crea una red sólida para el intercambio de buenas prácticas.</p>
<h3>Perspectivas y Desafíos Futuros</h3>
<p>María de los Ángeles Figueroa, directora de la Escuela de Comercio Juan B. Alberdi, articuló la visión del proyecto al destacar que “pertenecer al proyecto Secundaria Innova representa una oportunidad valiosa para transformar la escuela y responder a las necesidades actuales de los jóvenes”. Sus palabras reflejan el compromiso de los actores educativos con la innovación y la mejora continua. El desafío principal, según lo expresado, es superar el temor al cambio y trabajar de manera conjunta para que la transformación sea un ejemplo de éxito colectivo, demostrando que es posible construir un sistema educativo que cumpla con las promesas de la Agenda 2030.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra íntegramente en la mejora del sistema educativo. La iniciativa “Secundaria Innova” busca “transformar la escuela”, “revisar prácticas tradicionales” e “innovar” para construir una “secundaria más pertinente y significativa”. Estos esfuerzos están directamente alineados con el objetivo de garantizar una educación inclusiva, equitativa y de calidad.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo destaca la importancia de la colaboración para alcanzar las metas educativas. La jornada de trabajo reunió a “supervisores, directores y asesores pedagógicos” de 28 escuelas de “gestión estatal, privada y de Educación Técnica y Formación Profesional”. Esto demuestra un esfuerzo por “fortalecer las redes de colaboración entre instituciones educativas” y abordar la transformación como un “proceso de construcción conjunta”, lo cual es fundamental para el ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<p>El proyecto “Secundaria Innova” tiene como fin explícito construir una “secundaria más pertinente y significativa”. El objetivo de “transformar la escuela para responder a las necesidades actuales de los jóvenes” se relaciona directamente con la mejora de la calidad y la pertinencia de la educación secundaria para lograr mejores resultados de aprendizaje.</p>
</li>
<li>
<h3>Meta 4.4: Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</h3>
<p>La participación de escuelas de “Educación Técnica y Formación Profesional” en la jornada de trabajo indica que el proyecto busca mejorar también este tipo de formación. El objetivo de responder a las “necesidades actuales de los jóvenes” implica prepararlos con habilidades relevantes para su futuro, incluyendo las competencias técnicas y profesionales que menciona esta meta.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas.</h3>
<p>La reunión descrita en el artículo es un ejemplo práctico de esta meta. Al congregar a representantes de escuelas de “gestión estatal, privada y de Educación Técnica”, el Ministerio de Educación de Tucumán está promoviendo una alianza público-privada para implementar un proyecto educativo jurisdiccional. El artículo lo define como un “desafío compartido” y un “proceso de construcción conjunta entre los distintos actores institucionales”.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona explícitamente ningún indicador cuantitativo de los ODS, ya que se enfoca en la presentación de una iniciativa. Sin embargo, se pueden inferir los siguientes indicadores como medidas de éxito del proyecto “Secundaria Innova”:</p>
<ul>
<li>
<h3>Indicador 4.1.1 (Implícito): Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas al final de la enseñanza secundaria.</h3>
<p>Aunque no se menciona, el éxito de una “secundaria más pertinente y significativa” se mediría inevitablemente a través de la mejora en los resultados de aprendizaje de los estudiantes. El objetivo de “revisar prácticas tradicionales” y mejorar las “propuestas pedagógicas” apunta a un impacto directo en el rendimiento académico que este indicador mide.</p>
</li>
<li>
<h3>Indicador 17.17.1 (Implícito): El artículo describe la creación de una alianza.</h3>
<p>Este indicador mide el valor de las alianzas público-privadas y de la sociedad civil. Si bien no se proporcionan cifras, el artículo describe la formación de una de estas alianzas al reunir a 28 instituciones de gestión estatal y privada. La existencia y el funcionamiento de esta red de colaboración son en sí mismos una manifestación cualitativa de este indicador.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>4.1:</b> Asegurar que todos los jóvenes terminen una enseñanza secundaria de calidad.</li>
<li><b>4.4:</b> Aumentar el número de jóvenes con competencias técnicas y profesionales.</li>
</ul>
</td>
<td>
<ul>
<li><b>4.1.1 (Implícito):</b> Proporción de jóvenes que alcanzan un nivel mínimo de competencia al finalizar la secundaria.</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 17: Alianzas para lograr los objetivos</b></td>
<td>
<ul>
<li><b>17.17:</b> Fomentar alianzas eficaces en las esferas pública y público-privada.</li>
</ul>
</td>
<td>
<ul>
<li><b>17.17.1 (Implícito):</b> La existencia de la alianza entre 28 escuelas de gestión estatal y privada es una manifestación de este indicador.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.educaciontuc.gov.ar/2025/11/28/acuerdan-acciones-para-implementar-el-proyecto-secundaria-innova/">educaciontuc.gov.ar</a></strong></p>
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<title>El Programa Universitario Amazónico: la propuesta amazónica que encarna el Pacto Educativo Global en América Latina – ADN Celam</title>
<link>https://sdgtalks.ai/Es/el-programa-universitario-amazonico-la-propuesta-amazonica-que-encarna-el-pacto-educativo-global-en-america-latina-adn-celam</link>
<guid>https://sdgtalks.ai/Es/el-programa-universitario-amazonico-la-propuesta-amazonica-que-encarna-el-pacto-educativo-global-en-america-latina-adn-celam</guid>
<description><![CDATA[ El Programa Universitario Amazónico: la propuesta amazónica que encarna el Pacto Educativo Global en América Latina  ADN Celam ]]></description>
<enclosure url="https://adn.celam.org/wp-content/uploads/2025/08/PUAM-en-Leticia.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 16:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Programa, Universitario, Amazónico:, propuesta, amazónica, que, encarna, Pacto, Educativo, Global, América, Latina, –, ADN, Celam</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Programa Universitario Amazónico (PUAM)</title>
<h2>Informe sobre el Programa Universitario Amazónico (PUAM) y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El Programa Universitario Amazónico (PUAM) se establece como una iniciativa de educación superior de carácter estructural, diseñada para responder a la crisis socioambiental, la exclusión educativa y la marginación epistémica desde el corazón de la Amazonía. Este informe analiza su modelo y su contribución directa a la consecución de los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h2>Diagnóstico y Fundamentación del Programa</h2>
<h3>Contexto de Exclusión y su Vínculo con el ODS 10</h3>
<p>El PUAM parte de un diagnóstico que identifica a la Amazonía como un “sujeto territorial político, epistémico y espiritual” que sufre una exclusión multidimensional. Esta situación contraviene directamente los principios del <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<ul>
<li><strong>Exclusión Geográfica y Digital:</strong> Dificultades de acceso a centros educativos y brecha digital que limitan las oportunidades.</li>
<li><strong>Exclusión Económica:</strong> Modelos extractivistas que no benefician a las comunidades locales, perpetuando ciclos de pobreza y obstaculizando el <strong>ODS 1 (Fin de la Pobreza)</strong>.</li>
<li><strong>Exclusión Simbólica y Epistémica:</strong> Un sistema educativo dominante que invisibiliza los saberes indígenas y las realidades territoriales, en detrimento de una educación culturalmente pertinente.</li>
</ul>
<h2>Marco Estratégico y Contribución a la Agenda 2030</h2>
<h3>Alineación con el ODS 4: Educación de Calidad</h3>
<p>El núcleo del PUAM es transformar el paradigma educativo para garantizar una educación inclusiva, equitativa y de calidad, tal como lo estipula el <strong>ODS 4 (Educación de Calidad)</strong>. En lugar de “llevar a los sujetos amazónicos hacia la universidad”, el programa propone “construir una experiencia universitaria desde las comunidades”.</p>
<p>El modelo se fundamenta en tres pilares que promueven los objetivos de la Agenda 2030:</p>
<ol>
<li><strong>Interculturalidad Crítica:</strong> Desafía los marcos coloniales y valora los saberes ancestrales, contribuyendo a la meta 4.7 del ODS 4 sobre la promoción de la diversidad cultural.</li>
<li><strong>Espiritualidad Liberadora:</strong> Integra una visión holística del ser humano y su entorno, fomentando el respeto por todas las formas de vida.</li>
<li><strong>Acción Comunitaria:</strong> Vincula el aprendizaje con las necesidades y realidades del territorio, asegurando que la educación sea relevante y transformadora.</li>
</ol>
<h3>Integración de los ODS en los Principios Fundamentales</h3>
<p>El programa articula los “cuatro sueños” de la exhortación <em>Querida Amazonía</em> con compromisos globales, alineándose con varios ODS:</p>
<ul>
<li><strong>Sueño Social:</strong> Al enfocarse en dignificar a los más pobres y excluidos, el PUAM trabaja directamente por el <strong>ODS 1 (Fin de la Pobreza)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</li>
<li><strong>Sueño Ecológico:</strong> Su compromiso con “custodiar la hermosura natural de la selva” es una implementación práctica del <strong>ODS 13 (Acción por el Clima)</strong> y el <strong>ODS 15 (Vida de Ecosistemas Terrestres)</strong>, reconociendo la importancia de la Amazonía para el equilibrio planetario.</li>
<li><strong>Diálogo Intercultural y Justicia:</strong> La propuesta de tejer puentes entre saberes y realidades fomenta la construcción de sociedades más justas y pacíficas, en línea con el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>.</li>
</ul>
<h2>Desafíos, Riesgos y Sostenibilidad</h2>
<h3>Amenazas al Desarrollo Sostenible en el Territorio</h3>
<p>El Informe de Factibilidad 2024 identifica riesgos que representan obstáculos directos para el desarrollo sostenible en la región:</p>
<ul>
<li><strong>Violencia Estructural:</strong> La “criminalización y asesinato de líderes y defensores del territorio” atenta gravemente contra los derechos humanos y el <strong>ODS 16</strong>.</li>
<li><strong>Economías Ilícitas y Extractivismo:</strong> Estas actividades erosionan el tejido social, generan desplazamientos forzados y degradan el medio ambiente, contraviniendo el <strong>ODS 11 (Ciudades y Comunidades Sostenibles)</strong> y el <strong>ODS 15</strong>.</li>
<li><strong>Dependencia Financiera:</strong> Un riesgo interno que amenaza la viabilidad a largo plazo del programa.</li>
</ul>
<h3>Estrategias de Mitigación y el Rol del ODS 17</h3>
<p>La continuidad del PUAM depende de la consolidación de alianzas estratégicas. Esta necesidad subraya la importancia del <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>. La articulación de redes políticas, eclesiales y comunitarias es fundamental para garantizar la protección institucional, la seguridad de sus miembros y la sostenibilidad financiera del programa.</p>
<h2>Conclusión: El PUAM como Laboratorio para el Futuro Sostenible</h2>
<p>El Programa Universitario Amazónico no es únicamente una iniciativa académica, sino un modelo de desarrollo sostenible en acción. Al integrar la justicia social, la protección ambiental y la pertinencia cultural en su núcleo educativo, el PUAM se posiciona como un laboratorio para una universidad futura, capaz de generar respuestas efectivas a los desafíos globales desde los márgenes y en plena consonancia con los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en el Programa Universitario Amazónico (PUAM), una iniciativa de educación superior que busca ofrecer una “respuesta estructural a la exclusión educativa” en la Amazonía. Su objetivo es transformar el sistema educativo dominante y superar las barreras de acceso a la universidad para las comunidades locales.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El PUAM combate directamente la desigualdad al dirigirse a “pueblos históricamente excluidos”. El texto menciona la existencia de una exclusión “geográfica, económica, digital, simbólica y epistémica” y el programa desafía los “marcos coloniales que siguen invisibilizando los saberes indígenas”.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo señala los riesgos externos que enfrenta el programa, como “la criminalización y asesinato de líderes y defensores del territorio” y la “violencia estructural en la Amazonía”. La necesidad de “consolidar redes” para garantizar la “protección institucional” conecta directamente con la búsqueda de paz y justicia.</p>
</li>
<li>
<h3>ODS 15: Vida de Ecosistemas Terrestres</h3>
<p>La iniciativa está intrínsecamente ligada a la Amazonía, un ecosistema terrestre vital. Se inspira en el “sueño ecológico” de “custodiar la hermosura natural de la selva” y en los compromisos del Papa Francisco sobre el “cuidado de la casa común”, abordando la “crisis socioambiental”.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El PUAM es presentado como una articulación de diferentes visiones (“Pacto Educativo Global”, “Querida Amazonía”) y su sostenibilidad depende de “consolidar redes políticas, eclesiales y comunitarias”, lo que demuestra un enfoque basado en alianzas estratégicas.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a la formación superior</h3>
<p>El artículo destaca que “La Amazonía es una de las regiones con mayores barreras para acceder a la educación superior”. El objetivo del PUAM de “construir una experiencia universitaria desde las comunidades de la Amazonía” en lugar de “llevar a los sujetos amazónicos hacia la universidad” aborda directamente la necesidad de un acceso equitativo a la educación superior.</p>
</li>
<li>
<h3>Meta 10.2: Promover la inclusión universal</h3>
<p>El programa busca “transformarlo [el sistema educativo] desde los márgenes” y dignificar a los más pobres. Al centrarse en los “saberes indígenas y las realidades territoriales”, el PUAM trabaja activamente para potenciar y promover la inclusión social, política y epistémica de las comunidades amazónicas.</p>
</li>
<li>
<h3>Meta 16.1: Reducir todas las formas de violencia</h3>
<p>El artículo menciona explícitamente la amenaza de la “criminalización y asesinato de líderes y defensores del territorio” como un riesgo para el programa y la región. La necesidad de protección y la denuncia de esta violencia estructural se alinean con el objetivo de reducir la violencia y las tasas de mortalidad asociadas.</p>
</li>
<li>
<h3>Meta 15.1: Conservación y uso sostenible de los ecosistemas terrestres</h3>
<p>El enfoque del PUAM en “custodiar la casa común” y su conexión con el “sueño ecológico” de proteger la selva amazónica se relaciona directamente con la conservación y el restablecimiento de este ecosistema terrestre fundamental.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.3.1 (Implícito): Tasa de participación en la enseñanza superior</h3>
<p>Aunque el artículo no proporciona datos numéricos, describe a la Amazonía como una región con “mayores barreras para acceder a la educación superior”. Por lo tanto, un indicador clave del éxito del PUAM sería el aumento en la tasa de participación de jóvenes y adultos de las comunidades amazónicas en la educación superior, lo cual es medible a través del número de matriculados y graduados del programa.</p>
</li>
<li>
<h3>Indicador 16.1.1 (Implícito): Número de víctimas de homicidios intencionales</h3>
<p>El artículo menciona directamente el “asesinato de líderes y defensores del territorio”. Una disminución en el número de estos asesinatos en la región sería un indicador medible del progreso hacia la paz y la seguridad, una condición necesaria para que el PUAM pueda operar de manera sostenible.</p>
</li>
<li>
<h3>Indicador 10.2.1 (Implícito): Proporción de la población que vive por debajo del 50% de la mediana de los ingresos</h3>
<p>El programa tiene como objetivo “dignificar a los más pobres” y combatir la “exclusión económica”. Si bien no se mencionan ingresos, el progreso hacia esta meta podría medirse indirectamente a través de la mejora de las oportunidades económicas y el bienestar de las comunidades involucradas en el PUAM, lo que a su vez impactaría en los indicadores de pobreza y desigualdad de ingresos.</p>
</li>
</ul>
<h2>4. ODS, metas e indicadores</h2>
<table border="1">
<caption>Análisis de ODS en el artículo sobre el Programa Universitario Amazónico (PUAM)</caption>
<thead>
<tr>
<th>ODS</th>
<th>Meta</th>
<th>Indicador</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.3:</b> Asegurar el acceso igualitario a la formación superior.</td>
<td><b>Indicador 4.3.1 (Implícito):</b> Tasa de participación de jóvenes y adultos en la enseñanza superior.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>Meta 10.2:</b> Promover la inclusión social, económica y política de todas las personas.</td>
<td><b>Indicador 10.2.1 (Implícito):</b> Proporción de personas que viven por debajo del 50% de la mediana de los ingresos (relacionado con la dignificación de los más pobres).</td>
</tr>
<tr>
<td><b>ODS 16:</b> Paz, Justicia e Instituciones Sólidas</td>
<td><b>Meta 16.1:</b> Reducir significativamente todas las formas de violencia.</td>
<td><b>Indicador 16.1.1 (Implícito):</b> Número de víctimas de homicidios intencionales (específicamente, asesinatos de líderes y defensores del territorio).</td>
</tr>
<tr>
<td><b>ODS 15:</b> Vida de Ecosistemas Terrestres</td>
<td><b>Meta 15.1:</b> Asegurar la conservación y el uso sostenible de los ecosistemas terrestres.</td>
<td>No se menciona ni se implica un indicador específico en el texto, más allá del objetivo general de “custodiar la hermosura natural de la selva”.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://adn.celam.org/el-programa-universitario-amazonico-la-propuesta-amazonica-que-encarna-el-pacto-educativo-global-en-america-latina/">adn.celam.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Educación y Discapacidad trabajan por la integración escolar – DIRECCIÓN DE PLANEAMIENTO Y CALIDAD EDUCATIVA</title>
<link>https://sdgtalks.ai/Es/educacion-y-discapacidad-trabajan-por-la-integracion-escolar-direccion-de-planeamiento-y-calidad-educativa</link>
<guid>https://sdgtalks.ai/Es/educacion-y-discapacidad-trabajan-por-la-integracion-escolar-direccion-de-planeamiento-y-calidad-educativa</guid>
<description><![CDATA[ Educación y Discapacidad trabajan por la integración escolar  DIRECCIÓN DE PLANEAMIENTO Y CALIDAD EDUCATIVA ]]></description>
<enclosure url="http://www.educaciontuc.gov.ar/wp-content/uploads/2025/11/Reunion-Discapacidad-1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 16:30:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Educación, Discapacidad, trabajan, por, integración, escolar, –, DIRECCIÓN, PLANEAMIENTO, CALIDAD, EDUCATIVA</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Avances en Inclusión Educativa y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto de la Reunión Interministerial</h3>
<p>El pasado viernes se llevó a cabo una reunión estratégica en las oficinas del Ministerio de Educación, liderada por la ministra <b>Susana Montaldo</b>. El encuentro congregó a altas autoridades de los ministerios de Educación y Salud con el propósito de establecer una agenda de trabajo conjunta para fortalecer la inclusión educativa de estudiantes con discapacidad. Esta iniciativa se alinea directamente con la Agenda 2030 para el Desarrollo Sostenible, buscando materializar compromisos globales a nivel local.</p>
<p>Los participantes clave en esta sesión de trabajo fueron:</p>
<ul>
<li><b>Susana Montaldo</b>, Ministra de Educación.</li>
<li><b>Hortensia Juárez</b>, Directora de la Junta de Evaluación de Discapacidad y Categorización de Prestadores.</li>
<li><b>Gabriela Gallardo</b>, Secretaria de Estado de Educación.</li>
<li><b>Facundo Juez Pérez</b>, Subsecretario de Asistencia Legal y Técnica.</li>
<li><b>Viviana Nasir</b>, Directora de Educación Especial.</li>
</ul>
<h3>Objetivos Clave y Articulación con el ODS 4: Educación de Calidad</h3>
<p>El objetivo central de la reunión fue avanzar en la regulación de la figura de las maestras integradoras y el diseño de un proyecto de inclusión integral. Estas acciones constituyen un paso fundamental para garantizar el cumplimiento del <b>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</b>, que busca asegurar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
<p>Los puntos específicos abordados en relación con el ODS 4 incluyen:</p>
<ol>
<li><b>Garantizar el acceso equitativo (Meta 4.5):</b> El proyecto busca eliminar las barreras que enfrentan los niños y niñas con discapacidad, asegurando que tengan igual acceso a todos los niveles de la enseñanza y la formación profesional.</li>
<li><b>Mejorar la calidad del apoyo educativo:</b> La regulación de las maestras integradoras permitirá que el personal docente de apoyo permanezca más tiempo con los estudiantes, ofreciendo un acompañamiento personalizado y efectivo que conduzca a trayectorias educativas exitosas.</li>
<li><b>Fomentar entornos de aprendizaje inclusivos y seguros (Meta 4.a):</b> La iniciativa pretende mejorar las condiciones educativas tanto para los estudiantes como para los docentes, creando un ambiente que favorezca el desarrollo integral y el bienestar de toda la comunidad educativa.</li>
</ol>
<h3>Reducción de Desigualdades (ODS 10) y Fortalecimiento de Alianzas (ODS 17)</h3>
<p>La colaboración entre el Ministerio de Educación y el Ministerio de Salud es un claro ejemplo del <b>Objetivo de Desarrollo Sostenible 17 (Alianzas para lograr los objetivos)</b>. Este diálogo interinstitucional es crucial para desarrollar políticas públicas coherentes y efectivas que den respuesta a las necesidades de la población.</p>
<p>Asimismo, el proyecto impacta directamente en el <b>Objetivo de Desarrollo Sostenible 10 (Reducción de las desigualdades)</b>, al promover la inclusión social y educativa de las personas con discapacidad (Meta 10.2). Al asegurar que estos estudiantes puedan alcanzar niveles educativos superiores, se contribuye a cambiar sus vidas y a construir una sociedad más justa y equitativa.</p>
<h3>Declaraciones y Proyecciones Futuras</h3>
<p>La directora de Educación Especial, <b>Viviana Nasir</b>, destacó que el proyecto es “superador” y beneficiará a toda la comunidad. Subrayó que el fin último es que “los chicos puedan tener una trayectoria educativa exitosa que los pueda llevar a otros niveles educativos y pueda cambiar la vida de estas personas en condición de discapacidad”, reflejando un compromiso con el principio de “no dejar a nadie atrás” de la Agenda 2030.</p>
<p>Por su parte, la directora <b>Hortensia Juárez</b> calificó la reunión como “muy oportuna” debido a la alta demanda de apoyo educativo. Enfatizó la necesidad de reglamentar el proyecto de ley existente para hacerlo efectivo y celebró el trabajo articulado entre ministerios como el camino para “llevar respuestas a la población”, materializando el espíritu de colaboración del ODS 17.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. La discusión se centra explícitamente en la “inclusión educativa”, la mejora de las “condiciones educativas de los niños” con discapacidad y el aseguramiento de una “trayectoria educativa exitosa”. La reunión entre el Ministerio de Educación y la Junta de Evaluación de Discapacidad tiene como fin directo garantizar una educación inclusiva, equitativa y de calidad para los estudiantes en condición de discapacidad.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo se enfoca en un grupo vulnerable específico: las personas con discapacidad. Al buscar regular la figura de las “maestras integradoras” y desarrollar un “proyecto de inclusión”, se está trabajando directamente para reducir las desigualdades en el acceso a la educación. El objetivo es “cambiar la vida de estas personas en condición de discapacidad”, promoviendo su inclusión social y educativa y garantizando la igualdad de oportunidades.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>La mención de un “proyecto de ley” que necesita ser reglamentado para “hacerla efectiva” y el trabajo articulado entre diferentes organismos gubernamentales (Ministerio de Educación y Ministerio de Salud) se relacionan con la construcción de instituciones eficaces, responsables e inclusivas. El diálogo interinstitucional busca crear un marco legal y operativo sólido para dar “respuesta a la población” y garantizar los derechos de los niños con discapacidad.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y garantizar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad.</h3>
<p>Esta meta es central en el artículo. Todo el esfuerzo descrito, desde la reunión hasta el proyecto de ley, está orientado a asegurar que los “niños con discapacidad” tengan acceso a una educación de calidad. La regulación de las “maestras integradoras” es una acción concreta para facilitar este acceso igualitario y mejorar sus condiciones educativas.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>Aunque no se habla de construcción física, el proyecto busca crear un “entorno” educativo inclusivo y eficaz. La figura de la “maestra integradora” y la mejora de las “condiciones educativas” contribuyen directamente a adecuar el sistema educativo para que sea sensible a las necesidades de los estudiantes con discapacidad, permitiéndoles tener una “trayectoria educativa exitosa”.</p>
</li>
<li>
<h3>Meta 10.2: De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>El artículo subraya que el objetivo final de la inclusión educativa es “cambiar la vida de estas personas en condición de discapacidad”, lo que implica una mayor inclusión social y económica a largo plazo. Una educación exitosa es la base para la participación plena en la sociedad.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias y promoviendo legislaciones, políticas y medidas adecuadas a ese respecto.</h3>
<p>La discusión sobre un “proyecto de ley” que necesita ser reglamentado es una acción directa hacia el cumplimiento de esta meta. Se busca crear un marco legal (“promoviendo legislaciones”) que garantice la igualdad de oportunidades en el ámbito educativo para los niños con discapacidad y elimine barreras existentes.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos específicos, pero las acciones y objetivos descritos implican la necesidad de medir el progreso. Los siguientes indicadores están implícitos en la discusión:</p>
<ul>
<li>
<h3>Indicador 4.5.1: Índices de paridad (por ejemplo, en función de la situación de discapacidad) para los indicadores de la educación.</h3>
<p>El enfoque del artículo en los “niños con discapacidad” implica la necesidad de recopilar datos desagregados por esta condición. El éxito del proyecto se podría medir comparando las tasas de matriculación, permanencia y finalización de estudios entre estudiantes con y sin discapacidad, buscando reducir cualquier brecha existente.</p>
</li>
<li>
<h3>Indicador 10.3.1: Proporción de la población que declara haberse sentido personalmente discriminada o acosada en los 12 meses anteriores por motivos de discriminación prohibidos por el derecho internacional de los derechos humanos.</h3>
<p>El proyecto de ley y la regulación de las maestras integradoras buscan crear un sistema más justo y menos discriminatorio. Aunque no se menciona directamente, un indicador del éxito de estas políticas sería una reducción en la percepción de discriminación por parte de las familias y los estudiantes con discapacidad dentro del sistema educativo.</p>
</li>
<li>
<h3>Indicador relacionado con la política pública (Implícito): Existencia y aplicación de leyes y políticas que garantizan la inclusión educativa.</h3>
<p>El artículo menciona explícitamente un “proyecto de ley” que debe ser reglamentado para “hacerla efectiva”. Por lo tanto, un indicador clave de progreso, implícito en el texto, es la aprobación y posterior implementación efectiva de esta legislación. El número de “maestras integradoras” reguladas y trabajando en el sistema también podría ser un indicador de la aplicación de esta política.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Identificado o Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.5:</strong> Garantizar el acceso igualitario a todos los niveles de la enseñanza para las personas vulnerables, incluidas las personas con discapacidad.</td>
<td><strong>Indicador 4.5.1 (Implícito):</strong> Medición de la paridad en el acceso y éxito educativo para estudiantes con discapacidad.</td>
</tr>
<tr>
<td></td>
<td><strong>Meta 4.a:</strong> Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de las personas con discapacidad y que ofrezcan entornos de aprendizaje inclusivos.</td>
<td><strong>Indicador Implícito:</strong> Número de escuelas con maestras integradoras reguladas y recursos adecuados para la inclusión.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su discapacidad.</td>
<td><strong>Indicador Implícito:</strong> Tasa de finalización de estudios de personas con discapacidad como base para su inclusión social y económica.</td>
</tr>
<tr>
<td></td>
<td><strong>Meta 10.3:</strong> Garantizar la igualdad de oportunidades, incluso eliminando leyes y políticas discriminatorias y promoviendo legislaciones adecuadas.</td>
<td><strong>Indicador Implícito:</strong> Aprobación y reglamentación efectiva del proyecto de ley para la inclusión educativa.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td><strong>Meta 16.6:</strong> Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td><strong>Indicador Implícito:</strong> Establecimiento de mecanismos de trabajo articulado y permanente entre el Ministerio de Educación y el de Salud para la inclusión.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.educaciontuc.gov.ar/2025/11/28/educacion-y-discapacidad-trabajan-por-la-integracion-escolar/">educaciontuc.gov.ar</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Educación da luz verde a las ayudas del cheque&#45;ESO tras su publicación en el BOCCE – El Pueblo de Ceuta</title>
<link>https://sdgtalks.ai/Es/educacion-da-luz-verde-a-las-ayudas-del-cheque-eso-tras-su-publicacion-en-el-bocce-el-pueblo-de-ceuta</link>
<guid>https://sdgtalks.ai/Es/educacion-da-luz-verde-a-las-ayudas-del-cheque-eso-tras-su-publicacion-en-el-bocce-el-pueblo-de-ceuta</guid>
<description><![CDATA[ Educación da luz verde a las ayudas del cheque-ESO tras su publicación en el BOCCE  El Pueblo de Ceuta ]]></description>
<enclosure url="https://static.elpueblodeceuta.es/clip/684db0d7-7f9c-4152-8d33-7a738226a6ac_facebook-aspect-ratio_default_0.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 10:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Educación, luz, verde, las, ayudas, del, cheque-ESO, tras, publicación, BOCCE, –, Pueblo, Ceuta</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Concesión de Ayudas “Cheque Estudio” en Ceuta y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto de la Iniciativa</h3>
<p>La Ciudad Autónoma de Ceuta ha formalizado, mediante su publicación en el Boletín Oficial de la Ciudad (BOCCE) el 28 de noviembre, la concesión del programa “cheque estudio educación secundaria”. Esta iniciativa, impulsada por la Consejería de Educación, Cultura y Juventud, se alinea directamente con la Agenda 2030, demostrando un compromiso local con los Objetivos de Desarrollo Sostenible (ODS), en particular con la promoción de una educación inclusiva y equitativa.</p>
<h3>Contribución Directa al ODS 4: Educación de Calidad</h3>
<p>El programa está diseñado para fortalecer el sistema educativo y garantizar el acceso a oportunidades de aprendizaje para todos. Su objetivo principal es apoyar a los estudiantes que han completado con éxito la Educación Secundaria Obligatoria (ESO) en el curso 2024/2025, incentivando la continuidad de su formación y contribuyendo a las siguientes metas del ODS 4:</p>
<ul>
<li><b>Meta 4.1:</b> Asegurar que todos los jóvenes completen una educación secundaria de calidad, equitativa y gratuita. La ayuda financiera directa elimina barreras económicas que podrían impedir la transición a niveles educativos superiores.</li>
<li><b>Meta 4.3:</b> Facilitar el acceso igualitario a una formación técnica, profesional y superior de calidad. Al proporcionar un recurso económico, se empodera a los jóvenes para que persigan sus aspiraciones académicas y profesionales.</li>
</ul>
<h3>Impacto en el ODS 10: Reducción de las Desigualdades</h3>
<p>El diseño del “cheque estudio” es un claro ejemplo de política pública orientada a la reducción de las desigualdades. Las características de la ayuda refuerzan este compromiso:</p>
<ul>
<li><b>Carácter Universal:</b> La ayuda se concede a todos los estudiantes empadronados que cumplan el requisito académico, sin distinción de su origen socioeconómico.</li>
<li><b>Sin Concurrencia Competitiva:</b> Al distribuir el crédito aprobado a partes iguales entre todos los solicitantes aptos, se garantiza un trato equitativo y se evita que la ayuda se concentre en grupos específicos, promoviendo la igualdad de oportunidades.</li>
</ul>
<p>Esta medida contribuye a nivelar el campo de juego para los jóvenes de la ciudad, asegurando que el mérito académico sea el principal criterio, en línea con la <b>Meta 10.2</b> de potenciar y promover la inclusión social, económica y política de todas las personas.</p>
<h3>Procedimiento y Transparencia Institucional (ODS 16)</h3>
<p>La gestión del programa se fundamenta en un marco legal sólido y transparente, un pilar del <b>ODS 16: Paz, Justicia e Instituciones Sólidas</b>. La adhesión a normativas y la claridad en el proceso reflejan la construcción de instituciones eficaces y responsables.</p>
<h3>Base Normativa</h3>
<p>La tramitación se sustenta en la siguiente legislación:</p>
<ol>
<li>Bases Reguladoras de la ayuda (publicadas en enero de 2025).</li>
<li>Ley General de Subvenciones y su reglamento.</li>
<li>Reglamento General de Subvenciones de la Ciudad de Ceuta.</li>
<li>Reglamento de Servicios de las Corporaciones Locales.</li>
</ol>
<p>El proceso cuenta con el aval del informe jurídico favorable del Técnico de Administración General, garantizando la legalidad y rigurosidad del procedimiento.</p>
<h3>Estructura de la Resolución</h3>
<p>La resolución final, que agota la vía administrativa, se organiza de manera clara para los ciudadanos, detallando los resultados en tres anexos diferenciados:</p>
<ul>
<li><b>Anexo I:</b> Listado de beneficiarios con la ayuda concedida y el importe correspondiente.</li>
<li><b>Anexo II:</b> Relación de solicitudes denegadas, especificando los motivos de exclusión para garantizar la transparencia.</li>
<li><b>Anexo III:</b> Solicitantes que, cumpliendo los requisitos, no han facilitado una cuenta bancaria válida para el abono.</li>
</ul>
<p>Asimismo, se informa a los interesados sobre su derecho a interponer recursos, ya sea potestativo de reposición o contencioso-administrativo, lo que refuerza la seguridad jurídica y la rendición de cuentas de la institución.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra en la concesión de una ayuda económica, el “cheque estudio educación secundaria”, a los estudiantes que han completado con éxito la Educación Secundaria Obligatoria (ESO). Esta iniciativa apoya directamente el sistema educativo al incentivar y premiar la finalización de una etapa educativa fundamental, contribuyendo a garantizar una educación inclusiva y de calidad.</li>
</ul>
</li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>El programa se describe como de “carácter directo, universal y sin concurrencia competitiva”. Al ofrecer la misma ayuda a todos los estudiantes que cumplen los requisitos, independientemente de su situación socioeconómica, la medida busca reducir las desigualdades de oportunidades. Asegura que todos los jóvenes que alcanzan este hito académico reciban el mismo apoyo de la administración local.</li>
</ul>
</li>
<li>
        <strong>ODS 1: Fin de la Pobreza</strong>
<ul>
<li>Aunque no se menciona explícitamente la pobreza, la concesión de ayudas económicas directas a los jóvenes y sus familias puede aliviar la carga financiera asociada a la educación o a la transición a etapas posteriores. Este tipo de subvenciones públicas actúa como una medida de protección social que puede contribuir a la reducción de la vulnerabilidad económica de los hogares.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.1:</strong> “De aquí a 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”.
<ul>
<li>El artículo aborda directamente esta meta al centrarse en un programa para “todos los estudiantes que hayan obtenido el título de Educación Secundaria Obligatoria (ESO)”. La ayuda económica funciona como un reconocimiento y un incentivo para la finalización exitosa de la educación secundaria.</li>
</ul>
</li>
<li>
        <strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”.
<ul>
<li>El carácter “universal y sin concurrencia competitiva” de la ayuda, que se distribuye “a partes iguales entre todas las solicitudes que cumplen los requisitos”, promueve la inclusión económica y social. Garantiza que todos los jóvenes que completan la ESO en Ceuta sean tratados por igual en el acceso a este recurso, fomentando la equidad.</li>
</ul>
</li>
<li>
        <strong>Meta 1.3:</strong> “Implementar a nivel nacional sistemas y medidas apropiadas de protección social para todos, incluidos niveles mínimos, y, de aquí a 2030, lograr una cobertura sustancial de los pobres y los vulnerables”.
<ul>
<li>El “cheque estudio” es una medida de protección social implementada a nivel local. El artículo especifica que su tramitación se basa en la “Ley General de Subvenciones” y el “Reglamento General de Subvenciones de la Ciudad de Ceuta”, enmarcándolo como una política pública de apoyo económico directo a un segmento de la población (jóvenes estudiantes).</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <strong>Indicador implícito para la Meta 4.1: Tasa de finalización de la educación secundaria.</strong>
<ul>
<li>El artículo no proporciona una cifra, pero el número de beneficiarios que figuran en el “Anexo I” de la resolución representa directamente el número de estudiantes que han completado con éxito la ESO en Ceuta durante el curso 2024/2025 y han solicitado la ayuda. Este dato es un indicador directo para medir la tasa de finalización de la educación secundaria en la ciudad.</li>
</ul>
</li>
<li>
        <strong>Indicador implícito para la Meta 1.3: Proporción de la población cubierta por sistemas de protección social.</strong>
<ul>
<li>El número total de solicitudes concedidas (Anexo I), denegadas (Anexo II) y pendientes de subsanación (Anexo III) permite calcular la cobertura del programa. Un indicador específico sería el “número de jóvenes beneficiarios del programa ‘cheque estudio’ como proporción del total de estudiantes que finalizaron la ESO”. Esto mide el alcance y la efectividad de esta medida de protección social.</li>
</ul>
</li>
<li>
        <strong>Indicador implícito para la Meta 10.2: Gasto público en programas que benefician a grupos específicos.</strong>
<ul>
<li>El artículo menciona que “el crédito aprobado se distribuye a partes iguales entre todas las solicitudes”. Aunque no se especifica el monto total, el “importe correspondiente a cada beneficiario” que figura en el Anexo I puede ser utilizado para calcular el gasto total del programa. Este dato sirve como indicador del esfuerzo financiero de la administración para promover la inclusión y la igualdad de oportunidades entre los jóvenes.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.1: Asegurar que todos los niños y niñas terminen la enseñanza secundaria.</td>
<td>Número de estudiantes que reciben la ayuda por haber obtenido el título de ESO (beneficiarios del Anexo I).</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2: Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>Proporción de estudiantes que completaron la ESO y recibieron la ayuda, demostrando el carácter universal del programa.</td>
</tr>
<tr>
<td><strong>ODS 1: Fin de la Pobreza</strong></td>
<td>1.3: Implementar sistemas y medidas de protección social.</td>
<td>Número total de beneficiarios del programa “cheque estudio” como medida de cobertura de una política de protección social local.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.elpueblodeceuta.es/sec/sociedad/educacion-da-luz-verde-ayudas_1_1148531.html">elpueblodeceuta.es</a></strong></p>
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<title>El DNP lanza el tablero PITI 2025 para prevenir y erradicar el trabajo infantil – Departamento Nacional de Planeación</title>
<link>https://sdgtalks.ai/Es/el-dnp-lanza-el-tablero-piti-2025-para-prevenir-y-erradicar-el-trabajo-infantil-departamento-nacional-de-planeacion</link>
<guid>https://sdgtalks.ai/Es/el-dnp-lanza-el-tablero-piti-2025-para-prevenir-y-erradicar-el-trabajo-infantil-departamento-nacional-de-planeacion</guid>
<description><![CDATA[ El DNP lanza el tablero PITI 2025 para prevenir y erradicar el trabajo infantil  Departamento Nacional de Planeación ]]></description>
<enclosure url="https://colaboracion.dnp.gov.co/CDT/PublishingImages/Noticias/2025/Noviembre/evento-lanazamiento-piti.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 10:30:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>DNP, lanza, tablero, PITI, 2025, para, prevenir, erradicar, trabajo, infantil, –, Departamento, Nacional, Planeación</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Lanzamiento del Tablero PITI 2025 y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p>El presente informe detalla el lanzamiento del “Tablero PITI 2025” (Probabilidad de Trabajo Infantil), una herramienta estratégica desarrollada por el Departamento Nacional de Planeación (DNP) presentada el 27 de noviembre de 2025. Esta iniciativa representa un avance significativo en el cumplimiento de los compromisos del Plan Nacional de Desarrollo y, fundamentalmente, en la consecución de los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Descripción y Alcance de la Herramienta</h3>
<p>El Tablero PITI 2025 es una plataforma analítica y de visualización de datos que centraliza información oficial para identificar, medir y predecir el riesgo de trabajo infantil en niñas, niños y adolescentes a nivel nacional. Su diseño se basa en modelos econométricos y una profunda desagregación territorial, permitiendo la formulación de políticas públicas basadas en evidencia.</p>
<h3>Funcionalidades Clave</h3>
<ul>
<li>Consulta y comparación de indicadores clave entre regiones y grupos poblacionales.</li>
<li>Identificación de factores de riesgo y condiciones de vulnerabilidad a nivel de hogar.</li>
<li>Acceso a registros individuales para facilitar la implementación de acciones de política focalizada.</li>
<li>Articulación de acciones preventivas en el marco del Sistema Nacional de Bienestar Familiar (SNBF).</li>
</ul>
<h2>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El Tablero PITI 2025 es un instrumento fundamental para el avance de la Agenda 2030, impactando directamente en varios ODS:</p>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>La herramienta contribuye de manera directa a la <strong>Meta 8.7</strong>, que exige la adopción de medidas inmediatas y eficaces para erradicar el trabajo forzoso y poner fin al trabajo infantil en todas sus formas para 2025. El tablero permite una acción preventiva y predictiva, pasando de la reacción a la anticipación de los casos.</p>
<h3>ODS 1: Fin de la Pobreza y ODS 10: Reducción de las Desigualdades</h3>
<p>Al identificar la pobreza como una de las principales condiciones de vulnerabilidad, la herramienta permite focalizar intervenciones que aborden las causas estructurales del trabajo infantil. Esto contribuye a romper los ciclos intergeneracionales de pobreza (ODS 1) y a reducir las desigualdades que afectan a los menores en situación de riesgo (ODS 10).</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>El trabajo infantil es una de las principales barreras para el acceso y la permanencia en el sistema educativo. Al prevenir que los menores ingresen al mercado laboral, el Tablero PITI protege su derecho a una educación inclusiva, equitativa y de calidad, un pilar del ODS 4.</p>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Esta iniciativa fortalece las capacidades institucionales del Estado para proteger los derechos de la niñez. Al promover decisiones basadas en datos y evidencia, se fomenta la creación de instituciones más eficaces, responsables e inclusivas, en línea con los principios del ODS 16.</p>
<h2>Principales Hallazgos del Tablero PITI 2025</h2>
<p>El análisis inicial de los datos ha revelado patrones de riesgo y alertas territoriales que requieren atención prioritaria.</p>
<h3>Alertas por Nivel de Riesgo Territorial</h3>
<ol>
<li><strong>Departamentos con Mayor Riesgo:</strong> Antioquia, Bogotá, Boyacá, Caldas, Cauca, Chocó, Guainía, Huila, Quindío, Risaralda y Vaupés.</li>
<li><strong>Ciudades Capitales con Mayor Concentración de Riesgo:</strong>
<ul>
<li>Bogotá: 229.956 menores (9,2% del total nacional).</li>
<li>Barranquilla: 75.229 menores (3,0%).</li>
<li>Medellín: 72.856 menores (2,9%).</li>
<li>Cali: 70.454 menores (2,8%).</li>
</ul>
</li>
<li><strong>Municipios con Mayor Número de Casos Potenciales:</strong>
<ul>
<li>Soledad, Atlántico: 28.686 menores.</li>
<li>Soacha, Cundinamarca: 28.619 menores.</li>
<li>Buenaventura, Valle del Cauca: 16.854 menores.</li>
</ul>
</li>
</ol>
<h2>Conclusión y Recomendaciones</h2>
<p>El Tablero PITI 2025 es una herramienta de alto valor estratégico para la prevención y erradicación del trabajo infantil en Colombia. Su uso efectivo es indispensable para orientar acciones focalizadas y eficientes que garanticen la protección integral de la niñez y el cumplimiento de los Objetivos de Desarrollo Sostenible. Se insta a todas las instituciones públicas, organizaciones sociales y gobiernos territoriales a adoptar y utilizar esta plataforma para fortalecer sus estrategias de intervención.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo aborda y se conecta principalmente con los siguientes Objetivos de Desarrollo Sostenible:</p>
<ul>
<li>
<h3>ODS 8: Trabajo decente y crecimiento económico</h3>
<p>Este es el ODS más directamente relacionado, ya que el propósito central del artículo y de la herramienta “Tablero PITI” es la prevención y erradicación del trabajo infantil. El artículo menciona explícitamente la “Meta 8.7 de los ODS orientada a poner fin al trabajo infantil”, vinculando directamente la iniciativa con este objetivo que busca promover el trabajo decente para todos y erradicar sus peores formas, como el trabajo infantil.</p>
</li>
<li>
<h3>ODS 1: Fin de la pobreza</h3>
<p>El artículo identifica la pobreza como una de las “principales condiciones de vulnerabilidad para que se presenten casos de trabajo infantil”. La herramienta PITI permite identificar alertas socioeconómicas y focalizar acciones en hogares vulnerables. Al prevenir el trabajo infantil, que es a la vez una causa y una consecuencia de la pobreza, se contribuye a romper el ciclo de la pobreza intergeneracional, alineándose con el objetivo de erradicarla en todas sus formas.</p>
</li>
<li>
<h3>ODS 10: Reducción de las desigualdades</h3>
<p>El trabajo infantil afecta de manera desproporcionada a los niños y niñas de hogares en condiciones de vulnerabilidad, exacerbando las desigualdades existentes. La herramienta PITI permite “consultar y comparar indicadores clave entre regiones y grupos poblacionales” y focalizar acciones en los “territorios, hogares y poblaciones con mayores niveles de riesgo”. Esto contribuye directamente a reducir las desigualdades al proteger a uno de los grupos más vulnerables de la sociedad.</p>
</li>
<li>
<h3>ODS 16: Paz, justicia e instituciones sólidas</h3>
<p>El artículo destaca que la herramienta busca el “fortalecimiento de las decisiones públicas basadas en evidencia” y la articulación de acciones entre entidades del orden nacional y territorial. La creación y uso del “Tablero PITI” representa un esfuerzo por construir instituciones más eficaces y responsables que protejan los derechos de la niñez, un componente clave para una sociedad justa y pacífica.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>El contenido del artículo permite identificar las siguientes metas específicas de los ODS:</p>
<ol>
<li>
<h3>Meta 8.7: Poner fin al trabajo infantil</h3>
<p>Esta meta es mencionada explícitamente en el artículo: “…en línea con el Sistema Nacional de Bienestar Familiar (SNBF), el Convenio 182 de la OIT y la <strong>Meta 8.7 de los ODS orientada a poner fin al trabajo infantil</strong>“. La totalidad del proyecto “Tablero PITI” está diseñada como un instrumento para tomar medidas inmediatas y eficaces para prevenir y erradicar el trabajo infantil, lo que la alinea perfectamente con el objetivo de esta meta.</p>
</li>
<li>
<h3>Meta 1.2: Reducir la pobreza en todas sus dimensiones</h3>
<p>Aunque no se menciona explícitamente, esta meta está implícita. El artículo señala que la pobreza es una de las principales “condiciones de vulnerabilidad”. Al identificar hogares en riesgo y permitir una “atención integral para el menor y su familia”, la herramienta facilita intervenciones que no solo sacan al niño del trabajo, sino que también pueden abordar la situación de pobreza del hogar, contribuyendo a reducir la proporción de personas que viven en pobreza.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas</h3>
<p>El trabajo infantil es una barrera fundamental para la inclusión social y económica de los niños en el futuro. Al crear una herramienta que permite “identificar factores de riesgo y condiciones de vulnerabilidad” y orientar “acciones focalizadas y efectivas”, se está trabajando para proteger a los niños y niñas en riesgo, asegurando que no sean excluidos y tengan la oportunidad de desarrollarse plenamente, lo cual es el núcleo de esta meta.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, aunque el artículo no menciona los códigos numéricos de los indicadores oficiales de los ODS, sí describe datos y métricas que funcionan como indicadores implícitos o proxies para medir el progreso, especialmente en relación con la Meta 8.7.</p>
<ul>
<li>
<h3>Indicador implícito relacionado con el Indicador 8.7.1</h3>
<p>El indicador oficial es el <strong>8.7.1: “Proporción y número de niños de 5 a 17 años que realizan trabajo infantil, por sexo y grupo de edad”</strong>. El “Tablero PITI” no mide directamente los casos confirmados, pero sí su probabilidad, lo cual es un paso previo y una medida de seguimiento fundamental. Los datos que el tablero genera y que se mencionan en el artículo pueden ser usados como indicadores para medir el progreso en la prevención:</p>
<ol>
<li><strong>Tasas de riesgo de trabajo infantil por departamento:</strong> El artículo menciona que departamentos como Antioquia, Bogotá y Chocó presentan “las tasas más altas de riesgo”. Monitorear la evolución de estas tasas es una forma de medir el progreso.</li>
<li><strong>Número de niños en alto riesgo por ciudad:</strong> Se especifican cifras como “Bogotá: 229.956 menores (9,2% del total nacional)”. La reducción de este número a lo largo del tiempo sería un indicador claro de éxito.</li>
<li><strong>Número de casos potenciales por municipio:</strong> Se dan ejemplos como “Soledad, Atlántico: 28.686 menores”. Este dato sirve como un indicador localizado para medir la efectividad de las intervenciones a nivel municipal.</li>
</ol>
<p>Estos datos, generados por el “Tablero PITI”, proporcionan una “evidencia predictiva y territorializada” que permite a las autoridades actuar antes de que los casos se materialicen, sirviendo como un sistema de alerta temprana y un indicador de la vulnerabilidad subyacente que conduce al trabajo infantil, complementando así la medición del indicador oficial 8.7.1.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 8: Trabajo decente y crecimiento económico</strong></td>
<td><strong>Meta 8.7:</strong> Adoptar medidas inmediatas y eficaces para erradicar el trabajo forzoso, poner fin a las formas contemporáneas de esclavitud y la trata de personas y asegurar la prohibición y eliminación de las peores formas de trabajo infantil y, a más tardar en 2025, poner fin al trabajo infantil en todas sus formas.</td>
<td><strong>Indicadores implícitos (relacionados con el Indicador 8.7.1):</strong>
<ul>
<li>Tasas de riesgo de trabajo infantil por departamento.</li>
<li>Número de niños en alto riesgo en ciudades capitales.</li>
<li>Número de casos potenciales de trabajo infantil por municipio.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 1: Fin de la pobreza</strong></td>
<td><strong>Meta 1.2:</strong> Para 2030, reducir al menos a la mitad la proporción de hombres, mujeres y niños de todas las edades que viven en la pobreza en todas sus dimensiones con arreglo a las definiciones nacionales.</td>
<td><strong>Indicador implícito:</strong> Identificación de hogares con “condiciones de vulnerabilidad” como la pobreza, permitiendo focalizar la “atención integral para el menor y su familia” para reducir su vulnerabilidad socioeconómica.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las desigualdades</strong></td>
<td><strong>Meta 10.2:</strong> Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</td>
<td><strong>Indicador implícito:</strong> Comparación de indicadores de riesgo entre regiones y grupos poblacionales para orientar acciones focalizadas que protejan a los niños en mayor riesgo, promoviendo su inclusión.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.dnp.gov.co/Prensa_/Noticias/Paginas/dnp-lanza-tablero-piti-2025-para-prevenir-erradicar-trabajo-infantil.aspx">dnp.gov.co</a></strong></p>
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<item>
<title>La UNdeC participó el 10º Seminario Internacional de Educación a Distancia de la RUEDA – CIN – Universidad Nacional de Chilecito</title>
<link>https://sdgtalks.ai/Es/la-undec-participo-el-10o-seminario-internacional-de-educacion-a-distancia-de-la-rueda-cin-universidad-nacional-de-chilecito</link>
<guid>https://sdgtalks.ai/Es/la-undec-participo-el-10o-seminario-internacional-de-educacion-a-distancia-de-la-rueda-cin-universidad-nacional-de-chilecito</guid>
<description><![CDATA[ La UNdeC participó el 10º Seminario Internacional de Educación a Distancia de la RUEDA – CIN  Universidad Nacional de Chilecito ]]></description>
<enclosure url="https://www.undec.edu.ar/wp-content/uploads/2025/11/DSC_0058-980x598.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 09:04:43 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UNdeC, participó, 10º, Seminario, Internacional, Educación, Distancia, RUEDA, –, CIN, –, Universidad, Nacional, Chilecito</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Participación de la Universidad Nacional de Chilecito en el 10º Seminario Internacional de RUEDA</h2>
<p>La Universidad Nacional de Chilecito (UNdeC) desempeñó un rol protagónico en el 10º Seminario Internacional de Educación a Distancia, organizado por la Red Universitaria de Educación a Distancia (RUEDA) del Consejo Interuniversitario Nacional (CIN). Este evento se consolida como un espacio estratégico para el avance del <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>, al abordar los desafíos de la educación superior en el contexto de la transformación digital.</p>
<h2>Alineación del Seminario con la Agenda 2030 para el Desarrollo Sostenible</h2>
<p>El encuentro, que reunió a más de 500 asistentes presenciales y cientos de participantes virtuales, se centró en la “Educación Superior expandida”, demostrando un fuerte compromiso con la creación de alianzas para el desarrollo, en línea con el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>. La colaboración de más de 60 universidades públicas nacionales y provinciales a través de RUEDA fortalece las instituciones y promueve un ecosistema educativo más sólido y resiliente, contribuyendo al <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>.</p>
<h3>Ejes Temáticos y su Contribución a los ODS</h3>
<p>Las discusiones se organizaron en torno a ejes que impactan directamente en la consecución de una educación inclusiva y equitativa:</p>
<ul>
<li><strong>Innovación pedagógica y tecnológica:</strong> Se abordó el impacto de la Inteligencia Artificial, fomentando la modernización de la infraestructura educativa y la innovación, pilares del <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>.</li>
<li><strong>Hibridación de modalidades y trayectorias estudiantiles:</strong> Estas temáticas buscan garantizar el acceso igualitario y la permanencia en la educación superior (Meta 4.3 del ODS 4) y reducir las brechas de acceso por motivos geográficos o socioeconómicos, aportando al <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</li>
<li><strong>Recursos educativos abiertos y acceso al conocimiento:</strong> Promueve la democratización del saber y el acceso universal a la información, un principio fundamental para una educación de calidad para todos.</li>
<li><strong>Gestión institucional y políticas académicas:</strong> Se discutieron marcos de trabajo como el Sistema de Análisis Curricular de las Actividades Universitarias (SACAU), que fortalecen la capacidad institucional para ofrecer una educación pertinente y de alta calidad.</li>
</ul>
<h2>Liderazgo Estratégico de la UNdeC y Fortalecimiento Institucional</h2>
<p>La participación de la UNdeC, a través del Lic. Esp. Gabriel Quiroga Salomon como Coordinador Ejecutivo de RUEDA, posiciona a la universidad como un actor clave en la definición de políticas públicas para la educación superior en Argentina.</p>
<h3>Impacto Institucional en el Marco de los ODS</h3>
<ol>
<li><strong>Incidencia en Políticas Universitarias Nacionales:</strong> La participación en la Comisión de Asuntos Académicos del CIN permite a la UNdeC contribuir directamente a la construcción de un sistema universitario más inclusivo y equitativo, alineado con el ODS 4.</li>
<li><strong>Visibilidad y Liderazgo Académico:</strong> El rol de liderazgo refuerza la imagen de la UNdeC como una institución innovadora y comprometida con la calidad educativa, fomentando alianzas estratégicas (ODS 17).</li>
<li><strong>Fortalecimiento del Ecosistema Educativo Regional:</strong> La UNdeC transfiere conocimientos y buenas prácticas a nivel regional, impulsando el desarrollo de capacidades locales y contribuyendo a la reducción de desigualdades territoriales en el acceso a la educación superior (ODS 10).</li>
</ol>
<h2>Conclusión: Un Compromiso con el Futuro de la Educación Pública</h2>
<p>La destacada participación de la UNdeC en el 10º Seminario Internacional de RUEDA reafirma su compromiso con un modelo de educación superior pública, inclusiva, innovadora y federal. El evento no solo abordó los desafíos tecnológicos actuales, sino que también consolidó a la red como un pilar fundamental para alcanzar los Objetivos de Desarrollo Sostenible, garantizando que la educación siga siendo el principal motor para el desarrollo humano y social en Argentina.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra íntegramente en la educación superior, describiendo el “10º Seminario Internacional de Educación a Distancia” como uno de los “encuentros más importantes del país para pensar los desafíos actuales de la educación superior”. El objetivo del seminario y de la red RUEDA es buscar “la innovación y la calidad educativa permanentemente”, lo que se alinea directamente con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad.</li>
</ul>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<ul>
<li>El artículo destaca la colaboración y el trabajo en red como elementos centrales. La Red Universitaria de Educación a Distancia (RUEDA) es una alianza que articula los “Sistemas Institucionales de Educación a Distancia (SIED) de más de 60 universidades públicas nacionales y provinciales”. Esta colaboración para “fortalecer la educación universitaria en red” y actuar como un “espacio de articulación” ejemplifica el espíritu del ODS 17, que promueve la creación de alianzas para alcanzar los objetivos de desarrollo.</li>
</ul>
<h3>ODS 10: Reducción de las desigualdades</h3>
<ul>
<li>Aunque de forma secundaria, el artículo toca este objetivo. Se menciona que RUEDA es una “red federal” que ha realizado “69 asambleas plenarias a lo largo y ancho de todo el país”. Además, se destaca el rol de la Universidad Nacional de Chilecito (UNdeC) para “impulsar procesos de modernización, formación y desarrollo académico en el noroeste argentino”. Estos esfuerzos por descentralizar el debate y fortalecer ecosistemas educativos regionales contribuyen a reducir las desigualdades en el acceso a una educación superior de calidad y a la participación en políticas universitarias.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><strong>Meta 4.3:</strong> “Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”. El artículo aborda esta meta al centrarse en la “educación a distancia” y la “educación mediada por tecnologías”, que son herramientas clave para ampliar el acceso a la educación superior. La discusión sobre la “democratización del conocimiento” refuerza este punto.</li>
<li><strong>Meta 4.c:</strong> “Aumentar considerablemente la oferta de docentes calificados”. El seminario en sí es un espacio para el desarrollo profesional y el intercambio de conocimientos entre académicos y profesionales de la educación superior. Actividades como los “cinco paneles centrales”, los “espacios de intercambio” y las “24 mesas de presentaciones” contribuyen directamente a la formación y actualización del personal docente universitario, mejorando la calidad de la enseñanza.</li>
</ul>
<h3>Metas del ODS 17 (Alianzas para lograr los objetivos)</h3>
<ul>
<li><strong>Meta 17.16:</strong> “Mejorar la Alianza Mundial para el Desarrollo Sostenible, complementada por alianzas entre múltiples interesados que movilicen e intercambien conocimientos, especialización, tecnología y recursos”. RUEDA es una alianza nacional de múltiples interesados (más de 60 universidades públicas) que, según el artículo, es un “espacio de articulación” y un lugar para “aprendizajes compartidos” y debates sobre “innovación pedagógica y tecnológica”.</li>
<li><strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil”. La red RUEDA, que opera dentro del Consejo Interuniversitario Nacional (CIN), es un ejemplo claro de una alianza eficaz en la esfera pública, con una “gran capacidad de intervención y acompañamiento en política universitaria”, lo que demuestra su efectividad para influir y mejorar el sistema educativo.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales de los ODS, pero sí proporciona datos y descripciones que pueden funcionar como indicadores cualitativos o indirectos del progreso:</p>
<ul>
<li><strong>Indicador implícito para la Meta 4.3 y 4.c:</strong> La escala y participación en el seminario. Cifras como “más de 230 trabajos aprobados”, “500 asistentes presenciales” y la participación de “referentes nacionales e internacionales” pueden ser utilizadas como indicadores del nivel de compromiso y actividad orientada a mejorar la calidad y el acceso a la educación superior.</li>
<li><strong>Indicador implícito para la Meta 17.16 y 17.17:</strong> La fortaleza y alcance de la alianza. El artículo menciona que la red RUEDA tiene “35 años de historia” y agrupa a “más de 60 universidades públicas”. La longevidad de la red y el número de instituciones miembro son indicadores claros de la sostenibilidad y el éxito de esta alianza para el desarrollo educativo.</li>
<li><strong>Indicador implícito para la Meta 17.17:</strong> La capacidad de influencia de la alianza. Se menciona que “La RUEDA integra la Comisión de Asuntos Académicos del CIN, lo que permite intervenir, asesorar y participar en decisiones que afectan a todo el sistema universitario”. Esta capacidad de incidir en políticas nacionales es un indicador cualitativo clave de la eficacia de la alianza.</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.3:</strong> Asegurar el acceso igualitario a una formación superior de calidad.</li>
<li><strong>4.c:</strong> Aumentar la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>Número de universidades públicas involucradas en la red (más de 60).</li>
<li>Realización de eventos de alta convocatoria (10º seminario con 500 asistentes).</li>
<li>Cantidad de producción académica compartida (230 trabajos aprobados).</li>
<li>Foco en la “innovación y la calidad educativa”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td>
<ul>
<li><strong>17.16:</strong> Mejorar las alianzas que movilicen e intercambien conocimientos y tecnología.</li>
<li><strong>17.17:</strong> Fomentar y promover alianzas eficaces en la esfera pública.</li>
</ul>
</td>
<td>
<ul>
<li>Existencia y longevidad de la alianza (RUEDA con 35 años de historia).</li>
<li>Número de miembros de la alianza (más de 60 universidades).</li>
<li>Frecuencia de las reuniones y actividades (69 asambleas plenarias, 10 seminarios).</li>
<li>Capacidad de la alianza para influir en políticas universitarias nacionales (participación en la Comisión de Asuntos Académicos del CIN).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Carácter “federal” de la red, con asambleas “a lo largo y ancho de todo el país”.</li>
<li>Liderazgo de una universidad regional (UNdeC) en un espacio nacional.</li>
<li>Objetivo de fortalecer el “ecosistema educativo regional” del noroeste argentino.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.undec.edu.ar/la-undec-participo-el-10o-seminario-internacional-de-educacion-a-distancia-de-la-rueda-cin/">undec.edu.ar</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Libertad educativa – Infobae</title>
<link>https://sdgtalks.ai/Es/libertad-educativa-infobae</link>
<guid>https://sdgtalks.ai/Es/libertad-educativa-infobae</guid>
<description><![CDATA[ Libertad educativa  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/5D6TNL24JNDJ3CSTGF4VQJDXUA.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 09:04:43 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Libertad, educativa, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Propuesta de Ley de Libertad Educativa y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p>El presente informe analiza el borrador de una nueva Ley de Libertad Educativa en Argentina, evaluando su potencial impacto en el sistema educativo a la luz de los Objetivos de Desarrollo Sostenible (ODS), con un énfasis particular en el ODS 4: Educación de Calidad.</p>
<h2>Diagnóstico del Sistema Educativo Argentino frente al ODS 4</h2>
<p>El sistema educativo actual, regulado por la Ley Nº 26.206, presenta desafíos estructurales que obstaculizan el cumplimiento de las metas establecidas en la Agenda 2030. La gobernanza y los resultados de aprendizaje reflejan una brecha significativa con los estándares de una educación de calidad, inclusiva y equitativa.</p>
<h3>Gobernanza, Financiamiento y el ODS 16</h3>
<p>La estructura federal descentralizada ha derivado en una dilución de responsabilidades entre el Estado nacional y las provincias, afectando la eficacia institucional requerida por el <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b>. Se identifican las siguientes problemáticas:</p>
<ul>
<li><b>Responsabilidades compartidas:</b> La planificación, organización y financiamiento conjunto entre Nación y provincias genera ineficiencias y dificulta la rendición de cuentas.</li>
<li><b>Inversión sin resultados:</b> A pesar de una inversión consolidada cercana al 5.3% del PIB, superior al promedio regional, no se ha logrado una mejora proporcional en la calidad educativa. Esto evidencia que el foco debe transitar del “cuánto” se invierte al “cómo” se gestiona, un pilar para el uso eficiente de los recursos públicos.</li>
</ul>
<h3>Resultados de Aprendizaje y el ODS 10</h3>
<p>Los indicadores de aprendizaje demuestran que el sistema no está garantizando el desarrollo de competencias fundamentales, lo cual contraviene directamente las metas del <b>ODS 4</b>. Además, las disparidades en los resultados acentúan las brechas existentes, un desafío central para el <b>ODS 10 (Reducción de las Desigualdades)</b>.</p>
<ol>
<li>Según las pruebas Aprender 2024, casi el 50% de los estudiantes de sexto grado no alcanza niveles satisfactorios en Matemática.</li>
<li>Un tercio de los mismos estudiantes no logra los niveles esperados en Lengua.</li>
<li>Las tasas de abandono en secundaria son elevadas, especialmente en el norte del país y entre los varones, evidenciando una falla en la equidad del sistema.</li>
<li>Solo un 10% de los estudiantes finaliza la secundaria a tiempo y con los conocimientos esperados en Lengua y Matemática.</li>
</ol>
<h2>Análisis de la Inversión y su Impacto en los ODS</h2>
<p>La estructura del gasto educativo es un factor crítico que limita la capacidad de transformación del sistema y su alineación con una visión de desarrollo sostenible.</p>
<h3>Eficiencia del Gasto y su Vínculo con el ODS 4</h3>
<p>La asignación de recursos actual no favorece la innovación ni la mejora continua, elementos clave para alcanzar las metas del <b>ODS 4</b>, incluyendo la formación docente (meta 4.c).</p>
<ul>
<li>Cerca del 90% del presupuesto educativo se destina al pago de salarios, un porcentaje significativamente superior al promedio de los países de la OCDE (58%).</li>
<li>Este esquema deja un margen operativo mínimo para inversiones estratégicas en infraestructura, equipamiento tecnológico, innovación pedagógica y formación docente continua.</li>
</ul>
<h3>Costo de la Ineficiencia y su Relación con el ODS 8</h3>
<p>La gestión deficiente del sistema educativo no solo compromete el futuro de los estudiantes, sino que también impone un costo económico significativo al país, afectando su potencial de crecimiento, tal como lo promueve el <b>ODS 8 (Trabajo Decente y Crecimiento Económico)</b>. Un estudio del Laboratorio de Educación de Idesa (Edulab) estima que la ineficiencia en la administración educativa puede representar una pérdida de hasta el 22.7% del PIB per cápita.</p>
<h2>Recomendaciones para una Reforma Alineada con la Agenda 2030</h2>
<p>Cualquier reforma legislativa, incluida la propuesta de Ley de Libertad Educativa, debe centrarse en la creación de incentivos para una gestión orientada a resultados de aprendizaje. Para ello, es fundamental fortalecer las instituciones y empoderar a la ciudadanía con información.</p>
<h3>Fortalecimiento Institucional y Transparencia (ODS 16 y ODS 17)</h3>
<p>Para avanzar hacia un sistema más eficaz y responsable, se debe redefinir el pacto federal en materia educativa, fortaleciendo las alianzas (<b>ODS 17</b>) y la solidez institucional (<b>ODS 16</b>).</p>
<ul>
<li>El Estado nacional debe asumir un rol central en la producción y difusión de información educativa de calidad, confiable y accesible.</li>
<li>Las provincias deben ser las responsables directas de la gestión, el financiamiento y los resultados de la educación básica en sus jurisdicciones.</li>
<li>La transparencia en los datos es la principal herramienta para que la ciudadanía pueda exigir rendición de cuentas y presionar por mejoras.</li>
</ul>
<h3>Conclusiones: Hacia el Cumplimiento del ODS 4</h3>
<p>El borrador de la nueva ley avanza en la discusión, pero debe profundizar en mecanismos que aseguren una mejora en la gestión. Un enfoque alineado con los Objetivos de Desarrollo Sostenible debe contemplar las siguientes acciones:</p>
<ol>
<li><b>Clarificar roles:</b> Asignar de manera inequívoca la responsabilidad de la gestión y financiamiento de la educación básica a las provincias.</li>
<li><b>Fomentar la transparencia:</b> Consolidar al Estado nacional como un ente generador de datos y evaluador del sistema, no como un co-gestor.</li>
<li><b>Crear incentivos:</b> Diseñar políticas que premien la mejora en los indicadores de aprendizaje y la eficiencia en la gestión provincial.</li>
<li><b>Empoderar a la ciudadanía:</b> Garantizar el acceso a la información para que las familias y la sociedad civil se conviertan en veedores activos del derecho a una educación de calidad, en línea con el espíritu del <b>ODS 4</b>.</li>
</ol>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra íntegramente en el sistema educativo de Argentina. Discute la legislación educativa (Ley 26.206), el financiamiento, la gestión, la eficiencia del gasto y, de manera crucial, los resultados del aprendizaje. Temas como las bajas tasas de finalización de la secundaria y los deficientes resultados en las pruebas de Lengua y Matemática son el núcleo del análisis, lo que lo vincula directamente con el objetivo de garantizar una educación inclusiva, equitativa y de calidad.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.1:</strong> <em>“Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”.</em>
<ul>
<li>El artículo aborda directamente esta meta al destacar las deficiencias en los resultados de aprendizaje y las tasas de finalización. Menciona explícitamente que “casi la mitad de los estudiantes de sexto grado no logra niveles satisfactorios en Matemática y un tercio tampoco lo hace en Lengua”. Además, señala que “solo el 55% de los jóvenes termina a tiempo” la secundaria, y que “solo el 10% de los estudiantes en Argentina logra terminar la secundaria a tiempo y con los aprendizajes esperados”. Estos datos reflejan un fracaso en la consecución de una educación de calidad con resultados efectivos, que es el núcleo de la Meta 4.1.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <strong>Indicador 4.1.1:</strong> <em>“Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas, al final de la enseñanza primaria y al final de la enseñanza secundaria inferior”.</em>
<ul>
<li>El artículo proporciona datos específicos que funcionan como este indicador. Cita los resultados de las pruebas “Aprender 2024”, señalando los porcentajes de estudiantes de sexto grado que no alcanzan niveles satisfactorios en Matemática y Lengua. También menciona los bajos resultados de Argentina en las pruebas PISA, que son una medida internacional de este mismo indicador para jóvenes de 15 años.</li>
</ul>
</li>
<li>
        <strong>Indicador 4.1.2:</strong> <em>“Tasa de finalización (enseñanza primaria, enseñanza secundaria inferior, enseñanza secundaria superior)”.</em>
<ul>
<li>Este indicador está claramente implícito cuando el artículo afirma que “solo el 55% de los jóvenes termina a tiempo” la escuela secundaria y que “las tasas de abandono son especialmente altas en el norte del país y entre los varones”. Estas cifras son una medida directa de la tasa de finalización de la educación secundaria superior.</li>
</ul>
</li>
<li>
        <strong>Indicador de Financiamiento (Relacionado con los medios de implementación del ODS 4):</strong>
<ul>
<li>Aunque no es un indicador de resultado, el artículo discute ampliamente el financiamiento educativo, un medio clave para alcanzar el ODS 4. Menciona que “la inversión —sumando Nación y provincias— suele ubicarse alrededor del 5,3% del PIB”. Este dato sobre el gasto público en educación como porcentaje del PIB es un indicador fundamental para evaluar el compromiso de un país con la meta de una educación de calidad.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.1:</strong> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad.</td>
<td>
<ul>
<li><strong>4.1.1:</strong> Proporción de estudiantes que alcanzan un nivel mínimo de competencia en lectura y matemáticas (mencionado a través de los resultados de las pruebas Aprender y PISA).</li>
<li><strong>4.1.2:</strong> Tasa de finalización de la enseñanza secundaria (mencionado con el dato de que “solo el 55% de los jóvenes termina a tiempo”).</li>
<li><strong>Indicador de financiamiento:</strong> Gasto en educación como porcentaje del PIB (mencionado como “alrededor del 5,3% del PIB”).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/opinion/2025/11/28/libertad-educativa/">infobae.com</a></strong></p>
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<title>Aprende de más de 350 universidades y empresas líderes para formarte profesionalmente – Fundación Carlos Slim</title>
<link>https://sdgtalks.ai/Es/aprende-de-mas-de-350-universidades-y-empresas-lideres-para-formarte-profesionalmente-fundacion-carlos-slim</link>
<guid>https://sdgtalks.ai/Es/aprende-de-mas-de-350-universidades-y-empresas-lideres-para-formarte-profesionalmente-fundacion-carlos-slim</guid>
<description><![CDATA[ Aprende de más de 350 universidades y empresas líderes para formarte profesionalmente  Fundación Carlos Slim ]]></description>
<enclosure url="https://fundacioncarlosslim.org/wp-content/uploads/2025/11/aprende-coursera-2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 03:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Aprende, más, 350, universidades, empresas, líderes, para, formarte, profesionalmente, –, Fundación, Carlos, Slim</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Contribución de la Plataforma Aprende.org a los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción: Plataformas Digitales y la Agenda 2030</h3>
<p>La plataforma <strong>Aprende.org</strong>, una iniciativa de <strong>Fundación Carlos Slim</strong>, se posiciona como una herramienta fundamental para el avance de la Agenda 2030 para el Desarrollo Sostenible. A través de su sección <strong>Educación</strong>, la plataforma aborda directamente varios Objetivos de Desarrollo Sostenible (ODS), con un enfoque principal en garantizar una educación inclusiva y equitativa de calidad.</p>
<h3>Alineación Estratégica con el ODS 4: Educación de Calidad</h3>
<p>El núcleo de la plataforma Aprende.org contribuye directamente a la consecución del <strong>ODS 4: Educación de Calidad</strong>. Su misión es promover oportunidades de aprendizaje permanente para todos, resolviendo problemas de acceso a la educación en México y América Latina mediante recursos innovadores y sustentables.</p>
<ul>
<li><strong>Acceso Universal:</strong> Ofrece contenidos educativos gratuitos que abarcan todos los niveles del sistema formativo.</li>
<li><strong>Niveles Educativos Cubiertos:</strong>
<ol>
<li>Educación Inicial</li>
<li>Educación Básica</li>
<li>Educación Media</li>
<li>Educación Superior</li>
</ol>
</li>
<li><strong>Aprendizaje Permanente:</strong> Facilita la adquisición de conocimientos y habilidades relevantes para el desarrollo personal y profesional a lo largo de toda la vida.</li>
</ul>
<h3>Fomento del ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>A través de alianzas estratégicas y secciones como <strong>Capacítate para el Empleo</strong>, la plataforma impacta positivamente en el <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>. Se enfoca en mejorar la empleabilidad de los usuarios, dotándolos de las competencias demandadas por el mercado laboral.</p>
<ul>
<li><strong>Desarrollo de Competencias:</strong> Los programas de formación académica y entrenamiento permiten a los usuarios comenzar, cambiar o avanzar en sus carreras profesionales.</li>
<li><strong>Acceso a Formación de Nivel Superior:</strong> La integración con plataformas como <strong>Coursera</strong> ofrece acceso a más de 10,000 cursos y programas diseñados para fortalecer el perfil profesional.</li>
</ul>
<h3>Impulso al ODS 17 y ODS 10: Alianzas y Reducción de Desigualdades</h3>
<p>La colaboración con Coursera es un claro ejemplo del <strong>ODS 17: Alianzas para lograr los Objetivos</strong>. Esta sinergia permite ampliar el alcance y la calidad de la oferta educativa, contribuyendo a la vez al <strong>ODS 10: Reducción de las Desigualdades</strong>.</p>
<ul>
<li><strong>Alianzas Estratégicas:</strong> La plataforma se nutre de contenidos de más de 350 universidades y empresas líderes a nivel mundial, democratizando el acceso a una educación de primer nivel.</li>
<li><strong>Reducción de la Brecha Educativa:</strong> Al ofrecer acceso gratuito a recursos educativos de calidad, Aprende.org ayuda a reducir las desigualdades en el acceso al conocimiento y a las oportunidades de desarrollo para las poblaciones de América Latina.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra por completo en la plataforma Aprende.org y su oferta educativa, que busca “adquirir conocimientos sobre educación inicial, básica, media y superior”. El objetivo principal de la iniciativa es resolver “los principales problemas de acceso a la educación en México y América Latina”, lo cual está directamente alineado con el ODS 4.</li>
</ul>
</li>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>
<ul>
<li>La plataforma incluye la sección “Capacítate para el Empleo” y se menciona que los usuarios pueden “comenzar, cambiar o avanzar en sus carreras” a través de los cursos. Esto conecta directamente con la promoción de habilidades para el empleo y el desarrollo profesional, que son componentes clave del ODS 8.</li>
</ul>
</li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos</strong>
<ul>
<li>El artículo describe una colaboración entre la Fundación Carlos Slim (sociedad civil), la plataforma Aprende.org y Coursera. A su vez, se menciona que Coursera colabora con “más de 350 universidades y empresas líderes”. Este modelo de asociación entre diferentes sectores para alcanzar un objetivo común (la educación) es un ejemplo claro del ODS 17.</li>
</ul>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 4.3:</strong> <em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em>
<ul>
<li>El artículo destaca que la plataforma ofrece acceso a educación “superior” y busca que sea para “cualquier persona y en cualquier lugar”, abordando directamente la necesidad de un acceso equitativo a la educación terciaria.</li>
</ul>
</li>
<li>
        <strong>Meta 4.4:</strong> <em>“Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”.</em>
<ul>
<li>La mención de la sección “Capacítate para el Empleo” y el objetivo de que los usuarios puedan “avanzar en sus carreras” a través de “más de 10 mil cursos” se alinea directamente con esta meta de desarrollo de competencias laborales.</li>
</ul>
</li>
<li>
        <strong>Meta 17.17:</strong> <em>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”.</em>
<ul>
<li>La colaboración entre la Fundación Carlos Slim (sociedad civil) y Coursera, que a su vez se asocia con universidades (sector público/privado) y empresas (sector privado), ejemplifica este tipo de alianza multisectorial para lograr objetivos de desarrollo.</li>
</ul>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
        <strong>Indicador implícito para las Metas 4.3 y 4.4:</strong>
<ul>
<li>El artículo no menciona un indicador oficial de los ODS, pero proporciona datos que pueden funcionar como indicadores de progreso. La mención de “más de 10 mil programas” y “más de 10 mil cursos” disponibles es un indicador cuantitativo de la escala y el alcance de las oportunidades de formación técnica, profesional y superior ofrecidas, lo cual es relevante para medir el progreso hacia las metas 4.3 y 4.4.</li>
</ul>
</li>
<li>
        <strong>Indicador implícito para la Meta 17.17:</strong>
<ul>
<li>El dato de que la oferta formativa se realiza en colaboración con “más de 350 universidades y empresas líderes” sirve como un indicador específico del número y tipo de socios involucrados en la alianza. Este número cuantifica la magnitud de la colaboración, que es un aspecto central de la Meta 17.17.</li>
</ul>
</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Mencionado o Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.3:</strong> Asegurar el acceso igualitario a formación técnica, profesional y superior de calidad.</td>
<td>Número de programas y cursos de educación superior disponibles (implícito en “más de 10 mil programas”).</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>Meta 4.4 (relacionada):</strong> Aumentar el número de jóvenes y adultos con competencias para el empleo.</td>
<td>Número de cursos de capacitación para el empleo disponibles (implícito en “más de 10 mil cursos”).</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>Meta 17.17:</strong> Fomentar alianzas eficaces entre múltiples actores.</td>
<td>Número de instituciones asociadas (mencionado como “más de 350 universidades y empresas líderes”).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://fundacioncarlosslim.org/aprende-de-mas-de-350-universidades-y-empresas-lideres-para-formarte-profesionalmente/">fundacioncarlosslim.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>El Presupuesto de 2026 revela su prioridad: deuda pública y educación absorben la mayor parte del gasto – Infobae</title>
<link>https://sdgtalks.ai/Es/el-presupuesto-de-2026-revela-su-prioridad-deuda-publica-y-educacion-absorben-la-mayor-parte-del-gasto-infobae</link>
<guid>https://sdgtalks.ai/Es/el-presupuesto-de-2026-revela-su-prioridad-deuda-publica-y-educacion-absorben-la-mayor-parte-del-gasto-infobae</guid>
<description><![CDATA[ El Presupuesto de 2026 revela su prioridad: deuda pública y educación absorben la mayor parte del gasto  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/AHSY7ZVL2FGN5HZRR6OSMPJUKY.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 03:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Presupuesto, 2026, revela, prioridad:, deuda, pública, educación, absorben, mayor, parte, del, gasto, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Análisis del Presupuesto General de la Nación 2026 y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El presente informe analiza la estructura del Presupuesto General de la Nación para el año 2026, su actual estado de financiación y las implicaciones directas sobre el cumplimiento de los Objetivos de Desarrollo Sostenible (ODS) en el país. La viabilidad de la agenda de desarrollo depende críticamente de la resolución de la actual incertidumbre fiscal.</p>
<h2>Estructura Presupuestaria y Desafíos de Financiación</h2>
<h3>Cifras Clave del Presupuesto</h3>
<p>La planificación fiscal para 2026 enfrenta un desafío estructural que amenaza la ejecución de políticas públicas esenciales. Las cifras centrales son las siguientes:</p>
<ul>
<li><b>Presupuesto Aprobado:</b> $530,7 billones.</li>
<li><b>Presupuesto Proyectado por el Gobierno:</b> $546,9 billones.</li>
<li><b>Brecha de Financiación:</b> $16,3 billones.</li>
<li><b>Fuente de Financiación en Riesgo:</b> La aprobación de la Ley de Financiamiento en el Congreso.</li>
</ul>
<p>La no aprobación de dicha ley resultaría en un presupuesto desfinanciado, comprometiendo la capacidad del Estado para cumplir con sus metas programáticas.</p>
<h3>Composición del Gasto Público</h3>
<p>La distribución del gasto revela una rigidez estructural, con una porción mayoritaria destinada a obligaciones ineludibles, limitando el margen para nuevas inversiones alineadas con los ODS.</p>
<ul>
<li><b>Gastos de Funcionamiento:</b> $358,1 billones (65,4%), para garantizar la operatividad del Estado.</li>
<li><b>Servicio de la Deuda:</b> $100,4 billones (18,3%), para el cumplimiento de obligaciones financieras previas.</li>
<li><b>Inversión Pública:</b> $88,4 billones (16,1%), recursos destinados a materializar políticas públicas e infraestructura.</li>
</ul>
<h2>Implicaciones del Presupuesto para los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Priorización de ODS en Sectores Sociales Clave</h3>
<p>El presupuesto asigna recursos significativos a sectores que son pilares para el avance de la Agenda 2030. Sin embargo, la ejecución plena de estos fondos depende de la estabilidad fiscal.</p>
<ol>
<li><b>ODS 4 (Educación de Calidad):</b> Con una asignación de $88,2 billones, el sector educativo es una prioridad. Estos fondos son cruciales para garantizar una educación inclusiva, equitativa y de calidad, pero cualquier recorte afectaría directamente el logro de estas metas.</li>
<li><b>ODS 3 (Salud y Bienestar):</b> Se destinan $78,1 billones para fortalecer el sistema de salud. La disponibilidad de estos recursos es fundamental para asegurar una vida sana y promover el bienestar para todos en todas las edades.</li>
<li><b>ODS 8 (Trabajo Decente y Crecimiento Económico):</b> El presupuesto de $56,7 billones para el sector trabajo está orientado a fomentar el empleo digno y la protección social, contribuyendo directamente al crecimiento económico sostenido e inclusivo.</li>
</ol>
<h3>Desafíos para el Avance de la Agenda 2030</h3>
<p>A pesar de las asignaciones prioritarias, existen áreas críticas donde el presupuesto presenta debilidades significativas que obstaculizan el cumplimiento de otros ODS.</p>
<ul>
<li><b>Baja Inversión en Innovación (ODS 9):</b> La asignación de solo $380.000 millones para ciencia, tecnología e innovación es insuficiente para cumplir las metas del ODS 9 (Industria, Innovación e Infraestructura), que exige un impulso a la investigación y el desarrollo para construir infraestructuras resilientes y fomentar la industrialización sostenible.</li>
<li><b>Presión del Servicio de la Deuda:</b> El elevado monto destinado al servicio de la deuda ($97,1 billones) reduce la capacidad fiscal para invertir en áreas estratégicas como la acción por el clima (ODS 13), la protección de ecosistemas (ODS 15) o la promoción de energías asequibles y no contaminantes (ODS 7).</li>
<li><b>Riesgo para la Inversión Social (ODS 1 y 10):</b> La incertidumbre sobre los $16,3 billones adicionales pone en riesgo directo la financiación de programas de inversión social, fundamentales para la lucha contra la pobreza (ODS 1) y la reducción de las desigualdades (ODS 10).</li>
</ul>
<h2>Contexto Político y Gobernanza Institucional (ODS 16)</h2>
<h3>Obstáculos Legislativos para la Financiación</h3>
<p>El trámite de la Ley de Financiamiento enfrenta serios obstáculos en el Congreso, incluyendo sesiones aplazadas por falta de quórum y una ponencia de archivo con amplio respaldo en el Senado. Esta situación refleja un desafío para la gobernanza efectiva y la solidez institucional, pilares del <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b>. La falta de consenso entre los poderes ejecutivo y legislativo debilita la capacidad del Estado para implementar su agenda.</p>
<h3>Consecuencias de la Incertidumbre Fiscal</h3>
<p>La tensión fiscal y política actual no solo amenaza la ejecución del presupuesto de 2026, sino también la viabilidad a largo plazo de la agenda de desarrollo sostenible del país. La falta de acuerdos socava la credibilidad del Gobierno y la estabilidad necesaria para planificar políticas públicas efectivas, afectando la capacidad para forjar las alianzas necesarias para el desarrollo, como lo promueve el <b>ODS 17 (Alianzas para lograr los Objetivos)</b>.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El artículo sobre el Presupuesto General de la Nación de Colombia para 2026 aborda varios Objetivos de Desarrollo Sostenible (ODS) a través de la asignación de recursos a sectores clave y la discusión sobre la financiación del Estado. Los ODS identificados son:</p>
<ul>
<li><strong>ODS 3: Salud y Bienestar:</strong> El artículo menciona explícitamente una asignación de “$78,1 billones” para el sector de la salud. Esta inversión es fundamental para garantizar una vida sana y promover el bienestar para todos en todas las edades, en línea con los objetivos del ODS 3.</li>
<li><strong>ODS 4: Educación de Calidad:</strong> Se destaca que el sector de educación recibirá “$88,2 billones”, siendo una de las mayores asignaciones. Este financiamiento es crucial para asegurar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> El presupuesto asigna “$56,7 billones” al sector de trabajo. Esta inversión puede destinarse a políticas que promuevan el empleo pleno y productivo, y el trabajo decente para todos, lo cual es el núcleo del ODS 8.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura:</strong> El artículo señala que la inversión en “ciencia, tecnología e innovación” es una de las más bajas, con “$380.000 millones”. Además, menciona una partida general de “$88,4 billones (16,1%) para inversión”, que incluye “infraestructura para materializar los objetivos de su programa”. Ambos puntos conectan directamente con el ODS 9, que busca construir infraestructuras resilientes, promover la industrialización inclusiva y sostenible y fomentar la innovación.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> La discusión central del artículo gira en torno al proceso de aprobación del presupuesto y la Ley de Financiamiento, lo que refleja el funcionamiento de las instituciones públicas. La asignación de “$65,7 billones” para “defensa y Policía” también se relaciona con el mantenimiento de la paz y la seguridad. El debate sobre un “presupuesto desfinanciado” y la “tensión fiscal” pone de relieve la importancia de tener instituciones eficaces, responsables y transparentes, como se promueve en el ODS 16.</li>
<li><strong>ODS 17: Alianzas para lograr los Objetivos:</strong> El artículo se centra en la necesidad del gobierno de financiar su presupuesto a través de una “Ley de Financiamiento” para sumar “$16,3 billones adicionales”. Esto se relaciona directamente con la movilización de recursos internos, un componente clave del ODS 17. Asimismo, la asignación de “$97,1 billones” al “servicio de la deuda pública nacional” aborda la sostenibilidad de la deuda, otro aspecto importante de este objetivo.</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>A partir de los ODS identificados, se pueden inferir varias metas específicas que el presupuesto busca apoyar:</p>
<ol>
<li><strong>Meta 3.8 (Salud y Bienestar):</strong> Lograr la cobertura sanitaria universal. La asignación de $78,1 billones al sector salud es un medio fundamental para fortalecer el sistema sanitario y avanzar hacia la cobertura universal.</li>
<li><strong>Meta 4.a (Educación de Calidad):</strong> Construir y adecuar instalaciones educativas. Aunque no se detalla el uso de los $88,2 billones para educación, una parte significativa de estos fondos suele destinarse a la mejora de la infraestructura y los recursos educativos para que sean inclusivos y eficaces.</li>
<li><strong>Meta 9.5 (Industria, Innovación e Infraestructura):</strong> Aumentar la investigación científica y mejorar la capacidad tecnológica. La asignación de fondos para “ciencia, tecnología e innovación”, aunque modesta, está directamente alineada con esta meta. La partida de inversión en infraestructura también apoya la Meta 9.1 sobre el desarrollo de infraestructuras de calidad, fiables, sostenibles y resilientes.</li>
<li><strong>Meta 16.6 (Paz, Justicia e Instituciones Sólidas):</strong> Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas. Todo el proceso de debate, aprobación y financiación del presupuesto descrito en el artículo es un ejercicio práctico de esta meta, mostrando las tensiones y desafíos en el funcionamiento de las instituciones gubernamentales.</li>
<li><strong>Meta 17.1 (Alianzas para lograr los Objetivos):</strong> Fortalecer la movilización de recursos internos, incluso mediante la prestación de apoyo internacional a los países en desarrollo, para mejorar la capacidad nacional para recaudar ingresos fiscales y de otra índole. La discusión sobre la “reforma tributaria” y la “Ley de Financiamiento” para evitar un “presupuesto desfinanciado” es un ejemplo directo de los esfuerzos por cumplir esta meta.</li>
<li><strong>Meta 17.4 (Alianzas para lograr los Objetivos):</strong> Ayudar a los países en desarrollo a lograr la sostenibilidad de la deuda a largo plazo. El hecho de que el “servicio de la deuda pública nacional” sea el rubro más voluminoso con “$97,1 billones” subraya la importancia de la gestión de la deuda para la estabilidad fiscal del país, lo cual es el foco de esta meta.</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, el artículo proporciona datos cuantitativos que pueden ser utilizados como o para calcular indicadores de los ODS, aunque no los mencione explícitamente con su codificación oficial.</p>
<ul>
<li><strong>Indicador 1.a.2:</strong> Proporción del gasto público total destinada a servicios esenciales (educación, salud y protección social). El artículo proporciona las cifras exactas del gasto público destinado a educación ($88,2 billones) y salud ($78,1 billones) dentro del presupuesto total de $546,9 billones (escenario con financiamiento). Estos datos permiten calcular directamente este indicador.</li>
<li><strong>Indicador 9.5.1:</strong> Gastos en investigación y desarrollo como proporción del PIB. El artículo menciona la asignación de “$380.000 millones” para “ciencia, tecnología e innovación”. Este valor representa el gasto gubernamental en I+D, que es un componente clave para calcular este indicador.</li>
<li><strong>Indicador 16.6.1:</strong> Gasto primario del gobierno como proporción del presupuesto original aprobado, por sector. El artículo desglosa la “estructura del gasto” en funcionamiento, servicio de la deuda e inversión, y detalla las asignaciones para sectores como educación, salud, defensa y trabajo. Estos datos son la base para medir cómo se ejecuta el presupuesto en comparación con lo aprobado.</li>
<li><strong>Indicador 17.4.1:</strong> Servicio de la deuda como proporción de las exportaciones de bienes y servicios. El artículo especifica que el servicio de la deuda recibirá “$100,4 billones”. Esta cifra es el numerador de este indicador, que mide la carga de la deuda sobre la economía.</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador (Mencionado o Implícito en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3:</strong> Salud y Bienestar</td>
<td>3.8: Lograr la cobertura sanitaria universal.</td>
<td>Gasto público en salud ($78,1 billones). Relevante para el Indicador 1.a.2.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td>4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género.</td>
<td>Gasto público en educación ($88,2 billones). Relevante para el Indicador 1.a.2.</td>
</tr>
<tr>
<td><strong>ODS 9:</strong> Industria, Innovación e Infraestructura</td>
<td>9.5: Aumentar la investigación científica y mejorar la capacidad tecnológica.</td>
<td>Gasto en ciencia, tecnología e innovación ($380.000 millones). Relevante para el Indicador 9.5.1.</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td>16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td>Desglose del presupuesto por sectores (educación, salud, defensa, etc.). Relevante para el Indicador 16.6.1.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td>17.1: Fortalecer la movilización de recursos internos.</td>
<td>Necesidad de recaudar $16,3 billones adicionales a través de la Ley de Financiamiento para cubrir el presupuesto.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td>17.4: Ayudar a los países en desarrollo a lograr la sostenibilidad de la deuda a largo plazo.</td>
<td>Asignación de $100,4 billones para el servicio de la deuda. Relevante para el Indicador 17.4.1.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/colombia/2025/11/27/el-presupuesto-de-2026-revela-su-prioridad-deuda-publica-y-educacion-absorben-la-mayor-parte-del-gasto/">infobae.com</a></strong></p>
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<title>Filosofía para qué en la Investigación Educativa – Revista Educarnos</title>
<link>https://sdgtalks.ai/Es/filosofia-para-que-en-la-investigacion-educativa-revista-educarnos</link>
<guid>https://sdgtalks.ai/Es/filosofia-para-que-en-la-investigacion-educativa-revista-educarnos</guid>
<description><![CDATA[ Filosofía para qué en la Investigación Educativa  Revista Educarnos ]]></description>
<enclosure url="https://revistaeducarnos.com/wp-content/uploads/2025/11/whatsapp-image-2025-11-26-at-7.29.53-pm.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 03:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Filosofía, para, qué, Investigación, Educativa, –, Revista, Educarnos</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Relevancia de la Reflexión Filosófica en la Educación para el Cumplimiento de los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Contexto Actual: Deconstrucción del Conocimiento y su Vínculo con el ODS 4</h3>
<p>El pensamiento contemporáneo se caracteriza por una tendencia a la deconstrucción de verdades consideradas universales. Este movimiento, con antecedentes en la filosofía del siglo XIX, surge como una respuesta crítica a los absolutismos y sistemas totalizadores. Si bien esta corriente relativista promueve la libertad intelectual, también genera una tensión con la necesidad humana de contar con marcos explicativos que proporcionen seguridad y capacidad predictiva. En el ámbito educativo, este escenario presenta un desafío fundamental para la consecución del <strong>Objetivo de Desarrollo Sostenible 4: Educación de Calidad</strong>, que requiere de sistemas pedagógicos coherentes y efectivos.</p>
<ul>
<li>La deconstrucción filosófica cuestiona los fundamentos sobre los cuales se ha construido el conocimiento.</li>
<li>Históricamente, el relativismo ha funcionado como un mecanismo de liberación frente a dogmas hegemónicos.</li>
<li>La estabilidad de los sistemas sociales, incluyendo el educativo, depende de la capacidad para comprender y anticipar fenómenos.</li>
<li>Para garantizar una Educación de Calidad (ODS 4), es crucial equilibrar la apertura crítica con la construcción de marcos pedagógicos sólidos y significativos.</li>
</ul>
<h3>2. La Construcción Social del Conocimiento y su Alineación con el ODS 10 y ODS 16</h3>
<p>La Sociología de la Ciencia postula que el conocimiento no se genera en un vacío, sino que es una construcción social determinada por las condiciones, intenciones y estructuras de poder que rodean al investigador. Pensadores como Foucault y Feyerabend argumentan que la ciencia puede operar como un discurso que perpetúa estructuras de dominio. Esta perspectiva es vital para avanzar hacia los ODS.</p>
<ol>
<li><strong>Análisis Crítico del Currículo:</strong> Reconocer que el conocimiento es socialmente construido permite analizar cómo los planes de estudio pueden reproducir desigualdades. Este análisis es un paso indispensable para cumplir con el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</li>
<li><strong>Desmantelamiento de Estructuras de Poder:</strong> Al entender la educación como un discurso, se pueden identificar y cuestionar las narrativas que marginan a ciertos grupos, promoviendo así sistemas educativos más justos e inclusivos, en línea con el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>.</li>
<li><strong>Promoción de la Diversidad Epistemológica:</strong> Una educación alineada con los ODS debe valorar diversas formas de conocimiento y cognición, superando una visión purista y excluyente de la ciencia.</li>
</ol>
<h3>3. Desafíos Epistemológicos en la Investigación Educativa Actual</h3>
<p>La investigación en el campo educativo parece anclada en un racionalismo epistemológico que no ha sido suficientemente cuestionado. Se asume la capacidad de aprendizaje del alumnado como un postulado incuestionable, sin profundizar en los debates ontológicos y filosóficos contemporáneos. Esta falta de reflexión crítica representa un obstáculo para la innovación y la mejora educativa.</p>
<ul>
<li><strong>Estatuto Ontológico:</strong> Existe una falta de definición rigurosa sobre los entes que participan en el proceso de enseñanza-aprendizaje.</li>
<li><strong>Procesos Cognitivos:</strong> Se recurre a taxonomías y modelos de aprendizaje sin un análisis profundo de sus fundamentos filosóficos y sus limitaciones.</li>
<li><strong>Carencia de un Sistema Conceptual:</strong> Falta un marco teórico robusto donde los conceptos técnicos adquieran un sentido coherente para describir los fenómenos educativos.</li>
<li><strong>Impacto en los ODS:</strong> Este estancamiento teórico dificulta el diseño de intervenciones pedagógicas innovadoras que respondan eficazmente a las metas del <strong>ODS 4</strong>, especialmente en contextos de diversidad y cambio tecnológico acelerado.</li>
</ul>
<h3>4. Recomendaciones: Retorno a la Filosofía para Fortalecer la Agenda 2030</h3>
<p>En un contexto de relativismo y disrupción tecnológica, como la introducción de la inteligencia artificial en la educación, el retorno a una reflexión filosófica fundamental es crucial. Esta reflexión puede proporcionar las bases argumentativas necesarias para mejorar los procesos educativos y alinearlos estratégicamente con los Objetivos de Desarrollo Sostenible.</p>
<ol>
<li><strong>Integrar la Reflexión Filosófica:</strong> Es imperativo incorporar el análisis filosófico en la formación docente y en la investigación educativa para construir marcos pedagógicos que promuevan una <strong>Educación de Calidad (ODS 4)</strong>, inclusiva y equitativa.</li>
<li><strong>Guiar la Innovación Tecnológica:</strong> Utilizar el pensamiento crítico para asegurar que la implementación de tecnologías como la inteligencia artificial contribuya a reducir las brechas educativas (<strong>ODS 10</strong>) y fomente una innovación responsable (<strong>ODS 9</strong>), en lugar de exacerbar las desigualdades existentes.</li>
<li><strong>Construir Argumentos para la Equidad:</strong> La filosofía ofrece las herramientas para desarrollar líneas argumentativas sólidas que permitan encontrar nuevas vías para mejorar los sistemas educativos, garantizando que nadie se quede atrás.</li>
</ol>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra explícitamente en el “ámbito de la investigación educativa” y la necesidad de “mejorar los procesos educativos”. El autor, un profesor de secundaria, argumenta que una reflexión filosófica profunda es crucial para fortalecer las bases sobre las cuales se construyen la enseñanza y el aprendizaje. Este enfoque en la mejora de la calidad fundamental de la educación lo vincula directamente con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<ul>
<li>Aunque el artículo no habla de acceso, sí se enfoca en la calidad y efectividad de la educación. La crítica del autor al “racionalismo epistemológico” anclado en la investigación educativa y su llamado a repensar “el proceso cognitivo a partir de niveles, ritmos y taxonomías de aprendizaje” apuntan directamente a la necesidad de mejorar los métodos pedagógicos para lograr resultados de aprendizaje más efectivos y pertinentes, que es un componente clave de esta meta.</li>
</ul>
<h3>Meta 4.7: Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible.</h3>
<ul>
<li>El artículo aboga por una deconstrucción de “supuestas verdades universales” y una comprensión crítica de cómo se construye el conocimiento. Menciona que Foucault y Feyerabend ven la ciencia como “un discurso que sirva para perpetuar las estructuras de dominio y de poder”. Fomentar este tipo de pensamiento crítico es fundamental para la educación para el desarrollo sostenible, ya que capacita a los estudiantes para cuestionar sistemas existentes y comprender complejidades sociales y globales, alineándose con el espíritu de la meta 4.7.</li>
</ul>
<h3>Meta 4.c: Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo.</h3>
<ul>
<li>La reflexión del autor, como docente, sobre la calidad de la investigación educativa y la necesidad de construir “argumentos y líneas que ayuden a encontrar las vetas necesarias para mejorar los procesos educativos” está intrínsecamente ligada a la calificación y formación docente. Un sistema educativo con bases filosóficas y teóricas más sólidas, como propone el artículo, contribuye directamente a la formación de docentes más calificados y reflexivos, lo cual es el objetivo central de esta meta.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>No. El artículo es de naturaleza puramente filosófica y teórica. No menciona, ni implícitamente sugiere, ningún indicador cuantitativo o cualitativo utilizado para medir el progreso de los ODS. Su enfoque está en la calidad del pensamiento y la argumentación dentro del campo educativo, no en la medición de resultados a través de indicadores estandarizados.</li>
</ul>
<h2>4. Cree una tabla con tres columnas titulada ‘ODS, metas e indicadores’ para presentar los hallazgos del análisis del artículo.</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>Meta 4.1:</b> Asegurar una enseñanza primaria y secundaria de calidad que produzca resultados de aprendizaje pertinentes y efectivos.</li>
<li><b>Meta 4.7:</b> Asegurar que los alumnos adquieran conocimientos teóricos y prácticos para promover el desarrollo sostenible, incluyendo el fomento del pensamiento crítico.</li>
<li><b>Meta 4.c:</b> Aumentar la oferta de docentes calificados a través de una mejor formación y desarrollo profesional.</li>
</ul>
</td>
<td>Ninguno identificado en el artículo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://revistaeducarnos.com/filosofia-para-que-en-la-investigacion-educativa/">revistaeducarnos.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>IPAE organiza primera Réplica de CADE Educación en Ica: Transformación digital educativa para acelerar el cierre de brechas – Business Empresarial</title>
<link>https://sdgtalks.ai/Es/ipae-organiza-primera-replica-de-cade-educacion-en-ica-transformacion-digital-educativa-para-acelerar-el-cierre-de-brechas-business-empresarial</link>
<guid>https://sdgtalks.ai/Es/ipae-organiza-primera-replica-de-cade-educacion-en-ica-transformacion-digital-educativa-para-acelerar-el-cierre-de-brechas-business-empresarial</guid>
<description><![CDATA[ IPAE organiza primera Réplica de CADE Educación en Ica: Transformación digital educativa para acelerar el cierre de brechas  Business Empresarial ]]></description>
<enclosure url="https://www.businessempresarial.com.pe/wp-content/uploads/2025/11/54719402460_a25cf62070_c.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 03:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>IPAE, organiza, primera, Réplica, CADE, Educación, Ica:, Transformación, digital, educativa, para, acelerar, cierre, brechas, –, Business, Empresarial</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Réplica Descentralizada de CADE Educación en Ica y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>El presente informe detalla la realización de la Réplica descentralizada de CADE Educación en la ciudad de Ica, programada para el sábado 29 de noviembre. Este evento, organizado por IPAE Acción Empresarial en coorganización con la Universidad Continental (Campus Ica), representa una alianza estratégica (<strong>ODS 17: Alianzas para lograr los Objetivos</strong>) fundamental para abordar los desafíos educativos locales y promover el desarrollo sostenible en la región.</p>
<h3>Objetivos del Evento y su Vínculo con el ODS 4: Educación de Calidad</h3>
<p>El foro tiene como propósito central contribuir directamente al <strong>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</strong>. Los objetivos específicos se alinean con varias metas de este ODS:</p>
<ul>
<li>Reunir a docentes, directivos, autoridades y expertos del sector educativo para generar un diálogo constructivo.</li>
<li>Analizar el rol de la transformación digital y la tecnología como herramientas para potenciar el acceso y la calidad educativa (Meta 4.a).</li>
<li>Descentralizar los espacios de reflexión para adaptar las propuestas a las realidades locales, promoviendo la equidad (Meta 4.5).</li>
</ul>
<h3>Abordando la Brecha Educativa en Ica: Un Imperativo para el ODS 4 y ODS 10</h3>
<p>La elección de Ica como sede es particularmente relevante debido a los resultados de la Evaluación Nacional de Logros de Aprendizaje (ENLA 2024), que evidencian una profunda brecha educativa. Los datos indican que solo 3 de cada 10 estudiantes alcanzan el nivel satisfactorio en lectura y matemática. Esta situación representa un desafío directo para el cumplimiento del <strong>ODS 4</strong> (específicamente la Meta 4.1) y perpetúa la inequidad, contraviniendo los principios del <strong>ODS 10: Reducción de las Desigualdades</strong>. El foro busca generar propuestas concretas para revertir esta tendencia.</p>
<h3>Agenda y Ponencias: Fomentando la Innovación y el Trabajo Decente (ODS 8, ODS 9)</h3>
<p>La jornada, bajo el lema “La educación navegando en la transformación digital: ¿Aceleramos o naufragamos?”, ofrecerá una serie de ponencias enfocadas en la innovación y la preparación para el futuro laboral, contribuyendo a múltiples ODS:</p>
<ol>
<li><strong>“Reprogramando la educación: la inteligencia artificial como acompañante en el aprendizaje a lo largo de la vida”</strong> por Alfredo Pérsico (CEO de FutureLab y A4F): Esta ponencia aborda el uso de tecnología avanzada para mejorar los procesos de aprendizaje, alineándose con el <strong>ODS 9: Industria, Innovación e Infraestructura</strong> al promover la modernización tecnológica del sector educativo.</li>
<li><strong>“El gran aliado de los docentes: la inteligencia artificial ¿Asumes el reto?”</strong> por Diego Castrillón (Director de Partnerships de Udocz): Se enfoca en capacitar a los docentes con nuevas herramientas, contribuyendo a la Meta 4.c del ODS 4 sobre la cualificación de los docentes.</li>
<li><strong>“¡Sí se puede cerrar brechas en la educación con tecnología!: Casos de éxito e impacto”</strong> por Aixa Buendía (Líder de Aprendizaje de Musa): Presentará soluciones prácticas para mitigar las disparidades educativas, reforzando el compromiso con el <strong>ODS 4</strong> y el <strong>ODS 10</strong>.</li>
<li><strong>“Inteligencia Artificial y su impacto en la actividad docente”</strong> por Guillermo Sánchez (Vicerrector de Gestión Académica de la Universidad Continental): Profundizará en la integración de la IA en la pedagogía, impulsando la innovación educativa (<strong>ODS 9</strong>).</li>
<li><strong>“La urgencia de conectar a los profesionales con el mundo laboral actual”</strong> por Natalie Sablich Carpio (Directora de Administración y Finanzas en ManpowerGroup): Esta exposición conecta directamente la educación con el mercado laboral, un pilar del <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>, al buscar mejorar la pertinencia de las competencias de los egresados (Meta 8.6).</li>
</ol>
<h3>Detalles Logísticos y Compromiso Institucional</h3>
<p>El evento se desarrollará de forma presencial y gratuita en el campus de la Universidad Continental en Ica. Se entregará certificado de participación, incentivando la formación continua de los profesionales de la educación. A través de esta iniciativa, IPAE Acción Empresarial reafirma su compromiso con la educación de calidad como pilar para construir un país más competitivo y equitativo, en plena consonancia con la Agenda 2030 para el Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. Todo el texto se centra en el foro “CADE Educación”, cuyo propósito es “potenciar el acceso y calidad en la educación”. El artículo destaca la urgencia de esta misión en Ica debido a los “bajos resultados que se obtuvieron en la Evaluación Nacional de Logros de Aprendizaje (ENLA 2024)”, lo que evidencia una “profunda brecha educativa”. El compromiso de IPAE con la “educación de calidad como uno de sus pilares institucionales” refuerza esta conexión directa.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo conecta la mejora educativa con la equidad. Al mencionar que los bajos resultados en Ica evidencian una “profunda brecha educativa” y que el objetivo final es construir un “país más… equitativo y con mayores oportunidades para todos”, se aborda directamente la reducción de las desigualdades. La descentralización del evento a Ica es un esfuerzo por cerrar brechas regionales en el acceso a discusiones y soluciones educativas de alto nivel.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>Se establece un vínculo claro entre la educación y la empleabilidad. Una de las ponencias programadas, titulada “La urgencia de conectar a los profesionales con el mundo laboral actual”, aborda la necesidad de que la educación prepare a las personas para el mercado laboral. Mejorar la calidad educativa y las competencias de los estudiantes es fundamental para que puedan acceder a un trabajo decente y contribuir al crecimiento económico.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El evento CADE Educación en sí mismo es un ejemplo de una alianza estratégica. El artículo especifica que el foro es “organizado por IPAE Acción Empresarial” y se realiza en Ica “en coorganización con la Universidad Continental (Campus Ica)”. Esta colaboración entre una organización empresarial y una institución académica para abordar un desafío social como la educación ejemplifica el espíritu del ODS 17, que promueve las alianzas entre diferentes sectores para alcanzar los objetivos de desarrollo.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<p>El artículo se enfoca directamente en la calidad y los resultados del aprendizaje. La mención de que “solo 3 de cada 10 estudiantes alcanzan el nivel Satisfactorio” en lectura y matemática es una evaluación directa de la efectividad del sistema educativo, que es el núcleo de esta meta.</p>
</li>
<li>
<h3>Meta 4.4: Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</h3>
<p>La ponencia de Natalie Sablich Carpio, “La urgencia de conectar a los profesionales con el mundo laboral actual”, se alinea directamente con esta meta, al enfocarse en la necesidad de que la educación proporcione las habilidades relevantes para el mercado laboral.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</h3>
<p>Al buscar “cerrar brechas en la educación con tecnología” y llevar el foro a una región con bajos indicadores como Ica, se está promoviendo la inclusión y la igualdad de oportunidades educativas, lo cual es un pilar para la inclusión social y económica a largo plazo.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</h3>
<p>La “coorganización” del evento entre IPAE Acción Empresarial (sociedad civil/sector privado) y la Universidad Continental (sector académico/privado) es una manifestación práctica de esta meta, demostrando una alianza para abordar un objetivo común.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.1.1: Proporción de niños y jóvenes que han alcanzado al menos un nivel mínimo de competencia en a) lectura y b) matemáticas.</h3>
<p>Este indicador está explícitamente mencionado en el artículo a través de los datos de la Evaluación Nacional de Logros de Aprendizaje (ENLA 2024). La frase “en lectura y matemática, solo 3 de cada 10 estudiantes alcanzan el nivel Satisfactorio” es una cuantificación directa de este indicador. Muestra que el 30% de los estudiantes alcanza el nivel de competencia esperado, mientras que el 70% no lo hace, proporcionando una línea de base clara para medir el progreso.</p>
</li>
<li>
<h3>Indicadores Implícitos</h3>
<p>Aunque no se cuantifican, otros indicadores están implícitos. Por ejemplo, el número de docentes y directivos que participan en el foro (un indicador de participación en el desarrollo profesional, relacionado con la Meta 4.c) y la implementación de alianzas estratégicas como la de IPAE y la Universidad Continental (un indicador cualitativo para la Meta 17.17).</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.1:</strong> Asegurar resultados de aprendizaje pertinentes y efectivos.</td>
<td><strong>Indicador 4.1.1:</strong> Proporción de estudiantes que alcanzan un nivel mínimo de competencia en lectura y matemáticas (mencionado como “solo 3 de cada 10 estudiantes alcanzan el nivel Satisfactorio”).</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.4:</strong> Aumentar el número de jóvenes y adultos con competencias para el empleo.</td>
<td>Implícito en la ponencia “La urgencia de conectar a los profesionales con el mundo laboral actual”.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y económica.</td>
<td>Implícito en el esfuerzo por “cerrar brechas en la educación” y llevar el evento a una región con bajos resultados.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td><strong>Meta 17.17:</strong> Fomentar alianzas eficaces entre múltiples partes interesadas.</td>
<td>Evidenciado por la “coorganización” entre IPAE Acción Empresarial y la Universidad Continental.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.businessempresarial.com.pe/ipae-organiza-primera-replica-de-cade-educacion-en-ica-transformacion-digital-educativa-para-acelerar-el-cierre-de-brechas/">businessempresarial.com.pe</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Gobierno entrega bono educativo a 600 familias – Canal 6 Honduras</title>
<link>https://sdgtalks.ai/Es/gobierno-entrega-bono-educativo-a-600-familias-canal-6-honduras</link>
<guid>https://sdgtalks.ai/Es/gobierno-entrega-bono-educativo-a-600-familias-canal-6-honduras</guid>
<description><![CDATA[ Gobierno entrega bono educativo a 600 familias  Canal 6 Honduras ]]></description>
<enclosure url="https://i0.wp.com/canal6hn.com/wp-content/uploads/2025/11/ALI-MARCONY-JUEVES-02.mp4_snapshot_00.25.025.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 03:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gobierno, entrega, bono, educativo, 600, familias, –, Canal, Honduras</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Entrega de Bonos Educativos y su Alineación con los ODS</title>
<h2>Informe de Iniciativa Gubernamental: Bono Educativo para Familias Vulnerables</h2>
<p><strong>Fecha de Emisión:</strong> 27 de noviembre, 2025</p>
<p><strong>Asunto:</strong> Análisis de la entrega de un bono educativo a 600 familias y su contribución a los Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>1. Resumen Ejecutivo</h3>
<p>El gobierno nacional ha implementado una iniciativa estratégica para la entrega de un bono educativo destinado a 600 familias en situación de vulnerabilidad. Este programa tiene como objetivo principal mitigar la deserción escolar y garantizar la continuidad educativa de niños y jóvenes, constituyendo una acción directa en favor de la equidad social y el desarrollo humano. El presente informe detalla el alcance de la iniciativa y su alineación con la Agenda 2030 para el Desarrollo Sostenible.</p>
<h2>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>La implementación del bono educativo se enmarca directamente en la consecución de varios Objetivos de Desarrollo Sostenible, demostrando el compromiso del gobierno con las metas globales de desarrollo.</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este programa es una herramienta fundamental para avanzar hacia la meta de asegurar una educación inclusiva, equitativa y de calidad para todos.</p>
<ul>
<li><strong>Acceso Universal:</strong> Facilita que los niños de familias de bajos ingresos permanezcan en el sistema educativo.</li>
<li><strong>Reducción de Barreras Económicas:</strong> El bono ayuda a cubrir costos asociados a la educación, como uniformes, útiles escolares y transporte.</li>
<li><strong>Permanencia Escolar:</strong> Alivia la presión económica sobre los hogares, reduciendo la probabilidad de que los menores abandonen sus estudios para trabajar.</li>
</ul>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>La iniciativa contribuye directamente a romper el ciclo intergeneracional de la pobreza a través de la educación.</p>
<ol>
<li><strong>Inversión en Capital Humano:</strong> La educación es reconocida como el motor más eficaz para la movilidad social y la superación de la pobreza.</li>
<li><strong>Alivio Financiero Directo:</strong> El bono representa un ingreso adicional para las familias, permitiéndoles destinar recursos a otras necesidades básicas sin sacrificar la educación de sus hijos.</li>
</ol>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa está diseñado para reducir las brechas de oportunidad entre diferentes estratos socioeconómicos.</p>
<ul>
<li><strong>Focalización en Vulnerabilidad:</strong> Al dirigirse específicamente a 600 familias identificadas por su condición de vulnerabilidad, la política promueve la equidad.</li>
<li><strong>Igualdad de Oportunidades:</strong> Garantiza que el origen socioeconómico no sea un impedimento para que los niños y jóvenes desarrollen su máximo potencial.</li>
</ul>
<h3>ODS 5 y ODS 8: Igualdad de Género y Trabajo Decente</h3>
<p>La inversión en educación tiene un impacto transversal en otros objetivos clave, como la igualdad de género y el crecimiento económico sostenible.</p>
<ul>
<li><strong>Empoderamiento de las Niñas (ODS 5):</strong> Asegurar la educación de las niñas es crucial para promover la igualdad de género, reducir el matrimonio infantil y mejorar su futura participación económica y social.</li>
<li><strong>Desarrollo de Futuros Profesionales (ODS 8):</strong> Una población mejor educada se traduce en una fuerza laboral más calificada, fomentando el trabajo decente y el crecimiento económico a largo plazo.</li>
</ul>
<h2>Impacto y Alcance de la Iniciativa</h2>
<h3>Beneficiarios Directos</h3>
<ul>
<li>600 familias de comunidades identificadas con altos índices de vulnerabilidad.</li>
<li>Más de 1,200 niños y adolescentes en edad escolar (estimado).</li>
</ul>
<h3>Resultados Esperados</h3>
<ol>
<li>Disminución de la tasa de deserción escolar en las comunidades beneficiadas.</li>
<li>Mejora en el rendimiento académico de los estudiantes al contar con los recursos necesarios.</li>
<li>Fortalecimiento de la economía familiar y comunitaria.</li>
</ol>
<h2>Conclusión</h2>
<p>La entrega del bono educativo a 600 familias es una acción de alto impacto que no solo atiende una necesidad inmediata, sino que también funciona como una inversión estratégica a largo plazo. Al alinear esta política pública con los Objetivos de Desarrollo Sostenible, especialmente el ODS 1, ODS 4 y ODS 10, el gobierno reafirma su compromiso con un desarrollo inclusivo y sostenible, sentando las bases para una sociedad más justa y próspera.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>El artículo menciona la entrega de un “bono educativo” a 600 familias. Este tipo de transferencia monetaria condicionada o no condicionada es una herramienta fundamental de protección social diseñada para aliviar la carga económica de las familias de bajos ingresos. Al proporcionar apoyo financiero, el programa aborda directamente la pobreza, ayudando a las familias a cubrir necesidades básicas y reduciendo su vulnerabilidad económica, lo que se alinea con el objetivo de erradicar la pobreza en todas sus formas.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El propósito explícito del bono es “educativo”. Esto conecta directamente con el ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad. Las barreras económicas son una de las principales causas de la deserción escolar. Al proporcionar un bono educativo, el gobierno busca eliminar estos obstáculos financieros, asegurando que los niños de las 600 familias beneficiarias puedan permanecer en el sistema educativo, comprar útiles escolares o cubrir otros costos asociados, promoviendo así el acceso y la permanencia en la escuela.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 1.3: Implementar a nivel nacional sistemas y medidas apropiados de protección social para todos</h3>
<p>La entrega de un bono por parte del gobierno es una clara implementación de una medida de protección social. El artículo describe una acción gubernamental que establece un sistema de apoyo para un grupo específico (“600 familias”), lo cual es un componente clave de la Meta 1.3, que busca lograr una cobertura sustancial de los pobres y vulnerables a través de estos sistemas.</p>
</li>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria</h3>
<p>El “bono educativo” es un instrumento de política pública destinado a facilitar que los niños asistan y completen su educación. Al mitigar las dificultades económicas que a menudo obligan a los niños a abandonar la escuela, esta iniciativa contribuye directamente a la Meta 4.1. El objetivo del bono es asegurar que los beneficiarios tengan los recursos necesarios para continuar su trayectoria educativa, aumentando así las tasas de finalización de la enseñanza primaria y secundaria.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 1.3.1: Proporción de la población cubierta por niveles mínimos/sistemas de protección social</h3>
<p>El artículo proporciona un dato cuantitativo específico: “600 familias”. Este número representa una medida directa de la cobertura de este programa de protección social. Aunque no se presenta como un porcentaje de la población total, el número de familias beneficiarias es un dato fundamental que se utilizaría para calcular el Indicador 1.3.1. Mide el alcance de la intervención gubernamental y, por lo tanto, el progreso hacia la ampliación de los sistemas de protección social.</p>
</li>
<li>
<h3>Indicador Implícito relacionado con la Meta 4.1</h3>
<p>Si bien no se menciona un indicador oficial de la ONU, el dato de “600 familias” beneficiarias de un bono educativo funciona como un indicador de proceso o de esfuerzo. Mide directamente el número de unidades familiares que reciben apoyo financiero para la educación. Este dato es crucial para evaluar la escala de las intervenciones diseñadas para reducir las barreras económicas a la educación y, por ende, para progresar hacia la Meta 4.1 de asegurar la finalización de la educación para todos los niños.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 1: Fin de la Pobreza</b></td>
<td><b>1.3:</b> Implementar a nivel nacional sistemas y medidas apropiados de protección social para todos.</td>
<td><b>1.3.1 (Implícito):</b> El número de “600 familias” beneficiarias del bono sirve como un dato para medir la proporción de la población cubierta por sistemas de protección social.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.1:</b> Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria.</td>
<td><b>Indicador de Proceso (Implícito):</b> El número de “600 familias” que reciben un bono educativo es un indicador del esfuerzo para eliminar las barreras financieras a la educación y apoyar la permanencia escolar.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://canal6hn.com/2025/11/27/gobierno-entrega-bono-educativo-a-600-familias/">canal6hn.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>ISE 2026: la feria que promueve el aprendizaje inclusivo, inmersivo y transformador – Educación 3.0</title>
<link>https://sdgtalks.ai/Es/ise-2026-la-feria-que-promueve-el-aprendizaje-inclusivo-inmersivo-y-transformador-educacion-30</link>
<guid>https://sdgtalks.ai/Es/ise-2026-la-feria-que-promueve-el-aprendizaje-inclusivo-inmersivo-y-transformador-educacion-30</guid>
<description><![CDATA[ ISE 2026: la feria que promueve el aprendizaje inclusivo, inmersivo y transformador  Educación 3.0 ]]></description>
<enclosure url="https://educa3-0.b-cdn.net/wp-content/uploads/2025/11/DSC01449-Enhanced-NR.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 21:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>ISE, 2026:, feria, que, promueve, aprendizaje, inclusivo, inmersivo, transformador, –, Educación, 3.0</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Evento Integrated Systems Europe (ISE) 2026 y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<p>El evento Integrated Systems Europe (ISE) 2026, programado del 3 al 6 de febrero en la Fira de Barcelona, se posiciona como una plataforma crucial para el avance de la tecnología audiovisual (AV) y la tecnología educativa (EdTech). Este informe analiza cómo la feria aborda de manera significativa los Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas, con un enfoque particular en la creación de experiencias de aprendizaje transformadoras, inclusivas e inmersivas.</p>
<h2>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>ISE 2026 articula su propuesta de valor en torno a la innovación tecnológica como motor para el progreso social y educativo, impactando directamente en varios ODS:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> El objetivo central del evento es mostrar soluciones que garanticen una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje durante toda la vida para todos.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> Las tecnologías presentadas buscan reducir las brechas de aprendizaje, ofreciendo herramientas personalizadas y accesibles que atienden a la diversidad del alumnado.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura:</strong> La feria es un escaparate de la innovación en infraestructura digital y tecnológica, fundamental para construir sistemas educativos resilientes y sostenibles.</li>
<li><strong>ODS 17: Alianzas para lograr los Objetivos:</strong> A través de la colaboración entre entidades públicas y privadas, ISE 2026 fomenta las alianzas estratégicas necesarias para alcanzar las metas de desarrollo.</li>
</ul>
<h2>Análisis de Iniciativas y Cumbres Educativas</h2>
<h3>Zona de Comunicaciones Unificadas y Tecnología Educativa</h3>
<p>Ubicada en los pabellones 1 y 2, esta zona especializada será el epicentro de las soluciones tecnológicas orientadas a la educación. Las innovaciones presentadas contribuirán a:</p>
<ol>
<li><strong>Garantizar el acceso a la educación (ODS 4):</strong> Mediante soluciones para entornos de aprendizaje remoto e híbrido, se facilita la continuidad educativa sin importar la ubicación geográfica.</li>
<li><strong>Promover el aprendizaje permanente (ODS 4 y ODS 8):</strong> Se exhibirán herramientas para el desarrollo profesional y la formación corporativa, impulsando la adquisición de competencias relevantes para el trabajo decente.</li>
<li><strong>Fomentar la inclusión y la equidad (ODS 10):</strong> El uso de experiencias gamificadas e inmersivas está diseñado para aumentar la participación y atender a diferentes estilos de aprendizaje, promoviendo un entorno más inclusivo.</li>
</ol>
<h3>Education Technology Summit</h3>
<p>Esta cumbre, que se celebrará el martes 3 de febrero, explorará la intersección entre la tecnología y la intención humana para construir un futuro educativo más justo. Los temas clave se alinean directamente con los ODS:</p>
<ul>
<li><strong>Innovación para la Calidad Educativa (ODS 4 y ODS 9):</strong> Se analizará el uso de IA, plataformas inmersivas y datos para optimizar los resultados del aprendizaje.</li>
<li><strong>Estrategias para la Inclusión y la Reducción de Desigualdades (ODS 10):</strong> Se debatirán enfoques para fomentar la inclusión y la personalización educativa, asegurando que ningún estudiante se quede atrás.</li>
<li><strong>Construcción de Futuros Sostenibles (ODS 4):</strong> La cumbre abordará las competencias y herramientas necesarias para desarrollar sistemas educativos equitativos y sostenibles a largo plazo.</li>
</ul>
<h3>EdTech Congress Barcelona 2026: Un Ejemplo de Alianzas (ODS 17)</h3>
<p>La coorganización del congreso los días 4 y 5 de febrero entre ISE, EduTech Cluster y Fira de Barcelona ejemplifica el poder del ODS 17 (Alianzas para lograr los Objetivos). Este evento internacional se centrará en cómo la inteligencia artificial y las herramientas digitales pueden ser utilizadas estratégicamente para:</p>
<ul>
<li>Reducir las brechas de aprendizaje, contribuyendo directamente al <strong>ODS 10</strong>.</li>
<li>Empoderar al profesorado con nuevas capacidades, un pilar fundamental para alcanzar el <strong>ODS 4</strong>.</li>
</ul>
<h2>Iniciativas Prácticas: El Aula Conectada</h2>
<h3>Connected Classroom: Un Laboratorio para la Educación del Futuro</h3>
<p>La recreación de un aula de 120 m² equipada con las últimas tecnologías educativas, en colaboración con Logitech, ofrece una demostración tangible de cómo materializar los principios de los ODS en un entorno de aprendizaje real. Esta experiencia inmersiva mostrará cómo la tecnología puede crear un ecosistema educativo que sea:</p>
<ol>
<li><strong>Inclusivo:</strong> Con herramientas que se adaptan a las necesidades individuales.</li>
<li><strong>Equitativo:</strong> Ofreciendo acceso a recursos de alta calidad para todos.</li>
<li><strong>Eficaz:</strong> Mejorando la interacción y los resultados del aprendizaje en línea con las metas del <strong>ODS 4</strong>.</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. Todo el texto se centra en el evento ISE 2026, que explora cómo la tecnología audiovisual y educativa (EdTech) puede mejorar las experiencias de aprendizaje. Se mencionan directamente conceptos como “crear experiencias de aprendizaje más inclusivas”, “futuros educativos equitativos y sostenibles”, “reducir las brechas de aprendizaje” y “empoderar al profesorado”, todos ellos pilares del ODS 4.</p>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>El artículo destaca el papel de la tecnología y la innovación como motor del cambio en la educación. Se habla de “plataformas impulsadas con inteligencia artificial”, “aulas preparadas para entornos híbridos” y las “últimas innovaciones en tecnología educativa”. El evento ISE 2026 en sí mismo es una plataforma para fomentar la innovación y la adopción de nueva infraestructura tecnológica en el sector educativo, lo cual está directamente relacionado con el ODS 9.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Al abordar la creación de experiencias de aprendizaje “más inclusivas” y “equitativas”, y al tener como objetivo “reducir las brechas de aprendizaje”, el artículo se conecta con el ODS 10. El uso de la tecnología se presenta como una herramienta para ofrecer oportunidades educativas personalizadas y accesibles para todos los estudiantes, independientemente de sus circunstancias, contribuyendo así a reducir las desigualdades en el acceso a una educación de calidad.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo evidencia la importancia de la colaboración entre diferentes actores. Menciona explícitamente que ISE 2026 “unirá las comunidades de AV y EdTech” y que se ha “asociado con EduTech Cluster y Fira de Barcelona para coorganizar el ‘EdTech Congress Barcelona 2026’”. Además, la experiencia ‘Connected Classroom’ se desarrolla “con el apoyo de Logitech”. Estas alianzas entre la industria, organizadores de eventos y expertos son cruciales para avanzar en los objetivos de desarrollo, tal como lo promueve el ODS 17.</p>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
<h3>Meta 4.4: Aumentar las competencias para el empleo</h3>
<p>El artículo menciona que las soluciones audiovisuales impulsan “el desarrollo profesional y la formación en las empresas”. Además, el ‘Education Technology Summit’ abordará “las competencias, la mentalidad y las herramientas necesarias para construir futuros educativos equitativos”. Esto se alinea con la meta 4.4, que busca aumentar considerablemente el número de jóvenes y adultos con las competencias necesarias para acceder al empleo y el emprendimiento.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar entornos de aprendizaje inclusivos y seguros</h3>
<p>La iniciativa ‘Connected Classroom’ (Aula Conectada), que recrea un aula “equipada con las últimas innovaciones en tecnología educativa”, es un ejemplo práctico de esta meta. El objetivo es mostrar cómo crear “entornos de aprendizaje remoto e híbrido” que sean “inclusivos” y eficaces para todos, lo que resuena directamente con la necesidad de adecuar las instalaciones y entornos educativos para el siglo XXI.</p>
</li>
<li>
<h3>Meta 9.c: Aumentar el acceso a la tecnología de la información y las comunicaciones</h3>
<p>Todo el evento ISE 2026 se centra en mostrar y promover el acceso a las tecnologías más avanzadas, como “plataformas impulsadas con inteligencia artificial”, “plataformas inmersivas” y herramientas para el “aprendizaje conectado del futuro”. Al facilitar el encuentro entre proveedores tecnológicos y líderes educativos, el evento contribuye a la difusión y adopción de estas tecnologías, en línea con el objetivo de la meta 9.c de aumentar el acceso a las TIC.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces</h3>
<p>La colaboración entre ISE, EduTech Cluster, Fira de Barcelona y Logitech para organizar congresos y experiencias conjuntas es un claro ejemplo de la meta 17.17. Estas alianzas público-privadas y entre múltiples interesados son fundamentales para movilizar conocimientos y tecnología con el fin de alcanzar los ODS, en este caso, la mejora de la educación a través de la tecnología.</p>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona indicadores cuantitativos específicos, ya que su naturaleza es promocional. Sin embargo, se pueden inferir varios indicadores cualitativos o temáticos que son relevantes para medir el progreso:</p>
<ul>
<li>
<h3>Indicador 4.a.1 (implícito): Proporción de escuelas con acceso a computadoras e Internet para fines pedagógicos.</h3>
<p>Aunque no se dan cifras, la existencia de una sección como la ‘Connected Classroom’ y la discusión sobre “aulas preparadas para entornos híbridos” y “aprendizaje conectado” subrayan la importancia de medir la infraestructura tecnológica en los centros educativos. El éxito de estas iniciativas depende directamente de que las escuelas tengan acceso a la tecnología que este indicador mide.</p>
</li>
<li>
<h3>Indicador 4.4.1 (implícito): Proporción de jóvenes y adultos con conocimientos de tecnología de la información y las comunicaciones (TIC).</h3>
<p>El enfoque en “utilizar la IA, las plataformas inmersivas y los datos para mejorar el aprendizaje” y en dotar a los estudiantes y profesionales de “las competencias, la mentalidad y las herramientas necesarias” implica una necesidad de medir el nivel de alfabetización digital. El progreso hacia la meta 4.4 en el contexto del artículo se podría medir a través del aumento de las habilidades digitales en la comunidad educativa.</p>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>Meta 4.4:</b> Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo.</td>
<td><b>Indicador 4.4.1:</b> Proporción de jóvenes y adultos con conocimientos de TIC, desglosada por tipo de conocimiento.</td>
</tr>
<tr>
<td></td>
<td><b>Meta 4.a:</b> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</td>
<td><b>Indicador 4.a.1:</b> Proporción de escuelas con acceso a Internet y computadoras para fines pedagógicos.</td>
</tr>
<tr>
<td><b>ODS 9: Industria, Innovación e Infraestructura</b></td>
<td><b>Meta 9.c:</b> Aumentar significativamente el acceso a la tecnología de la información y las comunicaciones.</td>
<td>La promoción y exhibición de tecnologías avanzadas (IA, plataformas inmersivas) en el evento actúa como un catalizador para la adopción de estas tecnologías.</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>El enfoque en “reducir las brechas de aprendizaje” y fomentar la “inclusión y la personalización” se alinea con el espíritu general del ODS 10.</td>
<td>El uso de herramientas digitales para personalizar la enseñanza puede ser un indicador cualitativo del progreso hacia una educación más equitativa.</td>
</tr>
<tr>
<td><b>ODS 17: Alianzas para lograr los objetivos</b></td>
<td><b>Meta 17.17:</b> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</td>
<td>El número y la calidad de las colaboraciones (ISE con EduTech Cluster, Fira de Barcelona, Logitech) sirven como un indicador de la formación de alianzas.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.educaciontrespuntocero.com/convocatorias/ise-2026-tecnologia-educativa/">educaciontrespuntocero.com</a></strong></p>
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<title>Literatura que mezcla lo cotidiano con lo siniestro – Alta Densidad</title>
<link>https://sdgtalks.ai/Es/literatura-que-mezcla-lo-cotidiano-con-lo-siniestro-alta-densidad</link>
<guid>https://sdgtalks.ai/Es/literatura-que-mezcla-lo-cotidiano-con-lo-siniestro-alta-densidad</guid>
<description><![CDATA[ Literatura que mezcla lo cotidiano con lo siniestro  Alta Densidad ]]></description>
<enclosure url="https://altadensidad.com/wp-content/uploads/2025/11/2147872179-700x467.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 21:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Literatura, que, mezcla, cotidiano, con, siniestro, –, Alta, Densidad</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Literatura Contemporánea como Reflejo de los Objetivos de Desarrollo Sostenible</h2>
<h3>Fecha de Emisión: 27 de noviembre de 2025</h3>
<h3>1.0 Introducción: El Género Siniestro y su Vínculo con la Agenda 2030</h3>
<p>Ha emergido en la literatura contemporánea una corriente que fusiona lo cotidiano con lo siniestro, sirviendo como un vehículo para el análisis de problemáticas sociales y estructurales. Este género, al transformar lo familiar en amenazante, expone las fisuras en el tejido social que los Objetivos de Desarrollo Sostenible (ODS) buscan reparar. La narrativa no se enfoca en el terror fantástico, sino en el horror latente en la desigualdad, la violencia y la injusticia, convirtiéndose en una herramienta de diagnóstico social y un llamado a la reflexión sobre la sostenibilidad y la paz.</p>
<h3>2.0 Análisis de la Narrativa a través de los ODS</h3>
<p>Diversos autores han utilizado este enfoque para explorar temas directamente relacionados con la Agenda 2030. A continuación, se analiza la obra de exponentes clave y su alineación con ODS específicos.</p>
<h3>2.1 Mariana Enriquez: Crónica de la Desigualdad y la Violencia Estructural</h3>
<p>La obra de la autora argentina Mariana Enriquez es un claro exponente de cómo la literatura puede visibilizar las fallas en el cumplimiento de varios ODS. Sus relatos, ambientados en contextos de marginalidad, abordan directamente:</p>
<ul>
<li><strong>ODS 5 (Igualdad de Género):</strong> Expone la violencia de género como una manifestación cotidiana del terror, mostrando las vulnerabilidades sistémicas que enfrentan las mujeres.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Sus narrativas se centran en la desigualdad económica y el abandono estatal, reflejando las profundas brechas sociales que persisten en la región.</li>
<li><strong>ODS 16 (Paz, Justicia e Instituciones Sólidas):</strong> La memoria histórica de la dictadura, las desapariciones forzadas y la falta de justicia son temas recurrentes que subrayan la necesidad de instituciones fuertes y transparentes que garanticen la paz y los derechos humanos.</li>
</ul>
<h3>2.2 Bernardo Esquinca: La Precariedad Urbana y la Psicología del Miedo</h3>
<p>El autor mexicano Bernardo Esquinca ancla sus historias en realidades urbanas marcadas por la injusticia, explorando la dimensión psicológica del miedo social. Su trabajo se conecta con:</p>
<ul>
<li><strong>ODS 11 (Ciudades y Comunidades Sostenibles):</strong> Sus relatos a menudo transcurren en entornos urbanos precarios, evidenciando los desafíos para crear espacios seguros, inclusivos y sostenibles para todos los habitantes.</li>
<li><strong>ODS 16 (Paz, Justicia e Instituciones Sólidas):</strong> La violencia y la fragilidad humana en sus textos actúan como un comentario sobre la inseguridad y la necesidad de fortalecer el estado de derecho para proteger a los ciudadanos.</li>
</ul>
<h3>2.3 Shirley Jackson: Precursora en la Crítica a la Opresión Social</h3>
<p>La obra de Shirley Jackson, aunque anterior a la formulación de los ODS, sentó las bases para una literatura que critica las estructuras sociales opresivas. Sus temas son fundamentales para entender los antecedentes de objetivos actuales:</p>
<ol>
<li><strong>Crítica a las Normas Sociales Nocivas:</strong> En relatos como “La lotería”, Jackson deconstruye tradiciones violentas aceptadas por la comunidad, un análisis relevante para el <strong>ODS 16</strong>, que promueve sociedades pacíficas.</li>
<li><strong>Alienación y Opresión:</strong> Su exploración de la alienación, especialmente femenina, resuena con los principios del <strong>ODS 5</strong>, al destacar cómo las dinámicas sociales pueden limitar la libertad y el bienestar de las personas.</li>
</ol>
<h3>3.0 Relevancia Regional y Conclusiones</h3>
<p>En América Latina, y particularmente en Uruguay, esta corriente literaria adquiere una resonancia especial. La historia de la región, marcada por conflictos políticos y desigualdades persistentes, constituye un terreno fértil para narrativas que exploran el horror subyacente en la vida diaria. Esta literatura no solo refleja los desafíos pendientes en la consecución de los ODS, sino que también fomenta la empatía y el pensamiento crítico en los lectores.</p>
<p>Se concluye que el género que mezcla lo cotidiano y lo siniestro es una herramienta cultural de gran valor. Funciona como un espejo que devuelve una imagen inquietante de nuestra realidad, instando a la sociedad a confrontar las problemáticas que obstaculizan el desarrollo sostenible, la paz y la justicia para todos.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El análisis del artículo revela conexiones con varios Objetivos de Desarrollo Sostenible (ODS), principalmente a través de la descripción de la literatura que utiliza el terror y lo siniestro para explorar y denunciar problemáticas sociales profundas. Los ODS identificados son:</p>
<ul>
<li>
<h3>ODS 5: Igualdad de Género</h3>
<p>El artículo menciona explícitamente que la obra de Mariana Enriquez aborda temas como la “violencia de género”. Este es un componente central del ODS 5, que busca lograr la igualdad entre los géneros y empoderar a todas las mujeres y niñas, incluyendo la erradicación de todas las formas de violencia contra ellas.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Se hace referencia a temas como la “desigualdad”, “barrios marginales”, “abandono estatal” y “opresión social”. Estos conceptos están directamente relacionados con el ODS 10, que se centra en reducir la desigualdad en y entre los países, promoviendo la inclusión social, económica y política de todas las personas.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>La narrativa descrita se sitúa en “calles, barrios, casas”, y explora “conflictos urbanos” y “entornos urbanos marcados por la precariedad y la injusticia”. Esto conecta con el ODS 11, que busca lograr que las ciudades y los asentamientos humanos sean inclusivos, seguros, resilientes y sostenibles. La literatura refleja la falta de seguridad y la precariedad en estos entornos.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Este es el ODS con la conexión más fuerte. El artículo destaca que la literatura aborda la “violencia cotidiana”, “violencia estructural”, “dictaduras”, “desapariciones forzadas”, “injusticia” y “violencia política y social”. Todos estos son temas centrales para el ODS 16, que promueve sociedades pacíficas e inclusivas para el desarrollo sostenible, facilita el acceso a la justicia para todos y crea instituciones eficaces, responsables e inclusivas a todos los niveles.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Basado en los temas discutidos, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ol>
<li>
<h3>Meta 5.2: Eliminar todas las formas de violencia contra todas las mujeres y las niñas en los ámbitos público y privado</h3>
<p>La mención directa de la “violencia de género” en la obra de Mariana Enriquez se alinea con el objetivo de esta meta. La literatura visibiliza y denuncia esta forma de violencia, contribuyendo a la conciencia social sobre un problema que la meta busca erradicar.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas</h3>
<p>Los temas de “desigualdad”, “barrios marginales” y “opresión social” reflejan la existencia de exclusión. La literatura que explora estas realidades pone de manifiesto las barreras que impiden la plena inclusión de ciertos sectores de la población, lo cual es el foco de esta meta.</p>
</li>
<li>
<h3>Meta 16.1: Reducir considerablemente todas las formas de violencia y las tasas de mortalidad conexas en todo el mundo</h3>
<p>El artículo enfatiza repetidamente la “violencia cotidiana”, “violencia estructural” y “violencia política”. La literatura descrita actúa como un espejo de sociedades donde la violencia es endémica, reflejando la urgencia de alcanzar esta meta.</p>
</li>
<li>
<h3>Meta 16.3: Promover el estado de derecho en los planos nacional e internacional y garantizar la igualdad de acceso a la justicia para todos</h3>
<p>Las referencias a “injusticia”, “abandono estatal”, “dictaduras” y “desapariciones forzadas” apuntan a fallas sistémicas en el estado de derecho y el acceso a la justicia. La literatura que aborda la memoria histórica de estos eventos subraya la importancia de la justicia y la rendición de cuentas que esta meta promueve.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo, al ser un análisis literario, no menciona indicadores cuantitativos de los ODS. Sin embargo, los temas que aborda la literatura descrita están implícitamente relacionados con los fenómenos que los indicadores de los ODS buscan medir. La literatura sirve como un registro cualitativo de las realidades sociales que estos indicadores cuantifican.</p>
<ul>
<li>
<h3>Indicador 5.2.1: Proporción de mujeres y niñas a partir de 15 años de edad que han sufrido violencia física, sexual o psicológica</h3>
<p>El tema de la “violencia de género” en la obra de Enriquez es un reflejo narrativo de la realidad que este indicador mide. La literatura explora las consecuencias y la omnipresencia de esta violencia en la vida cotidiana de las mujeres.</p>
</li>
<li>
<h3>Indicador 16.1.3: Proporción de la población que ha sufrido violencia física, psicológica o sexual en los últimos 12 meses</h3>
<p>La “violencia cotidiana” y la “violencia estructural” mencionadas en el artículo son las experiencias que este indicador busca cuantificar. Los relatos de terror basados en la realidad social describen el impacto de esta violencia en la población.</p>
</li>
<li>
<h3>Indicador 16.3.1: Proporción de víctimas de violencia en los últimos 12 meses que denunciaron su victimización a las autoridades competentes</h3>
<p>El concepto de “abandono estatal” y la memoria de las “desapariciones forzadas” sugieren una falta de confianza en las instituciones y un acceso deficiente a la justicia. Estos temas literarios reflejan las barreras sociales e institucionales que este indicador ayuda a medir, mostrando por qué las víctimas pueden no denunciar.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>

<table>
<caption>
<h3>ODS, metas e indicadores</h3>
</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el texto)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 5: Igualdad de Género</strong></td>
<td>5.2: Eliminar todas las formas de violencia contra todas las mujeres y las niñas.</td>
<td>Reflejo del fenómeno medido por el Indicador 5.2.1 (Prevalencia de la violencia de género).</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</td>
<td>La literatura describe la exclusión social en “barrios marginales” y la “opresión social”, temas relacionados con la medición de la inclusión.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>16.1: Reducir considerablemente todas las formas de violencia.<br>16.3: Promover el estado de derecho y garantizar la igualdad de acceso a la justicia.</td>
<td>Reflejo de la “violencia cotidiana” (Indicador 16.1.3) y las fallas en el acceso a la justicia debido al “abandono estatal” y la memoria de “desapariciones forzadas” (relacionado con el Indicador 16.3.1).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://altadensidad.com/literatura-que-mezcla-lo-cotidiano-con-lo-siniestro/">altadensidad.com</a></strong></p>
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<title>Ministerio de Educación incorpora a Mario Cuvi como viceministro de Educación Superior y a Juan Carlos Rodríguez como viceministro de Gestión Educativa – El Universo</title>
<link>https://sdgtalks.ai/Es/ministerio-de-educacion-incorpora-a-mario-cuvi-como-viceministro-de-educacion-superior-y-a-juan-carlos-rodriguez-como-viceministro-de-gestion-educativa-el-universo</link>
<guid>https://sdgtalks.ai/Es/ministerio-de-educacion-incorpora-a-mario-cuvi-como-viceministro-de-educacion-superior-y-a-juan-carlos-rodriguez-como-viceministro-de-gestion-educativa-el-universo</guid>
<description><![CDATA[ Ministerio de Educación incorpora a Mario Cuvi como viceministro de Educación Superior y a Juan Carlos Rodríguez como viceministro de Gestión Educativa  El Universo ]]></description>
<enclosure url="https://www.eluniverso.com/resizer/v2/VSJJK66F5ZCFDHMPGH4PVMJMFI.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 15:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ministerio, Educación, incorpora, Mario, Cuvi, como, viceministro, Educación, Superior, Juan, Carlos, Rodríguez, como, viceministro, Gestión, Educativa, –, Universo</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Nombramientos Clave en el Ministerio de Educación y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción al Contexto</h3>
<p>El Ministerio de Educación, Deporte y Cultura ha anunciado la designación de nuevas autoridades en dos viceministerios estratégicos. Estos nombramientos se enmarcan en un esfuerzo por fortalecer el sistema educativo nacional y alinear sus políticas con la Agenda 2030 para el Desarrollo Sostenible, poniendo un énfasis particular en el <b>ODS 4: Educación de Calidad</b>.</p>
<h3>2. Designaciones Oficiales</h3>
<p>Con fecha del 26 de noviembre de 2025, se oficializaron los siguientes nombramientos para liderar áreas críticas del sector educativo:</p>
<ul>
<li><b>Mario Cuvi:</b> Viceministro de Educación Superior.</li>
<li><b>Juan Carlos Rodríguez:</b> Viceministro de Gestión Educativa.</li>
</ul>
<p>Estas incorporaciones suceden al nombramiento de Gilda Alcívar como Ministra de Educación, Deporte y Cultura, consolidando un nuevo equipo directivo.</p>
<h3>3. Perfiles y Mandatos Orientados a los ODS</h3>
<h4>3.1. Viceministerio de Educación Superior: Mario Cuvi</h4>
<p>El perfil de Mario Cuvi se destaca por una amplia experiencia en áreas fundamentales para el desarrollo sostenible y la gobernanza:</p>
<ul>
<li>Derecho de inversiones y comercio exterior.</li>
<li>Tecnología e innovación.</li>
<li>Educación superior y gestión estratégica.</li>
<li>Administración pública, con experiencia previa como viceministro de Gobierno.</li>
</ul>
<p>Su mandato se centrará en impulsar políticas que contribuyan directamente a las metas del ODS 4, tales como:</p>
<ol>
<li><b>Promover la calidad académica (Meta 4.3):</b> Asegurar que la formación técnica, profesional y superior sea de alta calidad y pertinente.</li>
<li><b>Fomentar la innovación y la investigación (Meta 4.4):</b> Desarrollar competencias relevantes para el empleo, el trabajo decente y el emprendimiento.</li>
<li><b>Garantizar el acceso equitativo (Meta 4.3 y ODS 10):</b> Diseñar estrategias para que todas las personas, sin distinción, tengan acceso a oportunidades formativas, reduciendo las desigualdades.</li>
</ol>
<h4>3.2. Viceministerio de Gestión Educativa: Juan Carlos Rodríguez</h4>
<p>Juan Carlos Rodríguez aporta una sólida base académica y una vasta trayectoria en la administración de instituciones educativas, tanto en el nivel básico como superior. Su formación incluye:</p>
<ul>
<li>Formación de grado y posgrado en derecho.</li>
<li>Especialización en educación.</li>
<li>Amplia experiencia en la dirección y gestión de centros educativos.</li>
</ul>
<p>Su rol es fundamental para el cumplimiento del <b>ODS 4</b> en su totalidad, ya que la gestión educativa eficiente es la base para un sistema de calidad. Sus responsabilidades se alinean con:</p>
<ol>
<li><b>Fortalecimiento Institucional (Meta 4.c):</b> Mejorar la administración de las instituciones para asegurar entornos de aprendizaje seguros, inclusivos y eficaces.</li>
<li><b>Apoyo al Personal Docente (Meta 4.c):</b> Implementar políticas que apoyen la capacitación y el desarrollo profesional de los educadores, un pilar para la educación de calidad.</li>
<li><b>Coordinación Sistémica:</b> Articular los diferentes niveles educativos para garantizar una trayectoria formativa coherente y de alta calidad para todos los estudiantes.</li>
</ol>
<h3>4. Conclusión: Un Compromiso Estratégico con el Desarrollo Sostenible</h3>
<p>La designación de Mario Cuvi y Juan Carlos Rodríguez refleja una decisión estratégica para alinear la política educativa del país con los Objetivos de Desarrollo Sostenible. La combinación de su experiencia en gestión pública, innovación, derecho y administración educativa posiciona al Ministerio para avanzar significativamente hacia la consecución del <b>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</b>. Se espera que su liderazgo impulse reformas clave que no solo mejoren los indicadores educativos, sino que también contribuyan al desarrollo económico (<b>ODS 8</b>) y a la reducción de las desigualdades (<b>ODS 10</b>).</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra exclusivamente en el ámbito educativo, específicamente en el nombramiento de nuevas autoridades dentro del Ministerio de Educación de un país. La designación de un viceministro de Educación Superior y un viceministro de Gestión Educativa está directamente relacionada con el objetivo de “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</li>
<li>Las funciones y objetivos asignados a los nuevos viceministros, como “impulsar políticas y acciones que promuevan la calidad académica” y asegurar el “acceso equitativo a oportunidades formativas para todos”, refuerzan la conexión directa con el ODS 4.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad.</h3>
<p>Esta meta se identifica claramente a través del nombramiento de Mario Cuvi como viceministro de Educación Superior. El artículo especifica que bajo su dirección se buscará promover “la calidad académica, la innovación, la investigación y el acceso equitativo a oportunidades formativas para todos”, lo que se alinea directamente con el objetivo de garantizar el acceso a una educación superior de calidad para toda la población.</p>
</li>
<li>
<h3>Meta 4.c: Aumentar la oferta de docentes calificados.</h3>
<p>Aunque de forma indirecta, esta meta está relacionada con el nombramiento de Juan Carlos Rodríguez como viceministro de Gestión Educativa. Su “amplia trayectoria en la gestión y dirección de instituciones educativas, tanto en educación básica como en educación superior” sugiere un enfoque en la mejora de la administración del sistema educativo. Una gestión educativa eficaz es fundamental para la contratación, formación y retención de docentes calificados, lo cual es el núcleo de esta meta.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>El artículo no menciona explícitamente ningún indicador numérico de los ODS. Su naturaleza es informativa sobre nombramientos políticos y sus intenciones, no un informe de progreso basado en datos.</li>
<li>Sin embargo, se puede inferir una conexión con el concepto que miden ciertos indicadores. La declaración de promover el “acceso equitativo a oportunidades formativas para todos” se relaciona implícitamente con el <b>Indicador 4.3.1: Tasa de participación de los jóvenes y adultos en la enseñanza y formación académica y no académica</b>. El éxito de las políticas del nuevo viceministro de Educación Superior se mediría, en parte, por el aumento de esta tasa de participación, especialmente entre grupos desfavorecidos.</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><b>ODS, metas e indicadores</b></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>Meta 4.3:</b> Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</li>
<li><b>Meta 4.c (Relacionada):</b> Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo.</li>
</ul>
</td>
<td>
<ul>
<li><b>Indicador 4.3.1 (Implícito):</b> Tasa de participación de los jóvenes y adultos en la enseñanza y formación académica y no académica en los últimos 12 meses, desglosada por sexo. El artículo no lo menciona, pero el objetivo de “acceso equitativo” se mide a través de este indicador.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.eluniverso.com/noticias/politica/ministerio-de-educacion-incorpora-a-mario-cuvi-como-viceministro-de-educacion-superior-y-a-juan-carlos-rodriguez-como-viceministro-de-gestion-educativa-nota/">eluniverso.com</a></strong></p>
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<title>El programa ‘Perros y Letras’ refuerza la apuesta de Tres Cantos por una educación inclusiva – Revista 360y5</title>
<link>https://sdgtalks.ai/Es/el-programa-perros-y-letras-refuerza-la-apuesta-de-tres-cantos-por-una-educacion-inclusiva-revista-360y5</link>
<guid>https://sdgtalks.ai/Es/el-programa-perros-y-letras-refuerza-la-apuesta-de-tres-cantos-por-una-educacion-inclusiva-revista-360y5</guid>
<description><![CDATA[ El programa ‘Perros y Letras’ refuerza la apuesta de Tres Cantos por una educación inclusiva  Revista 360y5 ]]></description>
<enclosure url="https://360y5.es/wp-content/uploads/2025/11/Perros-y-Letras-2.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 15:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>programa, ‘Perros, Letras’, refuerza, apuesta, Tres, Cantos, por, una, educación, inclusiva, –, Revista, 360y5</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Programa “Perros y Letras” en Tres Cantos y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción: Una Iniciativa Alineada con la Agenda 2030</h3>
<p>El programa de acompañamiento lector “Perros y Letras”, implementado en el municipio de Tres Cantos, constituye un modelo de intervención socioeducativa que se alinea directamente con los Objetivos de Desarrollo Sostenible (ODS). Esta iniciativa, que beneficia a 54 alumnos de aulas para Trastorno del Espectro Autista (TEA) y de Educación Especial, no solo fomenta la lectoescritura, sino que también promueve la inclusión, el bienestar y la igualdad de oportunidades, pilares fundamentales de la Agenda 2030.</p>
<h3>2. Contribución al ODS 4: Garantizar una Educación Inclusiva y de Calidad</h3>
<p>El programa impacta de manera directa en la consecución del ODS 4, que busca asegurar una educación de calidad para todos. Su diseño y ejecución se centran en metas específicas:</p>
<ul>
<li><strong>Meta 4.5: Eliminar las disparidades y asegurar el acceso igualitario.</strong> La iniciativa se dirige específicamente a alumnado con Necesidades Específicas de Apoyo Educativo (NEAE), garantizando un recurso adaptado que reduce las barreras de aprendizaje y promueve la plena inclusión en el sistema educativo.</li>
<li><strong>Meta 4.6: Fomentar la alfabetización.</strong> A través de un método innovador basado en la lectura de cuentos a perros de terapia, se mejoran las habilidades lectoras de los participantes, reforzando su motivación y su interés por la lectura.</li>
</ul>
<p>La valoración de los centros educativos confirma una evolución positiva en las competencias lectoras de los alumnos, validando el programa como una herramienta eficaz para el logro de una educación verdaderamente inclusiva.</p>
<h3>3. Impacto en el Bienestar (ODS 3) y la Reducción de Desigualdades (ODS 10)</h3>
<p>Más allá del ámbito académico, “Perros y Letras” genera beneficios significativos que contribuyen a otros ODS clave:</p>
<ol>
<li><strong>ODS 3 (Salud y Bienestar):</strong> Las sesiones de lectura asistida con perros, como la realizada por la especialista Carolina y el perro Roscón, han demostrado ser eficaces para fortalecer la autoestima, la confianza y la seguridad de los niños. Este refuerzo del bienestar emocional es un componente esencial de la salud integral.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Al ofrecer una atención especializada y gratuita a estudiantes con diversidad funcional, el programa combate activamente la desigualdad de oportunidades. Asegura que las capacidades individuales no se conviertan en un obstáculo para el desarrollo personal y académico, promoviendo una sociedad más justa y equitativa.</li>
</ol>
<h3>4. Un Modelo de Alianzas para el Desarrollo Sostenible (ODS 11 y ODS 17)</h3>
<p>La sostenibilidad y el éxito del programa se fundamentan en un sólido modelo de colaboración, reflejando el espíritu del ODS 17 (Alianzas para lograr los objetivos).</p>
<ul>
<li><strong>Inversión Pública Estratégica:</strong> El Ayuntamiento de Tres Cantos destina más de 25.000 euros anuales, una inversión que reafirma su compromiso con la creación de una comunidad inclusiva y sostenible (ODS 11).</li>
<li><strong>Colaboración Multisectorial:</strong> El programa es el resultado de una alianza estratégica entre:
<ul>
<li>El sector público (Concejalía de Educación del Ayuntamiento).</li>
<li>Una organización especializada de la sociedad civil (Asociación Perros y Letras-READ España, entidad autorizada por Intermountain Therapy Animals).</li>
<li>La comunidad educativa (colegios Aldebarán, Ciudad de Columbia, Tierno Galván, Miguel de Cervantes, Ciudad de Nejapa, Antonio Osuna y Nuestra Señora de la Merced).</li>
</ul>
</li>
</ul>
<h3>5. Conclusiones y Compromiso Institucional</h3>
<p>La visita del alcalde, Jesús Moreno, y la concejal de Educación, Marisa Peña, subraya el respaldo institucional a esta iniciativa pionera. Las declaraciones de los responsables municipales destacan la importancia de ofrecer una formación de calidad que atienda la diversidad y garantice el futuro de todos los niños, independientemente de sus capacidades.</p>
<p>El programa “Perros y Letras” no es solo una terapia de lectura; es una manifestación tangible del compromiso de Tres Cantos con los Objetivos de Desarrollo Sostenible. Consolida al municipio como un referente en la implementación de políticas educativas innovadoras que integran la inclusión, el bienestar y la colaboración como ejes para el desarrollo integral de sus estudiantes y la construcción de una comunidad más resiliente y equitativa.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado. El artículo se centra en el programa “Perros y Letras”, una iniciativa educativa diseñada para “mejorar las habilidades lectoras de los niños y niñas con Necesidades Específicas de Apoyo Educativo (NEAE)”. El programa busca ofrecer una formación de calidad adaptada a las capacidades de cada estudiante, como subraya el alcalde al mencionar “la importancia de ofrecer la mejor formación posible para el futuro de nuestros niños, independientemente de sus capacidades”.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa se dirige específicamente a un grupo vulnerable: “alumnado de las dos aulas de educación especial” y “alumnos de aulas TEA y de Educación Especial”. Al proporcionarles herramientas y apoyo especializado para mejorar sus competencias lectoras y su autoestima, la iniciativa trabaja activamente para reducir las desigualdades en el acceso a una educación efectiva y en el desarrollo personal, promoviendo la inclusión de niños con discapacidad.</p>
</li>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>Aunque el enfoque principal es educativo, el artículo destaca explícitamente los beneficios del programa para el bienestar mental y emocional de los niños. Se menciona que el método refuerza su “motivación, confianza y autoestima” y que los alumnos “han ganado autoestima y seguridad en sí mismos”. Esto se alinea con la promoción del bienestar mental como parte de una vida saludable.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El éxito del programa se basa en una sólida colaboración entre diferentes actores. El artículo describe una alianza entre el sector público (el “Ayuntamiento de Tres Cantos”, que financia el programa con “más de 25.000 euros anuales”), la sociedad civil (la “Asociación Perros y Letras-READ España”, que desarrolla y coordina el programa) y las instituciones educativas (los colegios del municipio). Esta cooperación es un ejemplo claro de las alianzas necesarias para alcanzar los ODS.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.5: Igualdad de acceso a la educación para grupos vulnerables</h3>
<p>Esta meta busca “asegurar el acceso igualitario a todos los niveles de la enseñanza (…) para las personas vulnerables, incluidas las personas con discapacidad”. El artículo se centra por completo en esta meta, ya que el programa está diseñado para “alumnado con autismo” y con “Necesidades Específicas de Apoyo Educativo (NEAE)”, garantizando que reciban apoyo específico para su desarrollo educativo.</p>
</li>
<li>
<h3>Meta 10.2: Promover la inclusión social y educativa</h3>
<p>Esta meta busca “potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su (…) discapacidad”. El programa “Perros y Letras” promueve la inclusión educativa y social de los niños con TEA y otras necesidades especiales al integrarlos en una actividad que mejora sus habilidades y confianza, permitiéndoles participar más plenamente en su entorno educativo. El alcalde felicita al centro por “contemplar en su sistema educativo la diversidad de sus alumnos”.</p>
</li>
<li>
<h3>Meta 3.4: Promover la salud mental y el bienestar</h3>
<p>Esta meta incluye “promover la salud mental y el bienestar”. El artículo destaca repetidamente que el programa no solo mejora las habilidades lectoras, sino que también tiene un impacto positivo en la salud mental de los participantes, ya que “han ganado autoestima y seguridad en sí mismos”, lo cual es un componente fundamental del bienestar.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar alianzas eficaces</h3>
<p>Esta meta busca “fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil”. La estructura del programa es un ejemplo práctico de esta meta, con la colaboración documentada entre el “Ayuntamiento de Tres Cantos” (público) y la “Asociación Perros y Letras-READ España” (sociedad civil) para implementar el servicio en los colegios.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona códigos de indicadores oficiales de los ODS, pero proporciona datos y descripciones cualitativas que pueden funcionar como indicadores de progreso:</p>
<ul>
<li>
<h3>Indicador para la Meta 4.5 y 10.2: Número de participantes de grupos vulnerables</h3>
<p>El artículo especifica que “un total de 54 alumnos de aulas TEA y de Educación Especial participan semanalmente en este programa”. Este número concreto sirve como un indicador cuantitativo directo del alcance del programa y del número de estudiantes con discapacidad que están recibiendo apoyo educativo especializado.</p>
</li>
<li>
<h3>Indicador para la Meta 17.17: Recursos financieros movilizados</h3>
<p>Se menciona que “el Ayuntamiento destina más de 25.000 euros anuales a este servicio”. Esta cifra es un indicador financiero que mide el compromiso del sector público en la alianza, mostrando la movilización de recursos para apoyar los objetivos de inclusión y educación de calidad.</p>
</li>
<li>
<h3>Indicador cualitativo para la Meta 3.4 y 4.5: Mejora en el bienestar y las competencias</h3>
<p>El artículo ofrece indicadores cualitativos a través de las valoraciones de los responsables. La concejal Marisa Peña destaca que “los centros valoran muy positivamente la iniciativa, no solo por la evolución que muestran los alumnos en competencias lectoras y su interés por la lectura; también porque han ganado autoestima y seguridad en sí mismos”. Estas observaciones, aunque no numéricas, son una medida del impacto positivo del programa en el bienestar y el aprendizaje de los niños.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Identificado en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.5: Asegurar el acceso igualitario a todos los niveles de la enseñanza para las personas con discapacidad.</td>
<td>Número de alumnos con necesidades especiales que participan en el programa (54 alumnos de aulas TEA y Educación Especial).</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2: Potenciar y promover la inclusión social y educativa de todas las personas, independientemente de su discapacidad.</td>
<td>Implementación de un programa específico para la inclusión educativa de niños con autismo y NEAE en siete colegios.</td>
</tr>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td>3.4: Promover la salud mental y el bienestar.</td>
<td>Mejora cualitativa reportada en la “motivación, confianza y autoestima” de los alumnos participantes.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>17.17: Fomentar y promover la constitución de alianzas eficaces entre el sector público y la sociedad civil.</td>
<td>Inversión financiera del sector público (“más de 25.000 euros anuales”) en una iniciativa gestionada por una asociación de la sociedad civil.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://360y5.es/el-programa-perros-y-letras-refuerza-la-apuesta-de-tres-cantos-por-una-educacion-inclusiva/">360y5.es</a></strong></p>
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<title>Ministerio de Educación impulsa la calidad en la educación superior con nuevo documento de orientación para las universidades – Ministerio de Educación Nacional</title>
<link>https://sdgtalks.ai/Es/ministerio-de-educacion-impulsa-la-calidad-en-la-educacion-superior-con-nuevo-documento-de-orientacion-para-las-universidades-ministerio-de-educacion-nacional</link>
<guid>https://sdgtalks.ai/Es/ministerio-de-educacion-impulsa-la-calidad-en-la-educacion-superior-con-nuevo-documento-de-orientacion-para-las-universidades-ministerio-de-educacion-nacional</guid>
<description><![CDATA[ Ministerio de Educación impulsa la calidad en la educación superior con nuevo documento de orientación para las universidades  Ministerio de Educación Nacional ]]></description>
<enclosure url="https://www.mineducacion.gov.co/1780/articles-426702_foto_g.thumb_redes-1911.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 15:00:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ministerio, Educación, impulsa, calidad, educación, superior, con, nuevo, documento, orientación, para, las, universidades, –, Ministerio, Educación, Nacional</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Fortalecimiento de la Calidad en la Educación Superior</title>
<h2>Informe sobre el Lanzamiento de las Orientaciones para los Sistemas Internos de Aseguramiento de la Calidad (SIAC) y su Impacto en los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción al Marco Estratégico</h3>
<p>El Ministerio de Educación Nacional, en colaboración con la Institución Universitaria Pascual Bravo y otras Instituciones de Educación Superior (IES) del país, ha presentado el documento “Orientaciones para los Sistemas Internos de Aseguramiento de la Calidad (SIAC)”. Este informe detalla el lanzamiento de dicha guía, concebida como una herramienta fundamental para alinear el sistema de educación superior de Colombia con los estándares de calidad globales y, de manera prioritaria, con la Agenda 2030 para el Desarrollo Sostenible.</p>
<h3>Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa SIAC constituye un avance significativo en la consecución de varios Objetivos de Desarrollo Sostenible, integrando la calidad educativa como un pilar para el progreso social y económico del país.</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> El objetivo principal de las orientaciones es fortalecer los procesos de evaluación, planeación y gestión para garantizar una educación superior inclusiva, equitativa y de calidad. Esto contribuye directamente a la meta 4.3, que busca asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos:</strong> El documento es el resultado de un esfuerzo colaborativo entre el gobierno y múltiples instituciones académicas. Este modelo de cooperación, destacado por el rector Juan Pablo Arboleda Gaviria, ejemplifica la importancia de las alianzas para construir sistemas educativos robustos y sostenibles.</li>
<li><strong>ODS 8 y 10: Trabajo Decente y Reducción de las Desigualdades:</strong> Al promover una educación más pertinente y de mayor calidad, se busca formar profesionales mejor preparados para los desafíos del mercado laboral, impulsando el crecimiento económico (ODS 8). Asimismo, se fomenta una educación que dialoga con los territorios y es más inclusiva, contribuyendo a reducir las brechas y desigualdades (ODS 10).</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> El fortalecimiento de los sistemas de aseguramiento de la calidad fomenta la transparencia, la rendición de cuentas y la mejora continua, consolidando a las universidades como instituciones sólidas y confiables que son pilares para una sociedad justa y pacífica.</li>
</ul>
<h3>Declaraciones y Perspectivas Institucionales</h3>
<p>Durante el evento de presentación, diversos líderes del sector educativo expusieron la relevancia de esta iniciativa:</p>
<ol>
<li><strong>Ricardo Moreno Patiño, Viceministro de Educación Superior:</strong> Subrayó que el documento es un paso clave en la transformación del sistema de aseguramiento de la calidad, representando un compromiso gubernamental con las metas de desarrollo del país.</li>
<li><strong>Juan Pablo Arboleda Gaviria, Rector de la I.U. Pascual Bravo:</strong> Enfatizó que la calidad es un proceso continuo que se nutre de la cooperación interinstitucional, el liderazgo académico y el diálogo con la comunidad, reflejando el espíritu del ODS 17.</li>
<li><strong>Fernando Cantor, Experto Académico:</strong> Señaló que estas orientaciones son un motor para fortalecer la cultura de la calidad y los procesos de autoevaluación, elementos indispensables para la mejora sistémica de la educación.</li>
</ol>
<h3>Conclusión y Próximos Pasos</h3>
<p>El documento de Orientaciones para los SIAC se establece como una hoja de ruta estratégica para que las Instituciones de Educación Superior en Colombia no solo mejoren sus indicadores de calidad, sino que también asuman un rol protagónico en la construcción de un futuro más sostenible y equitativo. Su implementación permitirá avanzar hacia una educación superior que responda a las necesidades de la sociedad y contribuya de manera efectiva al cumplimiento de la Agenda 2030.</p>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El análisis del artículo revela una conexión directa con los siguientes Objetivos de Desarrollo Sostenible:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> Este es el objetivo principal abordado en el artículo. Todo el texto se centra en el lanzamiento de un “nuevo documento de orientación para las universidades” con el fin de “fortalecer sus procesos de calidad”. Frases como “impulsa la calidad en la educación superior”, “mejorar y actualizar nuestras normas y procesos” y el objetivo de construir una “educación superior más pertinente, inclusiva y de mayor calidad para todos” vinculan directamente el contenido con la misión del ODS 4.</li>
<li><strong>ODS 17: Alianzas para lograr los objetivos:</strong> El artículo destaca repetidamente la importancia de la colaboración para alcanzar la meta de la calidad educativa. Se menciona que el documento es un “trabajo construido con la participación de numerosas Instituciones de Educación Superior de Colombia” y se cita al rector Juan Pablo Arboleda Gaviria, quien afirma que “este proyecto demuestra que la cooperación es posible y necesaria”. Esta colaboración entre el Ministerio de Educación (entidad pública) y diversas universidades representa una alianza estratégica, que es el núcleo del ODS 17.</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en el contenido del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li><strong>Meta 4.3:</strong> “Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”. El artículo se enfoca explícitamente en la “educación superior” y las “universidades”. El documento de “Orientaciones para los Sistemas Internos de Aseguramiento de la Calidad (SIAC)” es una herramienta diseñada para mejorar la <strong>calidad</strong> de esta formación, lo que se alinea perfectamente con esta meta.</li>
<li><strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”. El proyecto descrito es un ejemplo claro de esta meta en acción. Es una alianza entre el sector público (Ministerio de Educación Nacional) y múltiples instituciones de educación superior (como la Institución Universitaria Pascual Bravo, la Universidad Pedagógica y Tecnológica de Colombia, la Universidad Nacional, entre otras) para lograr un objetivo común: el fortalecimiento de la calidad educativa.</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona indicadores cuantitativos específicos, pero sí implica la existencia de mecanismos y procesos que pueden ser utilizados como indicadores cualitativos o de proceso para medir el progreso:</p>
<ul>
<li><strong>Indicador implícito para la Meta 4.3:</strong> El desarrollo e implementación de los “Sistemas Internos de Aseguramiento de la Calidad (SIAC)” en las universidades del país. Aunque no es un indicador oficial de los ODS, la existencia y el grado de adopción de este marco nacional para la autoevaluación y mejora continua sirven como una medida tangible del esfuerzo del país por fortalecer la calidad de la educación superior. El artículo presenta el lanzamiento de este documento como “un paso clave para cumplir la meta del Gobierno de transformar el sistema de aseguramiento de la calidad”.</li>
<li><strong>Indicador implícito para la Meta 17.17:</strong> El número de instituciones y actores involucrados en la alianza. El artículo menciona que el documento fue “construido con la participación de numerosas Instituciones de Educación Superior de Colombia” y nombra a varias de ellas. El número de universidades que participaron en la creación del documento y que posteriormente lo adopten puede ser utilizado como un indicador para medir el alcance y la eficacia de esta alianza público-académica.</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</td>
<td><strong>Indicador implícito:</strong> Grado de adopción e implementación de los Sistemas Internos de Aseguramiento de la Calidad (SIAC) por parte de las instituciones de educación superior.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td><strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</td>
<td><strong>Indicador implícito:</strong> Número de instituciones de educación superior que participan en la alianza con el Ministerio de Educación para el desarrollo y la implementación de políticas de calidad.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.mineducacion.gov.co/portal/salaprensa/Comunicados/426702:Ministerio-de-Educacion-impulsa-la-calidad-en-la-educacion-superior-con-nuevo-documento-de-orientacion-para-las-universidades">mineducacion.gov.co</a></strong></p>
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<title>Jóvenes de Cali celebran las nuevas oportunidades de acceso a educación superior anunciadas por el alcalde Alejandro Eder – cali.gov.co</title>
<link>https://sdgtalks.ai/Es/jovenes-de-cali-celebran-las-nuevas-oportunidades-de-acceso-a-educacion-superior-anunciadas-por-el-alcalde-alejandro-eder-caligovco</link>
<guid>https://sdgtalks.ai/Es/jovenes-de-cali-celebran-las-nuevas-oportunidades-de-acceso-a-educacion-superior-anunciadas-por-el-alcalde-alejandro-eder-caligovco</guid>
<description><![CDATA[ Jóvenes de Cali celebran las nuevas oportunidades de acceso a educación superior anunciadas por el alcalde Alejandro Eder  cali.gov.co ]]></description>
<enclosure url="https://www.cali.gov.co/info/caligovco_se/media/pubInt/thumbs/thMetapubInt_600X600_190276.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 03:19:54 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Jóvenes, Cali, celebran, las, nuevas, oportunidades, acceso, educación, superior, anunciadas, por, alcalde, Alejandro, Eder, –, cali.gov.co</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Nuevas Iniciativas de Educación Superior en Cali y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p><strong>Fecha de Informe:</strong> 26 de noviembre de 2025</p>
<p>Este informe detalla el lanzamiento de dos programas estratégicos por parte de la Alcaldía de Santiago de Cali: el Multicampus ‘Alba Stella Barreto’ y el programa de subsidios ‘Mi Cali Beca’. Ambas iniciativas están diseñadas para expandir el acceso a la educación superior y se alinean directamente con varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Las acciones implementadas por el Distrito de Cali contribuyen significativamente al avance de la agenda global de desarrollo, con un enfoque particular en los siguientes objetivos:</p>
<ul>
<li><strong>ODS 4 (Educación de Calidad):</strong> Se garantiza el acceso a una educación superior técnica y profesional asequible, inclusiva y de calidad. La gratuidad de la matrícula en el Multicampus y el apoyo económico de ‘Mi Cali Beca’ eliminan barreras para que los jóvenes, especialmente los egresados de instituciones públicas, puedan continuar su formación.</li>
<li><strong>ODS 1 (Fin de la Pobreza) y ODS 10 (Reducción de las Desigualdades):</strong> Al ofrecer subsidios para transporte, alimentación y materiales, el programa ‘Mi Cali Beca’ aborda directamente las barreras económicas que perpetúan los ciclos de pobreza. La ubicación del Multicampus en la IE Nuevo Latir reduce las desigualdades geográficas en el acceso a la educación, beneficiando a comunidades históricamente desatendidas.</li>
<li><strong>ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> La oferta académica está orientada a formar capital humano con las competencias requeridas por el mercado laboral, promoviendo el empleo pleno y productivo y el trabajo decente para los jóvenes de la ciudad.</li>
<li><strong>ODS 11 (Ciudades y Comunidades Sostenibles):</strong> Al establecer un campus universitario dentro de una comunidad como el oriente de Cali, se fortalece la infraestructura social y se reduce la necesidad de largos desplazamientos, contribuyendo a un modelo de ciudad más inclusivo y sostenible.</li>
</ul>
<h3>Análisis de Programas Estratégicos</h3>
<h3>Programa ‘Mi Cali Beca’</h3>
<p>Este programa tiene como objetivo la entrega de 1,741 subsidios económicos a estudiantes egresados de instituciones educativas públicas en 2025 para apoyar su sostenimiento durante la educación superior. El testimonio de Dilian Cárdenas, estudiante con un puntaje de 495 en las pruebas Saber 11, resalta su impacto: “Es un auxilio enorme para quienes no tenemos cómo pagar una universidad privada… nos ayuda con transporte, alimentación, fotocopias, todo lo que un estudiante necesita para lograr sus sueños”.</p>
<h4>Proceso y Requisitos de Postulación</h4>
<p>La fecha límite para la postulación es el 13 de diciembre de 2025 a las 11:00 p.m.</p>
<ol>
<li>Diligenciar el formulario de inscripción oficial.</li>
<li>Cargar la documentación requerida en formato PDF:
<ul>
<li>Documento de identidad.</li>
<li>Resultados de las pruebas Saber 11.</li>
<li>Certificado de salud.</li>
<li>Recibo de servicios públicos con una antigüedad no mayor a dos meses.</li>
<li>Certificado del Sisbén (si aplica).</li>
<li>Fotografía tipo documento (formatos PNG, JPG, JPEG).</li>
</ul>
</li>
<li>Inscribirse en un programa de una Institución de Educación Superior Pública y enviar la constancia de admisión al correo electrónico <strong>micali.beca@cali.edu.co</strong>.</li>
</ol>
<h3>Multicampus ‘Alba Stella Barreto’</h3>
<p>El Multicampus, que iniciará operaciones en enero de 2026 en la sede de la IE Nuevo Latir, representa un avance fundamental para el ODS 4 al ofrecer programas de educación superior pública con matrícula cero. La secretaria de Educación, Sara Mercedes Rodas, confirmó que los estudiantes admitidos también podrán beneficiarse de ‘Mi Cali Beca’. La ubicación estratégica del campus es destacada por estudiantes como Óscar Parra, quien afirma: “Nos facilita el transporte, las becas y el acceso a la educación que para muchos es difícil por los costos”.</p>
<h4>Oferta Académica – Inicio Enero 2026</h4>
<ul>
<li><strong>Programas Tecnológicos</strong>
<ol>
<li>Electrónica industrial</li>
<li>Sistemas de información</li>
<li>Gestión empresarial</li>
<li>Contabilidad sistematizada</li>
<li>Deporte</li>
<li>Gestión deportiva</li>
<li>Gestión logística</li>
<li>Producción ambiental</li>
</ol>
</li>
<li><strong>Licenciatura</strong>
<ol>
<li>Educación infantil</li>
</ol>
</li>
<li><strong>Programas Técnico Profesionales</strong>
<ol>
<li>Procesos administrativos</li>
<li>Contabilidad y costos</li>
<li>Promotoría ambiental</li>
<li>Procesos administrativos de seguridad y salud en el trabajo</li>
<li>Procesos de comercio exterior</li>
<li>Mercadeo</li>
</ol>
</li>
</ul>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad.</strong> Este es el objetivo principal abordado en el artículo. Se centra en garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. El artículo describe la creación del Multicampus ‘Alba Stella Barreto’ y el programa ‘Mi Cali Beca’, iniciativas diseñadas específicamente para ampliar el acceso a la educación superior para los jóvenes de instituciones públicas de Cali. Se menciona explícitamente la oferta de “14 programas que iniciarán en enero de 2026” con “matrícula cero”, eliminando barreras económicas directas.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades.</strong> El artículo destaca que las iniciativas están dirigidas a estudiantes de “instituciones educativas públicas de Cali”, muchos de los cuales, como menciona el estudiante Dilian Cárdenas, no tienen “cómo pagar una universidad privada”. Al ubicar el multicampus en el “oriente de Cali” y ofrecer becas, el programa busca reducir la brecha de oportunidades educativas entre jóvenes de diferentes estratos socioeconómicos y ubicaciones geográficas dentro de la ciudad, promoviendo así la inclusión social y económica.
    </li>
<li>
        <strong>ODS 1: Fin de la Pobreza.</strong> La educación es una herramienta fundamental para romper el ciclo de la pobreza. El programa ‘Mi Cali Beca’ no solo cubre la matrícula, sino que también proporciona un “auxilio económico” para “transporte, alimentación, fotocopias”, como lo describe un estudiante. Este apoyo aborda las barreras económicas indirectas que impiden a los jóvenes de bajos ingresos continuar con su educación, contribuyendo a su desarrollo económico futuro y al de sus familias.
    </li>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> El artículo detalla una oferta académica con programas técnicos y tecnológicos como “Electrónica industrial”, “Sistemas de información” y “Gestión logística”. Estos programas están diseñados para dotar a los jóvenes de habilidades técnicas y vocacionales relevantes para el mercado laboral, lo que a su vez puede reducir la proporción de jóvenes que no están en empleo, educación o formación (NEET) y fomentar el crecimiento económico local.
    </li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Metas del ODS 4: Educación de Calidad</h3>
<ul>
<li>
                <strong>Meta 4.3:</strong> “De aquí a 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”. El lanzamiento del Multicampus con programas técnicos, tecnológicos y de licenciatura, junto con el programa de becas, se alinea directamente con esta meta al facilitar el acceso a la educación superior para los egresados de colegios públicos.
            </li>
<li>
                <strong>Meta 4.4:</strong> “De aquí a 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”. La oferta de programas como “Procesos administrativos de seguridad y salud en el trabajo” y “Contabilidad sistematizada” está orientada a desarrollar competencias específicas demandadas por el mercado laboral.
            </li>
</ul>
</li>
<li>
<h3>Metas del ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>
                <strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. La iniciativa se enfoca en jóvenes de instituciones públicas, un grupo que a menudo enfrenta barreras económicas para acceder a la educación superior, promoviendo activamente su inclusión económica y social a través de la educación.
            </li>
</ul>
</li>
<li>
<h3>Metas del ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>
                <strong>Meta 8.6:</strong> “De aquí a 2020, reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación”. Aunque la fecha de la meta ya pasó, el espíritu de la misma sigue vigente. El programa busca directamente que los jóvenes egresados de la secundaria continúen su formación, reduciendo así la probabilidad de que se conviertan en parte de la población NEET en Cali.
            </li>
</ul>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicadores del ODS 4: Educación de Calidad</h3>
<ul>
<li>
                <strong>Indicador 4.3.1:</strong> “Tasa de participación de los jóvenes y adultos en la enseñanza y formación académica y no académica en los 12 meses anteriores, desglosada por sexo”. El artículo proporciona datos cuantitativos que pueden ser utilizados para medir el progreso hacia este indicador. Específicamente, menciona la creación de “14 programas” nuevos y la entrega de “1741 subsidios económicos”. Estos números representan un aumento directo en las oportunidades y la participación en la educación superior para los jóvenes de Cali.
            </li>
</ul>
</li>
<li>
<h3>Indicadores del ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>
                <strong>Indicador 8.6.1:</strong> “Proporción de jóvenes (de 15 a 24 años) que no cursan estudios, no están empleados y no reciben capacitación (NEET)”. El programa está diseñado para impactar directamente este indicador. El número de estudiantes que se inscriben en los nuevos programas y reciben las becas (1741) puede ser medido como una reducción en el número potencial de jóvenes NEET en la ciudad para el año 2026.
            </li>
</ul>
</li>
<li>
<h3>Indicadores del ODS 1: Fin de la Pobreza</h3>
<ul>
<li>
                <strong>Indicador 1.4.1:</strong> “Proporción de la población que vive en hogares con acceso a servicios básicos”. La educación superior puede considerarse un servicio clave para el desarrollo. El artículo implica un aumento en el acceso a este servicio para una población específica (jóvenes de escuelas públicas). El número de becas otorgadas (1741) es un dato concreto que refleja el aumento del acceso a servicios educativos para hogares que de otro modo no podrían costearlos.
            </li>
</ul>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Relevante</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</td>
<td><strong>4.3.1:</strong> El número de subsidios (1741) y nuevos programas (14) son medidas directas del aumento en la participación en educación superior.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>El enfoque en estudiantes de “instituciones públicas” y la ubicación del campus en el “oriente de Cali” son acciones medibles para promover la inclusión.</td>
</tr>
<tr>
<td><strong>ODS 1:</strong> Fin de la Pobreza</td>
<td><strong>1.4:</strong> Garantizar que todos los hombres y mujeres, en particular los pobres y vulnerables, tengan acceso a servicios básicos.</td>
<td><strong>1.4.1:</strong> El número de “auxilios económicos” entregados (1741) mide el aumento del acceso a servicios educativos para hogares vulnerables.</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>8.6:</strong> Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</td>
<td><strong>8.6.1:</strong> El número de jóvenes inscritos en los programas es una medida directa de la reducción de la población NEET potencial.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.cali.gov.co/boletines/publicaciones/190276/jovenes-de-cali-celebran-las-nuevas-oportunidades-de-acceso-a-educacion-superior-anunciadas-por-el-alcalde-alejandro-eder/">cali.gov.co</a></strong></p>
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<title>Refuerzan docentes estrategias para elevar la calidad en la Educación Media Superior – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/refuerzan-docentes-estrategias-para-elevar-la-calidad-en-la-educacion-media-superior-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/refuerzan-docentes-estrategias-para-elevar-la-calidad-en-la-educacion-media-superior-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ Refuerzan docentes estrategias para elevar la calidad en la Educación Media Superior  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/wp-content/uploads/2025/11/SET-222-2025.-Refuerzan-docentes-estrategias-para-elevar-la-calidad-en-la-Educacion-Media-Superior-3-1-850x500.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 03:19:54 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Refuerzan, docentes, estrategias, para, elevar, calidad, Educación, Media, Superior, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Tercera Reunión Regional de Academias de Educación Media Superior y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción</h3>
<p>El 26 de noviembre de 2025, en Tampico, Tamaulipas, se llevó a cabo la Tercera Reunión Regional de Academias de Educación Media Superior, Zona 4. Este evento, convocado por la Comisión Estatal para la Planeación y Programación de la Educación Media Superior (CEPPEMS), representa un esfuerzo estratégico para alinear el sistema educativo estatal con los principios de la Agenda 2030, enfocándose primordialmente en el <b>Objetivo de Desarrollo Sostenible 4: Educación de Calidad</b>.</p>
<h3>2. Objetivos Estratégicos y Alineación con los ODS</h3>
<p>La reunión tuvo como finalidad principal fortalecer la calidad y la inclusión en la Educación Media Superior (EMS), abordando metas específicas de los Objetivos de Desarrollo Sostenible.</p>
<ul>
<li><b>ODS 4: Educación de Calidad:</b> El objetivo central fue capacitar al cuerpo docente en la implementación del Modelo Educativo 2025, buscando garantizar una educación inclusiva, equitativa y de calidad (Meta 4.1) y promover oportunidades de aprendizaje permanente para todos. La actualización docente es un pilar para alcanzar la Meta 4.c, que busca aumentar la oferta de maestros calificados.</li>
<li><b>ODS 10: Reducción de las Desigualdades:</b> Se desarrolló un análisis de estrategias para la prevención del abandono escolar, un factor clave que perpetúa la desigualdad. Al atender este problema, se contribuye directamente a la Meta 10.2 de potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de sus circunstancias.</li>
<li><b>ODS 17: Alianzas para lograr los Objetivos:</b> El evento en sí mismo es un ejemplo de la creación de alianzas estratégicas entre diferentes actores del sector educativo para fortalecer la implementación de políticas públicas, en línea con la Meta 17.17.</li>
</ul>
<h3>3. Metodología y Desarrollo de Actividades</h3>
<p>Para la consecución de los objetivos, se implementó una metodología participativa y colaborativa, estructurada en las siguientes fases:</p>
<ol>
<li><b>Capacitación en el Modelo Educativo 2025:</b> Se instruyó a los docentes sobre los nuevos marcos pedagógicos, lo que representa una acción directa para mejorar la calidad educativa (ODS 4).</li>
<li><b>Mesas de Trabajo por Asignatura:</b> Se facilitó el intercambio de experiencias y buenas prácticas relacionadas con los programas de estudio, fomentando una comunidad de aprendizaje que fortalece la capacidad institucional (ODS 16).</li>
<li><b>Análisis de Estrategias contra el Abandono Escolar:</b> Se generó un espacio de diálogo para construir soluciones colectivas a uno de los mayores desafíos del sistema, asegurando que más jóvenes completen su educación (ODS 4, ODS 10).</li>
</ol>
<h3>4. Resultados y Proyecciones</h3>
<p>La reunión consolidó el compromiso de la comunidad académica con una transformación educativa alineada a los principios de desarrollo sostenible. Se destacó el uso de herramientas como el Examen Diagnóstico de la Educación Media Superior (EXADIEMS) para generar datos que permitan orientar políticas basadas en evidencia, un componente esencial para la construcción de instituciones eficaces y responsables (<b>ODS 16: Paz, Justicia e Instituciones Sólidas</b>).</p>
<p>La implementación exitosa del Modelo Educativo 2025 no solo impactará en la calidad académica, sino que también preparará a la juventud tamaulipeca con las competencias necesarias para acceder a un trabajo decente y fomentar el crecimiento económico sostenible (<b>ODS 8: Trabajo Decente y Crecimiento Económico</b>).</p>
<h3>5. Conclusión</h3>
<p>La Tercera Reunión Regional de Academias de EMS reafirma el compromiso del Gobierno de Tamaulipas, bajo el liderazgo del gobernador Américo Villarreal Anaya y la Secretaría de Educación, con una política educativa humanista, incluyente y de calidad. Este esfuerzo coordinado es fundamental para avanzar en la consecución de los Objetivos de Desarrollo Sostenible, posicionando a la educación como el eje transformador para un futuro más próspero y equitativo en el estado, sin dejar a nadie atrás.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra exclusivamente en mejorar el sistema educativo. Menciona explícitamente el objetivo de “fortalecer la calidad educativa” y consolidar una “Educación Media Superior (EMS) de forma integral”. Todo el texto gira en torno a estrategias, modelos educativos y capacitación docente para lograr una “Educación Media Superior de excelencia”, lo cual es el núcleo del ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<p>Aunque el artículo se enfoca en la Educación Media Superior (que corresponde al final de la educación secundaria), esta meta es relevante por su énfasis en la calidad y la finalización de los estudios. El texto aborda directamente este punto al mencionar la creación de un “espacio de análisis sobre estrategias exitosas para la prevención y atención del abandono escolar”. Reducir el abandono escolar es crucial para asegurar que los jóvenes completen su educación secundaria.</p>
</li>
<li>
<h3>Meta 4.c: Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo.</h3>
<p>Esta meta está directamente relacionada con el propósito principal del evento descrito en el artículo. La “Tercera Reunión Regional de Academias de Educación Media Superior” tiene como objetivo “capacitar a las y los docentes en la implementación del Modelo Educativo 2025”. El artículo subraya el compromiso de “impulsar la actualización docente” y “fortalecer la planeación académica” como pilares para la mejora educativa. Estas acciones contribuyen directamente a aumentar la cantidad y calidad de los docentes calificados.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.1.1 (implícito): Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia.</h3>
<p>El artículo menciona el “Examen Diagnóstico de la Educación Media Superior (EXADIEMS)”, describiéndolo como un ejercicio que “ha permitido generar información valiosa para orientar políticas educativas y fortalecer la mejora continua”. Este tipo de examen es una herramienta directa para medir los resultados del aprendizaje y las competencias de los estudiantes, lo cual se alinea con la esencia del Indicador 4.1.1, que mide el nivel de competencia en diferentes etapas educativas.</p>
</li>
<li>
<h3>Tasa de abandono escolar (implícito):</h3>
<p>Al discutir “estrategias exitosas para la prevención y atención del abandono escolar”, el artículo implica que la tasa de abandono escolar es una métrica clave que se está monitoreando. La reducción de esta tasa sería un indicador directo del éxito de las políticas implementadas y del progreso hacia la Meta 4.1 de asegurar la finalización de la educación secundaria.</p>
</li>
<li>
<h3>Indicador 4.c.1 (implícito): Proporción de docentes que han recibido formación.</h3>
<p>El evento descrito es una reunión para “capacitar a las y los docentes” y promover la “actualización docente”. El número o proporción de maestros que participan en estas capacitaciones y que implementan el “Modelo Educativo 2025” es un indicador implícito. Mide el esfuerzo por mejorar las cualificaciones del personal docente, en línea con el Indicador 4.c.1, que se enfoca en la proporción de docentes con formación adecuada.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Metas de los ODS</th>
<th>Indicadores de los ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ol>
<li><strong>Meta 4.1:</strong> Asegurar que todos los jóvenes terminen la enseñanza secundaria de calidad.</li>
<li><strong>Meta 4.c:</strong> Aumentar la oferta de docentes calificados.</li>
</ol>
</td>
<td>
<ul>
<li>Resultados del Examen Diagnóstico de la Educación Media Superior (EXADIEMS) como medida de las competencias de los estudiantes (implícito, relacionado con el Indicador 4.1.1).</li>
<li>Tasa de abandono escolar en la Educación Media Superior (implícito).</li>
<li>Número o proporción de docentes que participan en programas de capacitación y actualización sobre el Modelo Educativo 2025 (implícito, relacionado con el Indicador 4.c.1).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/2025/11/refuerzan-docentes-estrategias-para-elevar-la-calidad-en-la-educacion-media-superior/">tamaulipas.gob.mx</a></strong></p>
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<title>Un chat anónimo y otros esfuerzos para preservar la seguridad en esta escuela de Arizona – Univision</title>
<link>https://sdgtalks.ai/Es/un-chat-anonimo-y-otros-esfuerzos-para-preservar-la-seguridad-en-esta-escuela-de-arizona-univision</link>
<guid>https://sdgtalks.ai/Es/un-chat-anonimo-y-otros-esfuerzos-para-preservar-la-seguridad-en-esta-escuela-de-arizona-univision</guid>
<description><![CDATA[ Un chat anónimo y otros esfuerzos para preservar la seguridad en esta escuela de Arizona  Univision ]]></description>
<enclosure url="https://www.univision.com/_next/image" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 03:19:54 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>chat, anónimo, otros, esfuerzos, para, preservar, seguridad, esta, escuela, Arizona, –, Univision</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Implementación de Medidas de Seguridad en Red Mountain High School y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción</h3>
<p>El presente informe analiza las medidas de seguridad implementadas por la preparatoria Red Mountain High School, ubicada en Mesa, Arizona, y su correlación directa con los Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas. La institución ha adoptado un enfoque integral y tecnológico para garantizar un entorno seguro que sea propicio para el aprendizaje, el bienestar y el desarrollo, en línea con las metas globales para un futuro sostenible.</p>
<h3>2. Descripción de las Medidas de Seguridad Implementadas</h3>
<p>La estrategia de seguridad de la institución se compone de varios elementos clave, diseñados para operar de manera sinérgica:</p>
<ul>
<li><b>Chat Anónimo de Testigo Silencioso:</b> Plataforma confidencial que faculta al alumnado para reportar actividades o situaciones sospechosas sin temor a represalias, fomentando una cultura de responsabilidad compartida y vigilancia comunitaria.</li>
<li><b>Detectores de Metal:</b> Dispositivos de control de acceso para la prevención activa de la introducción de armas u otros objetos peligrosos en las instalaciones escolares.</li>
<li><b>Centro de Control:</b> Un núcleo de monitoreo y respuesta centralizado para gestionar la seguridad del campus de manera coordinada y eficiente, permitiendo una rápida reacción ante cualquier eventualidad.</li>
</ul>
<h3>3. Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Las acciones implementadas por Red Mountain High School contribuyen significativamente a la consecución de varios ODS, demostrando cómo las políticas locales pueden impactar en metas globales.</p>
<h3>3.1. Contribución al ODS 4: Educación de Calidad</h3>
<p>La creación de un entorno de aprendizaje seguro es un pilar fundamental para garantizar una educación inclusiva, equitativa y de calidad. Al mitigar amenazas y reducir la ansiedad asociada a la inseguridad, estas medidas permiten que tanto estudiantes como docentes se concentren plenamente en el proceso educativo, lo cual es esencial para mejorar el rendimiento académico y fomentar oportunidades de aprendizaje permanente para todos.</p>
<h3>3.2. Contribución al ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>La iniciativa de la preparatoria promueve sociedades pacíficas e inclusivas a nivel local, siendo un microcosmos de la sociedad en general. La contribución se desglosa de la siguiente manera:</p>
<ol>
<li><b>Promoción de la Paz:</b> La prevención activa de la violencia y la gestión de conflictos contribuyen directamente a la creación de un ambiente pacífico y seguro.</li>
<li><b>Acceso a la Justicia:</b> El sistema de chat anónimo funciona como un mecanismo para facilitar el acceso a la justicia, permitiendo que se reporten y atiendan incidentes que de otro modo podrían pasar desapercibidos, garantizando que nadie se quede atrás.</li>
<li><b>Instituciones Eficaces y Responsables:</b> La implementación de un sistema de seguridad coordinado y transparente demuestra la construcción de instituciones eficaces y responsables a nivel escolar, fortaleciendo la confianza de la comunidad.</li>
</ol>
<h3>3.3. Contribución al ODS 3 (Salud y Bienestar) y ODS 11 (Ciudades y Comunidades Sostenibles)</h3>
<p>Un campus seguro impacta positivamente en la salud física y, crucialmente, en la salud mental de toda la comunidad educativa, alineándose con el <b>ODS 3</b>. Al reducir el estrés y el miedo, se garantiza el bienestar. Asimismo, al fortalecer la seguridad en un pilar comunitario como lo es una escuela, se contribuye a la creación de asentamientos humanos y comunidades más seguras, inclusivas y resilientes, en total concordancia con el <b>ODS 11</b>.</p>
<h3>4. Conclusión</h3>
<p>La estrategia de seguridad de Red Mountain High School representa un modelo proactivo que no solo protege a su comunidad, sino que también se alinea de manera tangible con los principios globales de desarrollo sostenible. Al garantizar un entorno seguro, la institución fortalece la calidad educativa (ODS 4), promueve la paz y la justicia (ODS 16) y contribuye al bienestar general y a la creación de comunidades sostenibles (ODS 3 y 11), demostrando que las acciones locales son indispensables para la consecución de la Agenda 2030.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en las medidas de seguridad implementadas en una preparatoria, la Red Mountain High School. Un entorno de aprendizaje seguro es un requisito fundamental para una educación de calidad. La iniciativa de “brindar mayor seguridad a los estudiantes y maestros” está directamente alineada con la creación de condiciones óptimas para la enseñanza y el aprendizaje, garantizando que tanto el personal como los alumnos puedan participar en actividades educativas sin temor a la violencia o amenazas.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>Este objetivo busca promover sociedades pacíficas e inclusivas. Las medidas descritas en el artículo, como los detectores de metal y un sistema de reporte anónimo, son esfuerzos proactivos para prevenir la violencia y garantizar la seguridad dentro de una institución comunitaria clave como es una escuela. Al implementar estas herramientas, la escuela actúa como una institución que trabaja para reducir la violencia y crear un entorno pacífico, contribuyendo a la meta más amplia de paz y seguridad a nivel comunitario.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<ul>
<li>El artículo describe explícitamente la implementación de “un chat anónimo, detectores de metal y un centro de control para brindar mayor seguridad”. Estas acciones son una aplicación directa de la Meta 4.a, ya que su propósito es transformar la escuela en un entorno de aprendizaje más seguro y no violento para toda su comunidad.</li>
</ul>
</li>
<li>
<h3>Meta 16.1: Reducir significativamente todas las formas de violencia y las correspondientes tasas de mortalidad en todo el mundo.</h3>
<ul>
<li>Aunque la escala es local, las medidas adoptadas por la preparatoria son un esfuerzo para prevenir y reducir la violencia en su entorno. El “chat anónimo de testigo silencioso” que “permite a los alumnos reportar situaciones sospechosas” es una herramienta específica diseñada para intervenir antes de que ocurran actos de violencia, contribuyendo así a la reducción de la violencia en la comunidad escolar.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador Implícito para la Meta 4.a</h3>
<ul>
<li>El artículo no menciona un indicador oficial de la ONU, pero la existencia misma de las medidas de seguridad puede funcionar como un indicador cualitativo. El progreso hacia la Meta 4.a podría medirse por la <strong>proporción de escuelas en un distrito o región que han implementado infraestructura y protocolos de seguridad similares</strong> (detectores de metal, centros de control, sistemas de reporte). La implementación de estas medidas es una prueba tangible del esfuerzo por crear entornos de aprendizaje seguros.</li>
</ul>
</li>
<li>
<h3>Indicador Implícito para la Meta 16.1</h3>
<ul>
<li>El “chat anónimo” sugiere un mecanismo de recopilación de datos. Un indicador implícito para medir el progreso sería el <strong>número y tipo de “situaciones sospechosas” reportadas a través del sistema</strong>. Un análisis de estos datos a lo largo del tiempo podría ayudar a la escuela a medir la prevalencia de amenazas potenciales y la eficacia de sus intervenciones para reducir incidentes violentos, lo que se alinea con el espíritu del Indicador 16.1.3 (proporción de la población que ha sufrido violencia).</li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.a:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</td>
<td><strong>Indicador implícito:</strong> Implementación de infraestructura y servicios de seguridad en la institución educativa (ej. detectores de metal, centro de control, chat anónimo).</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td><strong>Meta 16.1:</strong> Reducir significativamente todas las formas de violencia y las correspondientes tasas de mortalidad en todo el mundo.</td>
<td><strong>Indicador implícito:</strong> Número de reportes de situaciones sospechosas recibidos a través del sistema de reporte confidencial, utilizado para monitorear y prevenir la violencia.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.univision.com/local/arizona-ktvw/un-chat-anonimo-y-otros-esfuerzos-para-preservar-la-seguridad-en-esta-escuela-de-arizona-video">univision.com</a></strong></p>
<p> </p>]]> </content:encoded>
</item>

<item>
<title>Ocho años de Nueva Educación Pública – EL PAÍS</title>
<link>https://sdgtalks.ai/Es/ocho-anos-de-nueva-educacion-publica-el-pais</link>
<guid>https://sdgtalks.ai/Es/ocho-anos-de-nueva-educacion-publica-el-pais</guid>
<description><![CDATA[ Ocho años de Nueva Educación Pública  EL PAÍS ]]></description>
<enclosure url="https://imagenes.elpais.com/resizer/v2/SXKR6EP4XZDHZGEK7OU7JGB5QM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 03:19:53 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ocho, años, Nueva, Educación, Pública, –, PAÍS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Nueva Educación Pública y su Impacto en los ODS</title>
<h2>Informe de Avance: La Nueva Educación Pública y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>A ocho años de su implementación, la reforma de la Nueva Educación Pública en Chile presenta un balance positivo, demostrando ser una herramienta fundamental para avanzar en la consecución de la Agenda 2030. Esta iniciativa se consolida como un pilar estratégico para el cumplimiento de múltiples Objetivos de Desarrollo Sostenible (ODS), con un enfoque primordial en la equidad y la calidad educativa.</p>
<h3>Fortalecimiento Institucional y Expansión del Sistema: Aporte al ODS 16</h3>
<p>La consolidación del sistema se manifiesta a través de la expansión de los Servicios Locales de Educación Pública (SLEP), que constituyen la base para la construcción de instituciones sólidas, responsables e inclusivas, en línea con el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>. La gestión gubernamental ha priorizado este crecimiento para garantizar una cobertura educativa eficaz en todo el territorio nacional.</p>
<ul>
<li><strong>Estado Actual:</strong> 26 SLEP en pleno funcionamiento.</li>
<li><strong>Proyección Inmediata:</strong> Expansión a 36 SLEP a partir del próximo enero.</li>
<li><strong>Meta Gubernamental:</strong> Instalación de más de la mitad de los 70 SLEP proyectados, con 25 de ellos establecidos durante la presente administración.</li>
</ul>
<p>Este despliegue institucional es crucial para llegar a las comunidades más remotas y vulnerables, asegurando que el Estado cumpla su rol garante de derechos.</p>
<h3>Impacto Directo en el ODS 4: Educación de Calidad</h3>
<p>Los resultados obtenidos por el sistema demuestran un progreso tangible hacia las metas del <strong>ODS 4 (Educación de Calidad)</strong>, que busca asegurar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
<h4>Mejora en los Aprendizajes y Reducción de Brechas (ODS 10)</h4>
<p>Se ha registrado una mejora sostenida en los indicadores de aprendizaje, lo que contribuye directamente a la meta de mejorar los resultados educativos y al <strong>ODS 10 (Reducción de las Desigualdades)</strong> al beneficiar especialmente a los estudiantes de sectores socioeconómicos desfavorecidos.</p>
<ol>
<li><strong>Aumento en Puntajes SIMCE:</strong> Se observa un incremento persistente y significativo, con resultados históricos en 4° básico en 2024.</li>
<li><strong>Efectividad Comprobada:</strong> Otras mediciones de la Agencia de la Calidad de la Educación confirman la eficacia de los SLEP en la mejora de los aprendizajes.</li>
</ol>
<h4>Garantía de Trayectorias Educativas Completas</h4>
<p>La retención escolar es un pilar para el cumplimiento del ODS 4. El sistema ha logrado resultados sin precedentes en la disminución del abandono escolar.</p>
<ul>
<li><strong>Tasa de Desvinculación 2022:</strong> 1,9%.</li>
<li><strong>Tasa de Desvinculación 2024:</strong> 1,5%.</li>
<li><strong>Resultado:</strong> Una reducción histórica del 20% en dos años, asegurando que más niñas, niños y jóvenes completen su ciclo formativo.</li>
</ul>
<h3>Inversión en Infraestructura para un Aprendizaje Digno: Meta 4.a de los ODS</h3>
<p>En concordancia con la meta 4.a del ODS 4, que exige “construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”, se ha realizado una inversión estratégica.</p>
<ul>
<li><strong>Inversión Total (Marzo 2022 – Junio 2025):</strong> Más de 381 mil millones de pesos.</li>
<li><strong>Objetivo:</strong> Garantizar condiciones de infraestructura que propicien aprendizajes significativos, faciliten el trabajo pedagógico y generen un sentido de pertenencia en las comunidades educativas.</li>
</ul>
<h3>Conclusión: Educación Pública como Motor de Desarrollo Sostenible</h3>
<p>El Sistema de Educación Pública se erige como un motor para el desarrollo sostenible de Chile. Al mejorar los estándares pedagógicos, reducir las brechas históricas y recuperar la confianza de las familias, no solo se avanza hacia el ODS 4 y 10, sino que también se sientan las bases para el cumplimiento de otros objetivos como el <strong>ODS 1 (Fin de la Pobreza)</strong> y el <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong>. La continuación y fortalecimiento de esta política pública es indispensable para construir una sociedad más justa, equitativa y con igualdad de oportunidades para todos, sin discriminación de ningún tipo.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra íntegramente en la “Nueva Educación Pública” de Chile, una reforma destinada a mejorar la calidad, la equidad y el acceso al sistema educativo. Se discuten temas como la mejora en los aprendizajes, la retención escolar y la inversión en infraestructura, todos elementos centrales del ODS 4, que busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El artículo destaca que la reforma educativa atiende especialmente a “quienes más apoyo necesitan”, a “estudiantes de los sectores socioeconómicos más bajos” y a quienes habitan “los lugares más recónditos”. Al enfocarse en cerrar “brechas históricas” y promover la “igualdad de oportunidades y sin discriminación de ningún tipo”, la iniciativa se alinea directamente con el ODS 10, que tiene como objetivo reducir la desigualdad en y entre los países.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4: Educación de Calidad</h3>
<ul>
<li>
        <strong>Meta 4.1:</strong> “Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”. El artículo aborda esta meta al mencionar el “aumento persistente y significativo en los puntajes SIMCE” como evidencia de la mejora en los resultados de aprendizaje, y la disminución de la “tasa de desvinculación” escolar, lo que contribuye a asegurar que los estudiantes completen su educación.
    </li>
<li>
        <strong>Meta 4.a:</strong> “Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”. El artículo hace referencia directa a esta meta al destacar los “esfuerzos destinados a mejorar la infraestructura educativa pública”, con una inversión de “más de 381 mil millones de pesos” para “garantizar condiciones que propicien aprendizajes significativos”.
    </li>
</ul>
<h3>Metas del ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>
        <strong>Meta 10.2:</strong> “Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. La reforma educativa, según el texto, se enfoca en los estudiantes de sectores socioeconómicos bajos y zonas remotas, lo que representa una política activa para promover la inclusión social y educativa de grupos históricamente desfavorecidos.
    </li>
<li>
        <strong>Meta 10.3:</strong> “Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados”. El artículo menciona que la reforma contribuye a “corregir brechas históricas de nuestro sistema educativo”, lo cual es el objetivo principal de esta meta, buscando que el origen socioeconómico o geográfico de un estudiante no determine la calidad de su educación ni sus resultados.
    </li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
        <strong>Indicador relacionado con la Meta 4.1 (Resultados de aprendizaje):</strong> El artículo menciona explícitamente el “aumento persistente y significativo en los puntajes SIMCE, en particular entre estudiantes de los sectores socioeconómicos más bajos, con resultados históricos en 4° básico en 2024”. Los puntajes en pruebas estandarizadas como el SIMCE son un indicador directo para medir la calidad y efectividad de los aprendizajes, similar al Indicador 4.1.1 de los ODS, que mide la proporción de niños que alcanzan un nivel mínimo de competencia.
    </li>
<li>
        <strong>Indicador relacionado con la Meta 4.1 (Tasa de finalización):</strong> El artículo proporciona un indicador cuantitativo claro sobre la retención escolar al señalar que “la educación pública experimentó el mejor resultado en retención escolar desde que existen registros, disminuyendo la tasa de desvinculación de 1,9% en 2022 a 1,5% en 2024”. Esta reducción en la tasa de deserción es un indicador directo del progreso hacia la finalización de la educación.
    </li>
<li>
        <strong>Indicador relacionado con la Meta 4.a (Inversión en infraestructura):</strong> Se menciona una cifra concreta de inversión: “Entre marzo de 2022 y junio de 2025 la inversión en este ámbito ascendió a más de 381 mil millones de pesos”. Este dato financiero funciona como un indicador de los recursos destinados a la mejora de las instalaciones educativas, lo que contribuye a crear entornos de aprendizaje adecuados.
    </li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.1:</strong> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad.</td>
<td>
<ul>
<li>Aumento en los puntajes de la prueba SIMCE.</li>
<li>Disminución de la tasa de desvinculación escolar de 1,9% (2022) a 1,5% (2024).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas inclusivas y seguras.</td>
<td>
<ul>
<li>Inversión de más de 381 mil millones de pesos en infraestructura educativa entre 2022 y 2025.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>10.2 y 10.3:</strong> Promover la inclusión social y garantizar la igualdad de oportunidades.</td>
<td>
<ul>
<li>Focalización de la política en “estudiantes de los sectores socioeconómicos más bajos” y de “lugares más recónditos”.</li>
<li>Objetivo explícito de “corregir brechas históricas” del sistema educativo.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elpais.com/chile/2025-11-27/ocho-anos-de-nueva-educacion-publica.html">elpais.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Enfrentar la desinformación: desde las aulas y los libros escolares – Chequeado</title>
<link>https://sdgtalks.ai/Es/enfrentar-la-desinformacion-desde-las-aulas-y-los-libros-escolares-chequeado</link>
<guid>https://sdgtalks.ai/Es/enfrentar-la-desinformacion-desde-las-aulas-y-los-libros-escolares-chequeado</guid>
<description><![CDATA[ Enfrentar la desinformación: desde las aulas y los libros escolares  Chequeado ]]></description>
<enclosure url="https://chequeado.com/wp-content/uploads/2025/11/2025-11-24_10-08-30-450x338.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 22:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Enfrentar, desinformación:, desde, las, aulas, los, libros, escolares, –, Chequeado</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre Colaboración para la Alfabetización Mediática</title>
<h2>Informe sobre la Colaboración Estratégica para la Alfabetización Mediática en el Marco de los ODS</h2>
<h3>Introducción y Contexto</h3>
<p>El presente informe detalla la colaboración estratégica entre la organización Chequeado y la Editorial Santillana durante el año 2024, orientada a integrar la Alfabetización Mediática e Informacional (AMI) en materiales educativos de nivel primario. En un escenario global caracterizado por la rápida propagación de la desinformación, esta iniciativa busca fortalecer las capacidades críticas de los estudiantes, un pilar fundamental para el desarrollo de sociedades justas, pacíficas e inclusivas, en línea con la Agenda 2030 para el Desarrollo Sostenible.</p>
<p>Datos del informe “Kids Online Argentina 2025” de UNICEF y UNESCO revelan una brecha significativa en las competencias digitales de los jóvenes: solo el 60% de los estudiantes de 9 a 17 años logra diferenciar información fiable de la que no lo es, y apenas un 38% ha recibido formación escolar sobre el uso seguro de Internet. Este panorama subraya la urgencia de intervenciones educativas estructuradas.</p>
<h3>Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este proyecto contribuye de manera directa y transversal a la consecución de varios Objetivos de Desarrollo Sostenible (ODS):</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> La iniciativa impacta directamente en la meta 4.7, que busca asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible. Al fomentar el pensamiento crítico y la evaluación de fuentes, se dota a los estudiantes de herramientas indispensables para la ciudadanía global y la toma de decisiones informadas.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas.</strong> La desinformación erosiona la confianza en las instituciones y debilita los procesos democráticos. Al educar a los futuros ciudadanos en la identificación de falacias, datos y opiniones, el proyecto fortalece la resiliencia de la sociedad frente a narrativas falsas, promoviendo el acceso a información veraz (meta 16.10) y la construcción de una sociedad más justa y pacífica.</li>
<li><strong>ODS 13: Acción por el Clima.</strong> El programa aborda explícitamente la desinformación relacionada con el cambio climático, un obstáculo clave para la acción colectiva. Este enfoque dota a los estudiantes de la capacidad de analizar críticamente la información sobre la crisis climática, fomentando una participación ciudadana basada en evidencia científica, en línea con los objetivos del ODS 13.</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> Al integrar contenidos de AMI en los libros de texto de distribución masiva, la iniciativa garantiza un acceso más equitativo a competencias digitales y críticas esenciales, reduciendo la brecha educativa entre estudiantes de diferentes contextos socioeconómicos.</li>
</ul>
<h3>Descripción del Proyecto: La Sección “Desinformados”</h3>
<p>El resultado tangible de la colaboración es la creación e inclusión de una nueva sección titulada “Desinformados” en los manuales de primer año de Ciencias Sociales y Ciencias Naturales de la Editorial Santillana. Dicha sección fue incorporada en nueve capítulos de cada libro, asegurando una integración transversal con los contenidos curriculares.</p>
<h3>Objetivos y Metodología</h3>
<ol>
<li><strong>Integración Curricular:</strong> Vincular conceptos clave de la Alfabetización Mediática e Informacional con temas específicos de cada disciplina. Por ejemplo, se analizan falacias lógicas en el capítulo sobre la Antigua Grecia y se abordan campañas de desinformación sobre el cambio climático en el capítulo de geografía mundial.</li>
<li><strong>Desarrollo de Competencias Críticas:</strong> Diseñar actividades prácticas que permitan a los estudiantes desarrollar habilidades para diferenciar datos de opiniones, reconocer argumentos basados en evidencia, identificar falacias y comprender los mecanismos de viralización de teorías conspirativas.</li>
<li><strong>Fomento del Diálogo Educativo:</strong> Actuar como un catalizador para nuevas conversaciones en el aula entre docentes y estudiantes sobre el rol de la información, la evidencia científica y la responsabilidad en el entorno digital.</li>
</ol>
<h3>Impacto y Proyecciones Futuras</h3>
<p>La inclusión de la sección “Desinformados” en los textos escolares representa un avance significativo para la institucionalización de la AMI en el sistema educativo nacional. Se proyecta que esta intervención alcanzará a miles de estudiantes, generando un impacto positivo en su capacidad para navegar el ecosistema digital de manera autónoma, crítica y responsable.</p>
<p>Esta colaboración se establece como un modelo replicable para la integración de competencias del siglo XXI en la educación formal. Chequeado y Santillana mantendrán su compromiso de expandir estas iniciativas, contribuyendo activamente a la formación de una ciudadanía informada, participativa y preparada para los desafíos del desarrollo sostenible.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en mejorar la calidad de la educación mediante la integración de la alfabetización mediática e informacional (AMI) en los libros de texto escolares. La colaboración entre Chequeado y la Editorial Santillana busca “promover habilidades de alfabetización mediática e informacional (AMI) en estudiantes” y “fortalecer su pensamiento crítico, el análisis de la información y el uso responsable de los medios digitales”, lo cual es un componente fundamental de una educación de calidad en el siglo XXI.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo conecta directamente la educación en AMI con la participación ciudadana y la salud de la democracia. Al enseñar a los estudiantes a “distinguir entre datos y opiniones”, “reconocer falacias lógicas” y combatir la desinformación, la iniciativa busca formar ciudadanos capaces de “participar plenamente de la vida democrática” y tomar decisiones informadas. Esto contribuye a la construcción de una sociedad más justa e informada, fortaleciendo las instituciones democráticas desde la base.</p>
</li>
<li>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>La iniciativa descrita es un ejemplo claro de una alianza entre diferentes sectores para alcanzar un objetivo común. El artículo destaca la “colaboración con la Editorial Santillana” por parte de Chequeado, una organización de la sociedad civil. Esta alianza entre una organización sin fines de lucro y una empresa del sector privado (editorial) es un modelo de cómo las asociaciones pueden “llegar a miles de estudiantes” y amplificar el impacto de un programa educativo.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.7</h3>
<p><em>“Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para el desarrollo sostenible y los estilos de vida sostenibles, los derechos humanos, la igualdad de género, la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible”.</em></p>
<p>El artículo aborda directamente esta meta al describir un programa diseñado para que los estudiantes adquieran “capacidades críticas necesarias para participar del mundo digital con autonomía y responsabilidad”. La enseñanza sobre cómo analizar información, identificar desinformación (como la relacionada con el cambio climático) y entender falacias lógicas son competencias clave para la ciudadanía mundial y el pensamiento crítico que promueve esta meta.</p>
</li>
<li>
<h3>Meta 16.10</h3>
<p><em>“Garantizar el acceso público a la información y proteger las libertades fundamentales, de conformidad con las leyes nacionales y los acuerdos internacionales”.</em></p>
<p>La lucha contra la desinformación es fundamental para garantizar un acceso significativo a información veraz. El artículo se enfoca en la “crisis de desinformación” y busca equipar a los estudiantes con las herramientas para navegar en un entorno donde “las fronteras entre lo verdadero y lo falso se vuelven cada vez más difusas”. Al hacerlo, se promueve un acceso público a la información que no sea solo teórico, sino efectivo, permitiendo a los ciudadanos evaluar críticamente la información que reciben, lo cual es una protección a sus libertades fundamentales.</p>
</li>
<li>
<h3>Meta 17.17</h3>
<p><em>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”.</em></p>
<p>El proyecto es una materialización de esta meta. El artículo describe cómo Chequeado (sociedad civil) y la Editorial Santillana (sector privado) formaron una alianza estratégica. Se menciona que “la invitación que nos acercó Santillana es de enorme valor para nuestra misión, ya que nos permite llegar a miles de estudiantes”, demostrando cómo esta colaboración aprovecha las fortalezas de cada parte para lograr un mayor alcance e impacto.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.7</h3>
<p>El artículo cita datos del informe “Kids Online Argentina 2025 de UNICEF y UNESCO” que pueden funcionar como indicadores de referencia para medir la necesidad y el progreso de la alfabetización mediática. El dato de que <strong>“sólo el 60% de los estudiantes de 9 a 17 años puede distinguir si un sitio web es confiable o si la información que encuentra en Internet es verdadera”</strong> sirve como un indicador de la competencia actual de los estudiantes en ciudadanía digital y pensamiento crítico. El éxito del programa podría medirse por un aumento en este porcentaje.</p>
</li>
<li>
<h3>Indicador implícito relacionado con la Meta 4.7 y la Meta 4.a (entornos de aprendizaje seguros)</h3>
<p>El mismo informe proporciona otro dato relevante: <strong>“solo el 38% de este universo tuvo actividades o charlas en la escuela sobre cómo usar Internet de manera segura”</strong>. Este porcentaje funciona como un indicador de la prevalencia de la educación sobre seguridad digital en las escuelas. Un aumento en este indicador mostraría un progreso en la creación de entornos de aprendizaje más seguros y en la implementación de una educación integral que aborde los desafíos del mundo digital.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos y habilidades necesarios para promover la ciudadanía mundial y el desarrollo sostenible.</td>
<td>Indicador implícito: Porcentaje de estudiantes (de 9 a 17 años) que pueden distinguir si un sitio web es confiable o la información en internet es verdadera (línea de base del 60% según el artículo).</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td><strong>Meta 16.10:</strong> Garantizar el acceso público a la información y proteger las libertades fundamentales.</td>
<td>No se menciona un indicador numérico directo, pero el objetivo del proyecto de combatir la desinformación para “participar plenamente de la vida democrática” está directamente relacionado con la calidad del acceso a la información.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para Lograr los Objetivos</strong></td>
<td><strong>Meta 17.17:</strong> Fomentar y promover alianzas eficaces entre el sector público, el sector privado y la sociedad civil.</td>
<td>La existencia de la colaboración entre Chequeado (sociedad civil) y la Editorial Santillana (sector privado) es en sí misma una manifestación de esta meta.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://chequeado.com/acercar-la-alfabetizacion-mediatica-a-las-aulas-a-traves-de-libros-escolares/">chequeado.com</a></strong></p>
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<title>Antonio A. Márquez, maestro de Educación Especial, visitó Oviedo: “Sacar a un niño con necesidades del aula acaba generando exclusión social” – LNE</title>
<link>https://sdgtalks.ai/Es/antonio-a-marquez-maestro-de-educacion-especial-visito-oviedo-sacar-a-un-nino-con-necesidades-del-aula-acaba-generando-exclusion-social-lne</link>
<guid>https://sdgtalks.ai/Es/antonio-a-marquez-maestro-de-educacion-especial-visito-oviedo-sacar-a-un-nino-con-necesidades-del-aula-acaba-generando-exclusion-social-lne</guid>
<description><![CDATA[ Antonio A. Márquez, maestro de Educación Especial, visitó Oviedo: &quot;Sacar a un niño con necesidades del aula acaba generando exclusión social&quot;  LNE ]]></description>
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<pubDate>Wed, 26 Nov 2025 22:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Antonio, Márquez, maestro, Educación, Especial, visitó, Oviedo:, “Sacar, niño, con, necesidades, del, aula, acaba, generando, exclusión, social”, –, LNE</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Inclusión Educativa y su Alineación con los Objetivos de Desarrollo Sostenible</title>
<h2>Informe sobre el Estado de la Inclusión Educativa en el Contexto de los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El presente informe analiza las declaraciones de Antonio A. Márquez, especialista en inclusión educativa, sobre los desafíos actuales del sistema educativo para garantizar el cumplimiento del <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong> y el <strong>Objetivo de Desarrollo Sostenible 10 (Reducción de las Desigualdades)</strong>. Se evidencia una brecha significativa entre la teoría normativa y la práctica en las aulas, donde persiste un modelo de integración encubierta que contraviene los principios de una verdadera inclusión.</p>
<h3>1. Diagnóstico del Modelo Educativo Actual: Integración vs. Inclusión</h3>
<p>El sistema educativo actual opera bajo un paradigma que, aunque nominalmente inclusivo, en la práctica se asemeja más a un modelo de integración. Esta distinción es fundamental para el cumplimiento de los ODS.</p>
<ul>
<li><strong>Modelo de Integración (Actual):</strong> Se caracteriza por “permitir” la presencia de alumnado con discapacidad en aulas ordinarias, a menudo con un enfoque paternalista o capacitista. Esta visión no cumple con la meta 4.5 del ODS 4, que exige garantizar el acceso en condiciones de igualdad para las personas vulnerables.</li>
<li><strong>Modelo de Inclusión (Objetivo):</strong> Implica que todo el alumnado es considerado parte inherente del grupo, sin etiquetas ni distinciones. Este enfoque es el único que verdaderamente se alinea con el ODS 10, al promover la inclusión social y educativa de todas las personas sin discriminación.</li>
</ul>
<p>El capacitismo y el trato diferenciado según el tipo de discapacidad o necesidad educativa son una clara manifestación de las desigualdades que el ODS 10 busca erradicar.</p>
<h3>2. Barreras para la Consecución de una Educación Inclusiva y de Calidad (ODS 4)</h3>
<p>El especialista identifica múltiples barreras que impiden la transición hacia un sistema plenamente inclusivo, afectando directamente la calidad y equidad de la educación.</p>
<ol>
<li><strong>Barreras Mentales:</strong> Constituyen el principal obstáculo. La percepción de la discapacidad como un problema por parte de la comunidad educativa fomenta la exclusión y va en contra del espíritu de los ODS, que se basan en la dignidad y los derechos humanos.</li>
<li><strong>Barreras Curriculares:</strong> Un currículo rígido, diseñado para un “alumno estándar”, excluye sistemáticamente a quienes no se ajustan a ese molde, contraviniendo el principio de una educación para todos.</li>
<li><strong>Barreras Organizativas:</strong> El modelo de apoyo individualizado, que saca al alumno del aula, refuerza la segregación en lugar de adaptar el entorno para que todos puedan participar. Esta práctica es contraria a la meta 4.a del ODS 4, que aboga por entornos de aprendizaje inclusivos y eficaces para todos.</li>
</ol>
<h3>3. El Diseño Universal para el Aprendizaje (DUA) como Herramienta para los ODS</h3>
<p>El Diseño Universal para el Aprendizaje (DUA) se presenta como un marco estratégico fundamental para materializar los ODS en el ámbito educativo.</p>
<ul>
<li><strong>Enfoque del DUA:</strong> Se centra en detectar y eliminar barreras de todo tipo (curriculares, afectivas, socioemocionales) para que el currículo sea accesible para todo el alumnado desde el inicio.</li>
<li><strong>Alineación con los ODS:</strong> Al diseñar para la diversidad, el DUA promueve la igualdad de oportunidades (ODS 10.3) y asegura que nadie se quede atrás, un principio central de la Agenda 2030.</li>
<li><strong>Desafíos de Implementación:</strong> A pesar de su reconocimiento normativo, la falta de formación docente y de experiencias piloto impide su correcta aplicación, lo que evidencia una debilidad institucional en la consecución de los ODS.</li>
</ul>
<h3>4. Riesgos de Retroceso y Prácticas que Contravienen los ODS</h3>
<p>Se advierte sobre una tendencia preocupante hacia prácticas que, bajo una apariencia de “atención personalizada”, promueven la segregación y la exclusión, lo que representa un retroceso en el camino hacia los ODS.</p>
<ul>
<li><strong>Aulas Específicas:</strong> La proliferación de aulas específicas y centros de educación especial se justifica como una medida para “atender mejor” al alumnado, pero en realidad constituye una forma de “exclusión amable” que perpetúa la desigualdad (ODS 10).</li>
<li><strong>Exclusión Social:</strong> La salida sistemática del aula ordinaria no solo limita el aprendizaje académico, sino que también provoca una “muerte social” al impedir el desarrollo de habilidades sociales y relacionales, socavando el bienestar integral del individuo.</li>
<li><strong>Uso de Recursos:</strong> La inversión de recursos económicos no garantiza una mayor inclusión si se destinan a reforzar un modelo segregador. Para avanzar hacia el ODS 4, los recursos deben orientarse a transformar el sistema, no a consolidar sus fallos.</li>
</ul>
<h3>5. Conclusión: La Urgencia de un Cambio de Paradigma para Cumplir con la Agenda 2030</h3>
<p>El análisis revela que el mayor desafío para alcanzar una educación inclusiva y de calidad (ODS 4) y reducir las desigualdades (ODS 10) no es la falta de recursos, sino la persistencia de barreras mentales y culturales. Las prácticas de segregación, aunque bienintencionadas, son un obstáculo directo para el desarrollo sostenible y la cohesión social. Es imperativo un cambio de enfoque que ponga la inclusión real en el centro de todas las políticas y prácticas educativas.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. El texto se centra en la necesidad de garantizar una educación inclusiva y equitativa para todos los estudiantes, especialmente aquellos con discapacidades o necesidades educativas especiales. El especialista Antonio A. Márquez critica el modelo actual de “integración encubierta” y aboga por una “verdadera inclusión”, donde todos los niños sean considerados iguales en el aula. Se discuten barreras curriculares, organizativas y mentales que impiden alcanzar una educación de calidad para todos, y se propone el Diseño Universal para el Aprendizaje (DUA) como un marco para lograrlo.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo está intrínsecamente ligado a la reducción de las desigualdades, ya que la exclusión educativa de los alumnos con discapacidad es una forma de desigualdad. Márquez advierte que la práctica de sacar a los alumnos del aula ordinaria, aunque se justifique como una “exclusión amable”, “acaba generando exclusión social”. Al abogar por un sistema que no funcione por “etiquetas” y que elimine las barreras para la participación de todos, el artículo aborda directamente la necesidad de promover la inclusión social y reducir las desigualdades de oportunidades para las personas con discapacidad desde la infancia.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y garantizar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad, los pueblos indígenas y los niños en situaciones de vulnerabilidad.</h3>
<p>Esta meta es central en el artículo. Toda la discusión gira en torno a cómo el sistema educativo falla en proporcionar un acceso verdaderamente igualitario a los alumnos con discapacidad. Márquez señala que el sistema opera “bajo un modelo de integración encubierta y no de verdadera inclusión” y critica el “auge de aulas específicas” que, en su opinión, son una forma de segregación. El objetivo es que todos los alumnos, independientemente de su discapacidad, tengan el mismo derecho a aprender en un entorno común.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>Aunque el artículo no se centra en las instalaciones físicas, sí aborda la creación de “entornos de aprendizaje inclusivos y eficaces”. El Diseño Universal para el Aprendizaje (DUA) se presenta como el enfoque para “diseñar el currículum para que todos puedan aprender”, eliminando barreras curriculares, organizativas y afectivas. La crítica a las “barreras mentales” de la comunidad educativa también se relaciona con la creación de un entorno social y pedagógico inclusivo.</p>
</li>
<li>
<h3>Meta 4.c: De aquí a 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo.</h3>
<p>El artículo identifica la falta de formación docente como una barrera clave. Al hablar de la implementación del DUA, Márquez afirma: “Pero falta algo esencial: formación. La normativa se implantó sin un proceso previo de transformación”. Esto apunta directamente a la necesidad de aumentar la oferta de docentes calificados y formados en metodologías inclusivas para poder llevar a la práctica las políticas de inclusión.</p>
</li>
<li>
<h3>Meta 10.2: De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>El artículo establece un vínculo directo entre la inclusión educativa y la inclusión social. Márquez advierte que la exclusión en la escuela “acaba generando exclusión social” y puede llevar a una “especie de ‘muerte social’ del niño”. Su defensa de mantener a los alumnos en el aula ordinaria es un argumento a favor de la promoción de la inclusión social desde las primeras etapas de la vida.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales, pero sí alude a fenómenos que pueden ser medidos para evaluar el progreso hacia la inclusión educativa:</p>
<ul>
<li>
<h3>Proporción de alumnos con discapacidad en aulas ordinarias frente a aulas específicas o centros de educación especial (Implícito en la Meta 4.5).</h3>
<p>El entrevistado expresa su preocupación por el “retroceso” que supone el “auge de aulas específicas, más centros de educación especial”. Un indicador clave para medir el progreso sería, por tanto, analizar la tendencia en el número y la proporción de estudiantes que son educados en entornos segregados en comparación con aquellos en aulas inclusivas. Un aumento en la segregación indicaría un retroceso, como teme Márquez.</p>
</li>
<li>
<h3>Proporción de docentes que han recibido formación en servicio sobre educación inclusiva y Diseño Universal para el Aprendizaje (DUA) (Implícito en la Meta 4.c).</h3>
<p>La afirmación de que “falta algo esencial: formación” para aplicar el DUA sugiere que un indicador relevante sería el porcentaje de profesores que han sido capacitados en estas metodologías. Medir este dato permitiría evaluar si las administraciones están proveyendo los recursos necesarios para que la normativa sobre inclusión se traduzca en prácticas efectivas en el aula.</p>
</li>
<li>
<h3>Existencia y grado de implementación de políticas y marcos curriculares inclusivos (Implícito en la Meta 4.a y 10.2).</h3>
<p>Márquez señala que “ahora existe normativa” que obliga a aplicar el DUA, lo cual es un avance. Sin embargo, critica que la implementación es deficiente. Un indicador podría ser no solo la existencia de estas políticas, sino también la evaluación de su aplicación real en los centros educativos, midiendo, por ejemplo, cuántos centros han adaptado sus proyectos educativos para incorporar el DUA de manera efectiva.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>4.5:</b> Garantizar el acceso igualitario a la educación para personas con discapacidad.</li>
<li><b>4.a:</b> Ofrecer entornos de aprendizaje inclusivos y eficaces para todos.</li>
<li><b>4.c:</b> Aumentar la oferta de docentes calificados y formados.</li>
</ul>
</td>
<td>
<ul>
<li>Proporción de estudiantes con discapacidad en aulas ordinarias frente a entornos segregados.</li>
<li>Número de centros educativos que implementan activamente el Diseño Universal para el Aprendizaje (DUA).</li>
<li>Porcentaje de docentes que han recibido formación específica en educación inclusiva y DUA.</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>
<ul>
<li><b>10.2:</b> Promover la inclusión social de todas las personas, incluidas aquellas con discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li>Evaluación de cómo las prácticas educativas (inclusión vs. exclusión) impactan en la participación social a largo plazo de los alumnos con discapacidad.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.lne.es/asturias/2025/11/26/antonio-marquez-maestro-educacion-especial-124161892.html">lne.es</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Identidades híbridas en la literatura judía – Letras Libres</title>
<link>https://sdgtalks.ai/Es/identidades-hibridas-en-la-literatura-judia-letras-libres</link>
<guid>https://sdgtalks.ai/Es/identidades-hibridas-en-la-literatura-judia-letras-libres</guid>
<description><![CDATA[ Identidades híbridas en la literatura judía  Letras Libres ]]></description>
<enclosure url="https://letraslibres.com/wp-content/uploads/2025/11/identidad-judia.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 22:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Identidades, híbridas, literatura, judía, –, Letras, Libres</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Literatura Judía Contemporánea en Español y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p>El presente informe analiza la producción literaria judía reciente en español desde Europa, destacando su contribución a la consecución de los Objetivos de Desarrollo Sostenible (ODS), en particular aquellos relacionados con la paz, la justicia, la reducción de las desigualdades y la preservación del patrimonio cultural.</p>
<h3>1. Contexto y Relevancia para el ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>La escritura de literatura judía desde Europa enfrenta el desafío de abordar un patrimonio cultural diezmado por la violencia histórica. Este acto de creación literaria se convierte en un mecanismo para procesar traumas intergeneracionales y abogar por la memoria histórica, elementos fundamentales para el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>. La literatura emerge como una institución cultural que promueve la no repetición de atrocidades y fomenta sociedades pacíficas e inclusivas.</p>
<ul>
<li>La literatura judía en español, tradicionalmente centrada en las Américas, ahora explora narrativas desde un continente marcado por el Holocausto.</li>
<li>Este resurgimiento literario busca reconstruir y preservar un patrimonio cultural en riesgo, contribuyendo directamente a la meta 11.4 de los ODS sobre la protección del patrimonio cultural y natural del mundo.</li>
</ul>
<h2>Análisis de Obras Clave y su Contribución a los ODS</h2>
<p>Dos novelas recientes, <em>Tarántula</em> de Eduardo Halfon y <em>La lengua herida</em> de David Aliaga, ejemplifican cómo la literatura puede explorar y promover los principios de los ODS.</p>
<h3>2.1. “Tarántula” de Eduardo Halfon: Trauma, Seguridad y Desigualdades (ODS 10 y 16)</h3>
<p>La obra de Halfon aborda el traspaso del trauma y la violencia, examinando sus efectos en la identidad y la seguridad comunitaria. Este enfoque se alinea con los siguientes objetivos:</p>
<ol>
<li><strong>ODS 16 (Paz y Justicia):</strong> La novela explora el trauma del Holocausto y la violencia guerrillera en Guatemala, mostrando cómo los conflictos históricos continúan afectando a las generaciones posteriores y subrayando la necesidad de justicia y reparación.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Al tratar el antisemitismo y los programas de autodefensa como el <em>bitajón</em>, la obra expone las vulnerabilidades de las comunidades minoritarias y la necesidad de combatir todas las formas de discriminación.</li>
<li><strong>ODS 4 (Educación de Calidad):</strong> La exploración de identidades híbridas (polacas, libanesas, guatemaltecas) en la obra de Halfon fomenta una educación que promueve la ciudadanía mundial y la apreciación de la diversidad cultural.</li>
</ol>
<h3>2.2. “La lengua herida” de David Aliaga: Memoria, Patrimonio y Comunidades Sostenibles (ODS 11 y 4)</h3>
<p>La novela de Aliaga se centra en la búsqueda de la memoria familiar y colectiva, conectando geografías como Barcelona, Trieste y Mexicali. Su relevancia para los ODS se manifiesta en:</p>
<ul>
<li><strong>ODS 11 (Ciudades y Comunidades Sostenibles):</strong> La obra documenta la dinámica de la comunidad judía en la Barcelona de la posguerra y la preservación de la memoria histórica en el tejido urbano. Esto resalta la importancia de proteger el patrimonio cultural inmaterial para construir comunidades inclusivas y resilientes.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Al describir la división social entre judíos sefaradíes y askenazis, la novela reflexiona sobre las desigualdades internas dentro de las propias comunidades minoritarias.</li>
<li><strong>ODS 4 (Educación de Calidad):</strong> El libro posiciona la literatura como un archivo de la memoria, un vehículo esencial para la educación sobre el pasado y la comprensión de identidades complejas.</li>
</ul>
<h2>Conclusiones: La Literatura como Herramienta de Resistencia y Sostenibilidad Cultural</h2>
<p>La producción literaria de autores como Halfon y Aliaga representa un movimiento significativo que invierte la narrativa tradicional de la diáspora. Al situar el pasado en el continente americano y el presente en Europa, estas obras contribuyen a un diálogo global más matizado sobre la identidad, la memoria y la convivencia.</p>
<h3>3.1. Implicaciones para la Agenda 2030</h3>
<p>Esta literatura actúa como una forma de resistencia cultural que se alinea con la Agenda 2030 de las siguientes maneras:</p>
<ol>
<li><strong>Fomento de Sociedades Inclusivas (ODS 16):</strong> Al confrontar la prevalencia del antisemitismo y la cotidianidad en lugares de trauma histórico, estas obras abogan por la vigilancia constante contra el odio y la construcción de sociedades verdaderamente pacíficas.</li>
<li><strong>Preservación del Patrimonio (ODS 11):</strong> La narrativa que se desarrolla entre calles y placas conmemorativas en ciudades europeas subraya el rol del espacio urbano como un aula viva para la educación y la memoria, un pilar para las comunidades sostenibles.</li>
<li><strong>Promoción de la Diversidad Cultural (ODS 4 y 10):</strong> Al dar voz a identidades híbridas y complejas, esta literatura desafía las categorías simplistas y promueve el entendimiento intercultural, contribuyendo a la reducción de desigualdades basadas en el origen étnico o religioso.</li>
</ol>
<p>En definitiva, la literatura judía contemporánea en español no solo enriquece el panorama cultural, sino que también funciona como un agente activo en la promoción de los valores de paz, justicia y sostenibilidad cultural consagrados en los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo se centra en las consecuencias del Holocausto y la violencia, como la guerrilla en Guatemala, que obligaron a las comunidades judías a la diáspora. Aborda el trauma intergeneracional, la prevalencia del antisemitismo y la necesidad de seguridad en las comunidades judías. Estos temas están directamente relacionados con la promoción de sociedades pacíficas e inclusivas, el acceso a la justicia para todos y la construcción de instituciones eficaces, responsables e inclusivas a todos los niveles.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El texto explora las identidades híbridas y la experiencia de las minorías judías en diferentes países (Guatemala, España, Austria). Discute la discriminación histórica y contemporánea (antisemitismo), la emigración forzada y la división social dentro de las propias comunidades, como la separación entre judíos “turcos” y askenazis en Barcelona. Estos elementos se conectan con el objetivo de reducir la desigualdad basada en el origen, la etnia y la religión.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>El artículo menciona explícitamente la preservación del patrimonio cultural judío en Europa, describiendo organizaciones que “buscan la preservación de un patrimonio que ha caído en desuso porque sus usuarios fueron asesinados”. También se refiere a elementos físicos en las ciudades que actúan como memoria histórica, como las placas doradas con los nombres de las víctimas del Holocausto en Viena. Esto se alinea con la meta de proteger y salvaguardar el patrimonio cultural del mundo.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El núcleo del artículo es la literatura como vehículo para explorar y transmitir la memoria, la historia y la identidad cultural. Se analiza cómo los libros de Halfon y Aliaga educan al lector sobre el trauma del Holocausto, la diáspora y la complejidad de la identidad judía. Se destaca que la literatura es el “origen de la memoria”, lo que la convierte en una herramienta fundamental para la educación en la diversidad cultural y la promoción de una cultura de paz y no violencia.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 16.1: Reducir considerablemente todas las formas de violencia y las tasas de mortalidad conexas en todo el mundo.</h3>
<p>El artículo se fundamenta en las consecuencias de la violencia extrema del Holocausto, donde los “usuarios [del patrimonio] fueron asesinados”. También menciona la violencia de la “guerrilla en la Guatemala de los ochenta” y la inseguridad por los secuestros como motivos de migración, así como la necesidad de programas de autodefensa (*bitajón*) para hacer frente a “ataques antisemitas”.</p>
</li>
<li>
<h3>Meta 10.2: De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>El artículo narra la historia de exclusión y persecución de las comunidades judías. La expulsión de Trieste durante la Segunda Guerra Mundial, la vida en los intersticios de las categorías nacionales y la división entre sefaradíes y askenazis en Barcelona son ejemplos de las barreras a la inclusión que el texto explora.</p>
</li>
<li>
<h3>Meta 11.4: Redoblar los esfuerzos para proteger y salvaguardar el patrimonio cultural y natural del mundo.</h3>
<p>Este objetivo es central en la descripción de la Europa contemporánea. Se menciona el “afán casi taxidérmico” de publicar sobre la historia judía alemana perdida y las placas doradas en las calles de Viena con “los nombres de los residentes que vivían en este o aquel edificio, seguidos del campo en el que fueron asesinados”, como formas de salvaguardar la memoria y el patrimonio cultural inmaterial.</p>
</li>
<li>
<h3>Meta 4.7: De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, […] la apreciación de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</h3>
<p>La literatura discutida en el artículo, que explora “cómo el trauma del Holocausto se materializa en lo ritual, lo social y lo familiar”, funciona como una herramienta educativa. Al analizar estas obras, el artículo subraya el papel de la cultura (literatura) en la comprensión de la diversidad, la historia y la promoción de la resistencia y la memoria como valores para una sociedad más pacífica.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 16.b.1 / 10.3.1: Proporción de la población que declara haberse sentido personalmente discriminada o acosada en los 12 meses anteriores por motivos de discriminación prohibidos por el derecho internacional de los derechos humanos.</h3>
<p>Este indicador está implícito en la discusión sobre la persistencia del antisemitismo. La existencia del programa *bitajón*, diseñado para “hacerles frente a los ataques antisemitas”, y la “sospecha de lo que se esconde detrás de las pulcras fachadas” en Viena, sugieren una percepción continua de discriminación y amenaza que podría medirse a través de este indicador.</p>
</li>
<li>
<h3>Indicador 11.4.1: Total de gastos (públicos y privados) per cápita destinados a la preservación, protección y conservación de todo el patrimonio cultural y natural.</h3>
<p>Aunque el artículo no proporciona cifras, sí describe las acciones que este indicador busca medir. La publicación de libros sobre la historia judía, la creación de literatura que explora estos temas y la instalación de placas conmemorativas son esfuerzos tangibles de preservación. El artículo los describe como un “rescate de la vivencia”, lo que implica una inversión de recursos (tiempo, esfuerzo, capital) en la conservación del patrimonio.</p>
</li>
<li>
<h3>Indicador 4.7.1: Grado en que i) la educación para la ciudadanía mundial y ii) la educación para el desarrollo sostenible se incorporan en a) las políticas nacionales de educación, b) los planes de estudio, c) la formación del profesorado y d) la evaluación de los alumnos.</h3>
<p>El artículo no habla de políticas educativas, pero sí del contenido que este indicador promueve. La literatura de Halfon y Aliaga, al tratar temas como el trauma histórico, la identidad cultural y la diáspora, funciona como un currículo informal sobre ciudadanía mundial y apreciación de la diversidad cultural. El análisis de estas obras es en sí mismo un acto de educación sobre estos temas.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Relevante (Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td>16.1: Reducir considerablemente todas las formas de violencia.</td>
<td>La discusión sobre el Holocausto, la guerrilla, los ataques antisemitas y los programas de autodefensa (*bitajón*) refleja la necesidad de medir y reducir la violencia.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td>10.2: Potenciar y promover la inclusión social, económica y política de todas las personas.</td>
<td>10.3.1: Proporción de la población que declara haberse sentido personalmente discriminada (implícito en la prevalencia del antisemitismo).</td>
</tr>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td>11.4: Redoblar los esfuerzos para proteger y salvaguardar el patrimonio cultural y natural del mundo.</td>
<td>11.4.1: Gastos destinados a la preservación del patrimonio (implícito en la publicación de libros y la instalación de placas conmemorativas).</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td>4.7: Asegurar que todos los alumnos adquieran los conocimientos para promover […] la apreciación de la diversidad cultural.</td>
<td>4.7.1: Grado en que la educación para la ciudadanía mundial y la diversidad cultural se incorporan en los planes de estudio (la literatura analizada funciona como tal).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://letraslibres.com/literatura/grabinsky-identidades-hibridas-en-la-literatura-judia/">letraslibres.com</a></strong></p>
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<title>UdeC será sede del IV Congreso Internacional de Educación Emocional en 2026 – Noticias UdeC</title>
<link>https://sdgtalks.ai/Es/udec-sera-sede-del-iv-congreso-internacional-de-educacion-emocional-en-2026-noticias-udec</link>
<guid>https://sdgtalks.ai/Es/udec-sera-sede-del-iv-congreso-internacional-de-educacion-emocional-en-2026-noticias-udec</guid>
<description><![CDATA[ UdeC será sede del IV Congreso Internacional de Educación Emocional en 2026  Noticias UdeC ]]></description>
<enclosure url="https://noticias.udec.cl/wp-content/uploads/2025/11/1-e1764168000108.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 16:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UdeC, será, sede, del, Congreso, Internacional, Educación, Emocional, 2026, –, Noticias, UdeC</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el IV Congreso Internacional de Educación Emocional en la Universidad de Concepción y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción y Contexto Estratégico</h3>
<p>La Universidad de Concepción (UdeC) ha sido designada como sede del IV Congreso Internacional de Educación Emocional para el año 2026, evento que se llevará a cabo en la Facultad de Ciencias Veterinarias. Esta designación subraya el compromiso de la institución con la vanguardia académica y el fomento de alianzas estratégicas, en línea con el <strong>Objetivo de Desarrollo Sostenible 17 (Alianzas para lograr los Objetivos)</strong>. La organización del congreso es el resultado de una articulación interuniversitaria consolidada, que incluye a la UDLA, UBB y UNAB, demostrando un modelo de colaboración para el avance del conocimiento.</p>
<p>La coordinación interna, liderada por la Dra. Verónica López López, ha posicionado a la UdeC como un referente en la integración del bienestar y las competencias emocionales en la educación superior, contribuyendo directamente al <strong>ODS 4 (Educación de Calidad)</strong> y al <strong>ODS 3 (Salud y Bienestar)</strong>.</p>
<h3>2. Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa y las investigaciones asociadas impactan de manera significativa en múltiples ODS, consolidando un enfoque de formación integral y sostenible.</p>
<ul>
<li><strong>ODS 3: Salud y Bienestar:</strong> Se aborda directamente la salud mental y el bienestar de la comunidad estudiantil, investigando factores como el burnout académico y promoviendo la conciencia y autorregulación emocional como pilares para una vida saludable.</li>
<li><strong>ODS 4: Educación de Calidad:</strong> Se busca transformar los procesos formativos para que sean más inclusivos, humanos y efectivos. El desarrollo de competencias emocionales es fundamental para mejorar la convivencia, el rendimiento académico y garantizar oportunidades de aprendizaje equitativas para todos.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> A través de estudios como “Afectos y territorio: experiencias emocionales de estudiantes rurales frente a desastres de incendios forestales”, se visibilizan y atienden las necesidades de grupos vulnerables, promoviendo la equidad en el acceso al bienestar.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> Proyectos de vinculación con el medio, como el trabajo con el Colegio Creación de Chillán, demuestran el compromiso de la universidad con el fortalecimiento del tejido social y la construcción de comunidades resilientes y cohesionadas.</li>
</ul>
<h3>3. Proyectos e Investigaciones Relevantes</h3>
<p>La participación de la Dra. Verónica López López en el congreso de 2025 destacó por la presentación de trabajos científicos que evidencian un enfoque multidisciplinario y aplicado.</p>
<h4>3.1. Ponencias Científicas Presentadas</h4>
<ol>
<li><strong>Reconstrucción del Bienestar y la Convivencia:</strong> Un proyecto de vinculación con el medio que utiliza narrativa, arteterapia y gamificación, fortaleciendo el <strong>ODS 4</strong> y <strong>ODS 11</strong> mediante la colaboración comunitaria.</li>
<li><strong>Afectos y Territorio:</strong> Investigación sobre el impacto emocional de desastres naturales en estudiantes rurales, aportando datos cruciales para el <strong>ODS 10</strong> y la creación de políticas de apoyo.</li>
<li><strong>Validación del Inventario de Competencias Emocionales para Adultos (ICEA):</strong> Un estudio psicométrico que provee una herramienta rigurosa para la investigación en poblaciones latinoamericanas, fortaleciendo la base científica para intervenciones alineadas con el <strong>ODS 3</strong>.</li>
<li><strong>Estudio Comparativo Internacional:</strong> Análisis de competencias emocionales en estudiantes de Enfermería de Chile y España, fomentando la colaboración internacional (<strong>ODS 17</strong>) y la mejora de la formación en profesiones de alta demanda emocional.</li>
</ol>
<h4>3.2. Desarrollo de Instrumentos y Proyectos VRID</h4>
<p>El desarrollo y aplicación del Inventario de Competencias Emocionales para Adultos (ICEA) constituye un aporte central. Este instrumento permite la recopilación de datos rigurosos para orientar decisiones pedagógicas y fortalecer la convivencia, siendo una herramienta clave para avanzar hacia una educación emocionalmente competente (<strong>ODS 4</strong>).</p>
<p>Los proyectos VRID UdeC liderados por la Dra. López han profundizado en las demandas emocionales y el riesgo de burnout en la formación veterinaria, generando evidencia para la mejora curricular y el apoyo estudiantil, en consonancia con el <strong>ODS 3</strong>.</p>
<h3>4. Conclusión y Proyección Futura</h3>
<p>La elección de la Universidad de Concepción como sede del próximo Congreso Internacional de Educación Emocional reafirma su compromiso con un modelo educativo que integra el bienestar, la convivencia y la formación integral como ejes estratégicos. Esta iniciativa, impulsada desde las Facultades de Ciencias Veterinarias y Trabajo Social junto a la Dirección de Asuntos Estudiantiles (DISE), no solo posiciona a la UdeC como un líder en la materia, sino que también materializa su contribución activa a la Agenda 2030 para el Desarrollo Sostenible, promoviendo una educación superior más humana, consciente y preparada para los desafíos del futuro.</p>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El artículo se centra explícitamente en la “educación emocional” y el “bienestar estudiantil” como ejes centrales de la Universidad de Concepción. Aborda directamente la salud mental de la comunidad educativa al investigar temas como el “burnout académico” y desarrollar herramientas para fortalecer las “competencias emocionales”. Estos esfuerzos contribuyen a promover el bienestar y prevenir problemas de salud mental en el entorno de la educación superior.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El núcleo del artículo es la mejora de la educación superior. No se limita al conocimiento técnico, sino que busca una “formación integral” que incluye el desarrollo de competencias socioemocionales. Al investigar y aplicar la educación emocional, se busca mejorar la calidad del proceso formativo, fortalecer la “convivencia” en los contextos educativos y preparar a los estudiantes con habilidades para los desafíos actuales, avanzando hacia una “educación más consciente, humana y emocionalmente competente”.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo destaca la importancia de la colaboración para avanzar en la educación emocional. Menciona específicamente el “trabajo interuniversitario impulsado por UDLA, UBB, UNAB y UdeC” como un pilar para la organización del Congreso Internacional. Esta articulación entre diferentes instituciones académicas es un claro ejemplo de una alianza estratégica para compartir conocimiento, fortalecer la investigación y lograr un objetivo común, en línea con el espíritu del ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 3.4: Reducir la mortalidad por enfermedades no transmisibles y promover la salud mental</h3>
<p>El artículo se alinea directamente con la promoción de la salud mental y el bienestar. Las investigaciones sobre el “burnout académico”, el desarrollo de la “conciencia emocional y autorregulación” y el enfoque general en el “bienestar emocional del estudiantado” son acciones concretas que buscan prevenir el deterioro de la salud mental en la comunidad universitaria.</p>
</li>
<li>
<h3>Meta 4.7: Garantizar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible</h3>
<p>Aunque no se menciona explícitamente el “desarrollo sostenible”, la promoción de una “formación integral” a través de la educación emocional es fundamental para esta meta. El desarrollo de competencias emocionales fomenta una cultura de paz y no violencia al mejorar la “convivencia” y el entendimiento mutuo. Una educación “más consciente y humana” es la base para formar ciudadanos responsables y comprometidos con la sociedad.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil</h3>
<p>La organización del IV Congreso Internacional de Educación Emocional es el resultado de una alianza estratégica entre cuatro universidades (UDLA, UBB, UNAB y UdeC). El artículo subraya que esta “articulación” fue clave para el éxito de eventos anteriores y para la designación de la UdeC como sede futura, demostrando un esfuerzo colaborativo en el ámbito de la sociedad civil (sector académico) para alcanzar metas comunes.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador implícito para la Meta 3.4</h3>
<p>El artículo no menciona indicadores oficiales de la ONU, pero sí implica el uso de métricas para evaluar la salud mental. La investigación sobre el “burnout académico” y el “bienestar estudiantil” sugiere la medición de la prevalencia de estos fenómenos en la población estudiantil. Por lo tanto, un indicador implícito sería la <strong>tasa de burnout académico y los niveles de bienestar estudiantil reportados</strong> dentro de la comunidad universitaria.</p>
</li>
<li>
<h3>Indicador específico para la Meta 4.7 (y 4.4)</h3>
<p>El artículo menciona una herramienta de medición concreta: el <strong>“Inventario de Competencias Emocionales para Adultos (ICEA)”</strong>. Este instrumento, validado y utilizado a nivel nacional e internacional, permite “levantar datos rigurosos” y “comprender las trayectorias emocionales del estudiantado”. Por lo tanto, el <strong>progreso en el desarrollo de competencias emocionales medido a través del ICEA</strong> puede ser utilizado como un indicador directo para evaluar la adquisición de habilidades socioemocionales clave para una educación integral.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 17.17</h3>
<p>El artículo evidencia la existencia de alianzas a través de la organización conjunta del congreso. Un indicador implícito para medir el progreso en esta área sería el <strong>número de proyectos, investigaciones y eventos académicos (como el congreso) realizados en colaboración</strong> entre múltiples universidades y centros de investigación.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td>3.4 Promover la salud mental y el bienestar.</td>
<td>Medición de los niveles de bienestar estudiantil y la prevalencia del burnout académico en la comunidad educativa.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.7 Asegurar que todos los alumnos adquieran conocimientos y habilidades para promover una cultura de paz y una formación integral.</td>
<td>Nivel de desarrollo de competencias emocionales medido a través del “Inventario de Competencias Emocionales para Adultos (ICEA)”.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>17.17 Fomentar y promover alianzas eficaces.</td>
<td>Número de iniciativas, congresos e investigaciones desarrolladas a través de alianzas interuniversitarias.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://noticias.udec.cl/udec-sera-sede-del-iv-congreso-internacional-de-educacion-emocional-en-2026/">noticias.udec.cl</a></strong></p>
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<title>1,300 docentes dominicanos fortalecen competencias para una educación inclusiva – El Nuevo Diario (República Dominicana)</title>
<link>https://sdgtalks.ai/Es/1300-docentes-dominicanos-fortalecen-competencias-para-una-educacion-inclusiva-el-nuevo-diario-republica-dominicana</link>
<guid>https://sdgtalks.ai/Es/1300-docentes-dominicanos-fortalecen-competencias-para-una-educacion-inclusiva-el-nuevo-diario-republica-dominicana</guid>
<description><![CDATA[ 1,300 docentes dominicanos fortalecen competencias para una educación inclusiva  El Nuevo Diario (República Dominicana) ]]></description>
<enclosure url="https://nuevodiario-assets.s3.us-east-2.amazonaws.com/wp-content/uploads/2025/11/Grupo-de-docentes-en-el-cierre-del-Diplomado-de-Formadores-de-Universidades-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 16:30:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>1, 300, docentes, dominicanos, fortalecen, competencias, para, una, educación, inclusiva, –, Nuevo, Diario, República, Dominicana</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Avance en Educación Inclusiva en la República Dominicana y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<p>Este informe detalla la implementación del “Diplomado en Educación Inclusiva para la Atención a Estudiantes con Discapacidad”, una iniciativa estratégica que alinea al sistema educativo dominicano con los Objetivos de Desarrollo Sostenible (ODS), particularmente el ODS 4 (Educación de Calidad) y el ODS 10 (Reducción de las Desigualdades).</p>
<h3>Alineación Estratégica con la Agenda 2030</h3>
<p>El programa, que capacita a 1,300 docentes de escuelas públicas, representa un esfuerzo tangible para cumplir con metas específicas de la Agenda 2030. La colaboración entre el Ministerio de Educación (Minerd), el Instituto Nacional de Formación y Capacitación del Magisterio (Inafocam) y el Fondo de las Naciones Unidas para la Infancia (Unicef) ejemplifica el <strong>ODS 17: Alianzas para lograr los objetivos</strong>.</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> La iniciativa aborda directamente la meta 4.5, que busca eliminar las disparidades y asegurar el acceso igualitario a todos los niveles de enseñanza para las personas vulnerables, incluidas las personas con discapacidad. Asimismo, contribuye a la meta 4.c al aumentar la oferta de docentes calificados.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> Al centrarse en la inclusión de estudiantes con autismo, discapacidad intelectual o auditiva, el programa promueve la meta 10.2, orientada a potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su discapacidad.</li>
</ul>
<h2>Desarrollo y Objetivos del Programa de Formación</h2>
<p>El diplomado fue diseñado para implementar la Ordenanza 05-2024, que establece los lineamientos de educación inclusiva en el país. Su propósito fundamental es transformar el sistema educativo en un entorno donde cada estudiante, sin excepción, pueda acceder a un aprendizaje significativo y participar plenamente.</p>
<h3>Estructura y Contenido del Diplomado</h3>
<p>Para garantizar la calidad y sostenibilidad del programa, se adoptó un modelo de formación de formadores. Inicialmente, 60 profesores de 10 universidades nacionales fueron capacitados por expertos internacionales de Unicef. Este equipo ahora lidera la formación de los 1,300 docentes. El contenido se estructuró en cuatro módulos clave:</p>
<ol>
<li>Educación inclusiva como derecho, desde el enfoque del Diseño Universal para el Aprendizaje (DUA).</li>
<li>Intervención psicopedagógica para estudiantes con Trastornos del Espectro Autista (TEA).</li>
<li>Intervención psicopedagógica para estudiantes con Discapacidad Intelectual.</li>
<li>Intervención psicopedagógica para estudiantes con Discapacidad Auditiva.</li>
</ol>
<h2>Compromiso Institucional y Proyecciones Futuras</h2>
<p>Las declaraciones de las entidades involucradas reflejan un compromiso unificado con la transformación del sistema educativo, en línea con los principios de los ODS.</p>
<h3>Declaraciones Clave</h3>
<ul>
<li><strong>Ministerio de Educación (Minerd):</strong> Subrayó que la iniciativa es una acción concreta para garantizar escuelas con metodologías y recursos accesibles, asegurando la permanencia de niños con discapacidad en sus comunidades, lo que constituye una transformación profunda del sistema.</li>
<li><strong>Unicef:</strong> Reiteró su compromiso de no dejar a ningún niño atrás, apoyando la creación de una escuela inclusiva donde la niñez con y sin discapacidad aprenda junta en entornos libres de discriminación.</li>
<li><strong>Inafocam:</strong> Destacó la preparación de los docentes para responder a la diversidad de necesidades en las aulas, garantizando que cada estudiante reciba atención adecuada y oportunidades educativas de calidad.</li>
</ul>
<h3>Implementación y Expansión</h3>
<p>Desde septiembre, los equipos universitarios han estado acompañando a los docentes en la implementación de prácticas pedagógicas inclusivas. Se proyecta que este proceso de formación y acompañamiento se expandirá a más territorios, consolidando el Modelo de Educación Inclusiva a nivel nacional y reforzando el compromiso del país con una educación accesible, equitativa y de calidad para todos, como lo estipula el ODS 4.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra en una iniciativa para mejorar la calidad de la educación, específicamente a través de la formación de docentes en educación inclusiva. El objetivo principal del “Diplomado en Educación Inclusiva” es “garantizar que todos los estudiantes accedan a un aprendizaje significativo y participen plenamente”, lo cual es el núcleo del ODS 4. Se busca asegurar una educación equitativa y de calidad para estudiantes con discapacidad.</li>
</ul>
</li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>Al enfocarse en la “atención a estudiantes con discapacidad” (autismo, discapacidad intelectual o auditiva), el programa aborda directamente la desigualdad en el acceso a la educación para grupos vulnerables. La viceministra Ancell Schecker subraya el compromiso de construir “escuelas donde cada estudiante, sin excepción, encuentre oportunidades reales para aprender”, lo que se alinea con la meta de reducir las desigualdades de resultados y oportunidades.</li>
</ul>
</li>
<li>
        <strong>ODS 17: Alianzas para lograr los objetivos</strong>
<ul>
<li>El artículo destaca que la iniciativa es un esfuerzo conjunto del “Ministerio de Educación (Minerd)”, el “Instituto Nacional de Formación y Capacitación del Magisterio (Inafocam)”, “10 universidades nacionales” y cuenta con el apoyo del “Fondo de las Naciones Unidas para la Infancia (Unicef)”. Esta colaboración entre entidades gubernamentales, académicas y una organización internacional es un claro ejemplo de una alianza estratégica para alcanzar los objetivos de desarrollo.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.5:</strong> “De aquí a 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad…”.
<ul>
<li>El diplomado está diseñado explícitamente para atender a estudiantes con discapacidad, buscando garantizar su acceso y permanencia en el sistema educativo en igualdad de condiciones.</li>
</ul>
</li>
<li>
        <strong>Meta 4.c:</strong> “De aquí a 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo…”.
<ul>
<li>La capacitación de 1,300 docentes de escuelas públicas y 60 profesores universitarios es una acción directa para aumentar el número de educadores calificados con competencias específicas en educación inclusiva. La participación de Unicef y sus expertos internacionales evidencia la cooperación internacional mencionada en la meta.</li>
</ul>
</li>
<li>
        <strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su… discapacidad…”.
<ul>
<li>El programa promueve la inclusión social desde la infancia al “fortalecer una escuela inclusiva, donde la niñez con y sin discapacidad pueda aprender y jugar junta”. Esto sienta las bases para una mayor inclusión en todas las esferas de la sociedad.</li>
</ul>
</li>
<li>
        <strong>Meta 17.16:</strong> “Mejorar la Alianza Mundial para el Desarrollo Sostenible, complementada por alianzas entre múltiples interesados que movilicen e intercambien conocimientos, especialización…”.
<ul>
<li>La colaboración entre el Minerd, Inafocam, Unicef y las universidades para desarrollar e implementar el diplomado, incluyendo la capacitación por “expertos internacionales de Unicef”, es un ejemplo práctico de esta meta.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <strong>Indicador relacionado con la Meta 4.c (aumentar la oferta de docentes calificados):</strong>
<ul>
<li>El artículo proporciona datos cuantitativos directos que sirven como indicadores de progreso. Menciona que “un total de 1,300 docentes de escuelas públicas participan en el Diplomado” y que “60 profesores universitarios recibieron capacitación especializada”. Estos números miden el aumento en la proporción de docentes que reciben formación específica para la atención a la diversidad, lo cual se alinea con el espíritu del <strong>Indicador 4.c.1</strong> (Proporción de docentes con la calificación mínima necesaria).</li>
</ul>
</li>
<li>
        <strong>Indicador relacionado con la Meta 10.3 (garantizar la igualdad de oportunidades):</strong>
<ul>
<li>Aunque no es un indicador numérico, la implementación de la “Ordenanza 05-2024, que establece los lineamientos de educación inclusiva en el sistema educativo dominicano” es un indicador de política pública. Mide el progreso en la creación de marcos legales y normativos que promueven la inclusión y combaten la discriminación, un aspecto clave para medir el avance hacia la igualdad de oportunidades.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para personas con discapacidad.</li>
<li><strong>4.c:</strong> Aumentar la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li>Número de docentes capacitados en educación inclusiva (1,300).</li>
<li>Número de formadores universitarios capacitados (60).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social de las personas con discapacidad.</li>
<li><strong>10.3:</strong> Garantizar la igualdad de oportunidades mediante políticas adecuadas.</li>
</ul>
</td>
<td>
<ul>
<li>Implementación de la Ordenanza 05-2024 que establece lineamientos de educación inclusiva.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td>
<ul>
<li><strong>17.16:</strong> Mejorar las alianzas entre múltiples interesados para intercambiar conocimientos y especialización.</li>
</ul>
</td>
<td>
<ul>
<li>Existencia de la alianza entre Minerd, Inafocam, Unicef y 10 universidades nacionales.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elnuevodiario.com.do/1300-docentes-dominicanos-fortalecen-competencias-para-una-educacion-inclusiva/">elnuevodiario.com.do</a></strong></p>
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<title>Mango y ACNUR se unen para impulsar la educación universitaria de mujeres refugiadas – Compromiso RSE</title>
<link>https://sdgtalks.ai/Es/mango-y-acnur-se-unen-para-impulsar-la-educacion-universitaria-de-mujeres-refugiadas-compromiso-rse</link>
<guid>https://sdgtalks.ai/Es/mango-y-acnur-se-unen-para-impulsar-la-educacion-universitaria-de-mujeres-refugiadas-compromiso-rse</guid>
<description><![CDATA[ Mango y ACNUR se unen para impulsar la educación universitaria de mujeres refugiadas  Compromiso RSE ]]></description>
<enclosure url="https://www.compromisorse.com/upload/noticias/036/36271/251126mango550.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 10:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Mango, ACNUR, unen, para, impulsar, educación, universitaria, mujeres, refugiadas, –, Compromiso, RSE</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Colaboración: Mango y ACNUR en Pro del Desarrollo Sostenible</h2>
<h3>1. Introducción a la Alianza Estratégica</h3>
<p>Se ha formalizado un acuerdo de colaboración entre Mango y el Comité español de ACNUR para el periodo 2025-2027. La firma fue realizada por Toni Ruiz, Presidente y Consejero Delegado de Mango; Francesco Sciacca, Director General del Comité español de ACNUR; y Jorge Olague, Director de Alianzas con el Sector Privado de ACNUR. Esta alianza se centra en promover el acceso a la educación superior para mujeres refugiadas, contribuyendo directamente a la consecución de múltiples Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>2. Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta iniciativa representa un compromiso tangible con la Agenda 2030, abordando de manera integral varios ODS clave a través de una acción focalizada:</p>
<ul>
<li><strong>ODS 4 (Educación de Calidad):</strong> El núcleo del proyecto es garantizar una educación superior inclusiva y equitativa. Se ataca directamente la brecha educativa que afecta a la población refugiada, de la cual solo un 7% accede a este nivel formativo.</li>
<li><strong>ODS 5 (Igualdad de Género):</strong> El programa se dirige específicamente a mujeres, buscando su empoderamiento y autonomía a través de la formación. Mango refuerza este compromiso destacando que el 80% de su plantilla y el 40% de su Comité Ejecutivo son mujeres, promoviendo así el liderazgo femenino.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> La iniciativa trabaja para reducir la desigualdad de oportunidades que enfrentan las mujeres refugiadas, proporcionando un camino hacia el desarrollo personal y profesional que de otro modo sería inaccesible.</li>
<li><strong>ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> Al facilitar la incorporación de las graduadas al mercado laboral, el programa fomenta el crecimiento económico inclusivo y sostenible, permitiendo que las beneficiarias contribuyan activamente a sus comunidades de acogida.</li>
<li><strong>ODS 17 (Alianzas para Lograr los Objetivos):</strong> La colaboración entre una empresa del sector privado como Mango y un organismo de las Naciones Unidas como ACNUR es un ejemplo paradigmático de las alianzas necesarias para alcanzar los objetivos globales de desarrollo.</li>
</ul>
<h3>3. Detalles y Alcance del Programa de Becas DAFI</h3>
<p>La colaboración se implementará a través del programa DAFI (Iniciativa Académica Alemana Albert Einstein para Refugiados) de ACNUR. El compromiso financiero y estratégico de Mango se materializa en los siguientes puntos:</p>
<ol>
<li><strong>Número Total de Becas:</strong> Se entregarán un total de 96 becas hasta el año 2027.</li>
<li><strong>Becas Completas:</strong> 69 de estas becas cubrirán la totalidad de la trayectoria universitaria de las estudiantes, asegurando una formación completa.</li>
<li><strong>Becas de Apoyo a la Graduación:</strong> Las 27 becas restantes se destinarán a estudiantes de último curso para apoyar su transición exitosa al mercado laboral, cumpliendo así con el ODS 8.</li>
</ol>
<h3>4. Población Beneficiaria e Impacto Proyectado</h3>
<p>El programa tiene un enfoque geográfico y demográfico específico para maximizar su impacto en comunidades con alta vulnerabilidad.</p>
<ul>
<li><strong>Foco Geográfico:</strong> La mayoría de las beneficiarias se concentran en la región de Asia.</li>
<li><strong>Comunidades en India:</strong> Las becas se destinarán principalmente a mujeres refugiadas de Afganistán y de la comunidad rohingya de Myanmar, quienes han buscado asilo debido a conflictos y persecución.</li>
<li><strong>Comunidades en Pakistán:</strong> Las beneficiarias serán mayoritariamente mujeres refugiadas afganas, reflejando el rol histórico de Pakistán como país de acogida.</li>
</ul>
<p>Se proyecta que esta alianza genere un cambio transformador en la vida de las beneficiarias, fomentando no solo su desarrollo académico, sino también su autonomía personal y su capacidad para reconstruir sus futuros y contribuir positivamente a la sociedad, en plena consonancia con los principios de la Agenda 2030 para el Desarrollo Sostenible.</p>
<h2>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra directamente en promover el acceso a la educación superior para mujeres refugiadas a través del programa de becas DAFI. El objetivo principal de la alianza entre Mango y ACNUR es “ampliar el acceso a la educación universitaria”, lo cual es el núcleo del ODS 4.</p>
</li>
<li>
<h3>ODS 5: Igualdad de Género</h3>
<p>La iniciativa está específicamente diseñada para “poner en valor a todas las mujeres que no tienen acceso a una educación superior y facilitar así que tengan una mayor autonomía y desarrollo”. Al enfocarse en mujeres y niñas refugiadas, el programa busca empoderarlas y reducir las barreras de género en la educación y el liderazgo, como lo refuerza Mango al mencionar su compromiso con el “liderazgo femenino”.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El programa de becas no solo busca la formación académica, sino también facilitar la transición al mundo laboral. Se menciona explícitamente que las becas de último curso están “destinadas a apoyar a quienes están próximas a graduarse e incorporarse al mercado laboral”, conectando la educación con la empleabilidad y el desarrollo económico.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo destaca que solo el 7% de los jóvenes refugiados accede a la educación terciaria. Al dirigirse a este grupo vulnerable y marginado (mujeres refugiadas de países en conflicto como Afganistán y Myanmar), la iniciativa busca reducir la desigualdad de oportunidades en el acceso a la educación.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>Toda la iniciativa descrita es un ejemplo de este objetivo. Se trata de un “acuerdo, suscrito recientemente por Toni Ruiz, Presidente y Consejero Delegado de Mango; Francesco Sciacca, Director General del Comité español de ACNUR y Jorge Olague…”. Esta colaboración entre el sector privado (Mango) y una agencia de las Naciones Unidas (ACNUR) es un modelo de alianza para alcanzar objetivos de desarrollo.</p>
</li>
</ul>
<h2>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.3: Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</h3>
<p>La alianza busca “ampliar el acceso a la educación universitaria para mujeres refugiadas a través del programa DAFI”. La entrega de 96 becas es una acción concreta para lograr esta meta en una población específica.</p>
</li>
<li>
<h3>Meta 4.5: Para 2030, eliminar las disparidades de género в la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidos los pueblos indígenas y los niños en situaciones de vulnerabilidad.</h3>
<p>El programa se enfoca en “mujeres y niñas refugiadas que enfrentan barreras adicionales en su trayectoria académica”, abordando directamente la eliminación de disparidades de género y el acceso para un grupo en situación de alta vulnerabilidad.</p>
</li>
<li>
<h3>Meta 5.5: Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo a todos los niveles decisorios en la vida política, económica y pública.</h3>
<p>El artículo conecta la educación superior con una “mayor autonomía y desarrollo” para las mujeres, lo cual es un pilar fundamental para su futura participación y liderazgo. Mango refuerza este punto al destacar que el 40% de su Comité Ejecutivo son mujeres, mostrando su compromiso con el “liderazgo femenino”.</p>
</li>
<li>
<h3>Meta 8.6: Para 2020, reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</h3>
<p>Al abordar la baja tasa de acceso a la educación superior entre los jóvenes refugiados (solo el 7%) y al ofrecer becas que facilitan su incorporación al mercado laboral, el programa contribuye directamente a reducir el número de jóvenes sin empleo, educación o formación (NEET) dentro de esta comunidad.</p>
</li>
<li>
<h3>Meta 10.2: Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>La iniciativa empodera a mujeres refugiadas (definidas por su origen y estatus) a través de la educación, promoviendo su futura inclusión social y económica en las comunidades de acogida o en sus países de origen.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas.</h3>
<p>El acuerdo entre Mango (sector privado) y ACNUR (organismo público internacional) es una manifestación directa de esta meta, combinando recursos y experiencia para un objetivo de desarrollo común.</p>
</li>
</ol>
<h2>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ol>
<li>
<h3>Indicador relacionado con 4.3.1 (Tasa de participación de jóvenes y adultos en la enseñanza):</h3>
<p>El artículo proporciona un dato de referencia clave: “un nivel [educación terciaria] al que actualmente solo el 7% de los jóvenes refugiados logra acceder”. Este porcentaje sirve como línea de base para medir el impacto de programas como este, que buscan aumentar dicha tasa de participación.</p>
</li>
<li>
<h3>Indicador relacionado con 4.b.1 (Volumen de la asistencia oficial para el desarrollo destinada a becas):</h3>
<p>Aunque la iniciativa es privada, el indicador se refleja en la cuantificación de la ayuda. El artículo menciona un número específico: “se entregarán 96 becas hasta el año 2027”. Este número es un indicador directo y medible del progreso y la escala del programa.</p>
</li>
<li>
<h3>Indicador relacionado con 5.5.2 (Proporción de mujeres en cargos directivos):</h3>
<p>Mango utiliza un indicador interno para contextualizar su compromiso con la igualdad de género, mencionando que las mujeres “representan el 40% de nuestro Comité Ejecutivo”. Este dato, aunque corporativo, es un ejemplo del tipo de métrica que se utiliza para medir el progreso en el liderazgo femenino.</p>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.3:</b> Acceso igualitario a la formación superior.<br><b>4.5:</b> Eliminar las disparidades de género en la educación para grupos vulnerables.</td>
<td>Línea de base implícita: “solo el 7% de los jóvenes refugiados logra acceder” a la educación terciaria.<br>Medida de progreso: “se entregarán 96 becas hasta el año 2027”.</td>
</tr>
<tr>
<td><b>ODS 5:</b> Igualdad de Género</td>
<td><b>5.5:</b> Asegurar la participación plena de las mujeres y la igualdad de oportunidades de liderazgo.</td>
<td>Indicador contextual de Mango: las mujeres “representan el 40% de nuestro Comité Ejecutivo”.</td>
</tr>
<tr>
<td><b>ODS 8:</b> Trabajo Decente y Crecimiento Económico</td>
<td><b>8.6:</b> Reducir la proporción de jóvenes que no están empleados o en educación/formación.</td>
<td>El programa apoya a las beneficiarias para “incorporarse al mercado laboral”.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>10.2:</b> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>El programa se enfoca en un grupo vulnerable específico (mujeres refugiadas en Asia) para reducir la brecha educativa.</td>
</tr>
<tr>
<td><b>ODS 17:</b> Alianzas para lograr los Objetivos</td>
<td><b>17.17:</b> Fomentar alianzas eficaces público-privadas.</td>
<td>El acuerdo entre Mango (sector privado) y ACNUR (organismo de la ONU) es la manifestación de esta meta.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.compromisorse.com/rse/2025/11/26/mango-y-acnur-se-unen-para-impulsar-la-educacion-universitaria-de-mujeres-refugiadas/">compromisorse.com</a></strong></p>
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<title>Del “abran las escuelas” a la educación en el hogar: contradicciones de una sociedad que se rompe en sus grietas – Infobae</title>
<link>https://sdgtalks.ai/Es/del-abran-las-escuelas-a-la-educacion-en-el-hogar-contradicciones-de-una-sociedad-que-se-rompe-en-sus-grietas-infobae</link>
<guid>https://sdgtalks.ai/Es/del-abran-las-escuelas-a-la-educacion-en-el-hogar-contradicciones-de-una-sociedad-que-se-rompe-en-sus-grietas-infobae</guid>
<description><![CDATA[ Del “abran las escuelas” a la educación en el hogar: contradicciones de una sociedad que se rompe en sus grietas  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/EACZI3VJSNCU5AEJXH2TCQCUIE.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Del, “abran, las, escuelas”, educación, hogar:, contradicciones, una, sociedad, que, rompe, sus, grietas, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Propuesta de Reforma Educativa en Argentina y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción al Contexto de la Reforma</h3>
<p>Se ha informado sobre la elaboración de un borrador de proyecto que busca reemplazar la normativa vigente del sistema educativo argentino. Las modificaciones propuestas se centran en la habilitación de la educación en el hogar (homeschooling) y en cambios en el modelo de financiamiento, priorizando el rol de las familias sobre la función garante del Estado. Este informe analiza dichas propuestas a la luz de los compromisos asumidos en la Agenda 2030 para el Desarrollo Sostenible.</p>
<h2>Análisis de la Reforma en el Marco de los ODS</h2>
<p>La propuesta de reforma presenta serias contradicciones con los principios fundamentales de los Objetivos de Desarrollo Sostenible, especialmente aquellos relacionados con la equidad, la calidad institucional y la cohesión social.</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>El Objetivo de Desarrollo Sostenible 4 busca “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”. La reforma propuesta amenaza directamente este objetivo en varios frentes:</p>
<ul>
<li><b>Equidad e Inclusión:</b> Al promover un modelo que depende de los recursos y capacidades de cada familia, se corre el riesgo de profundizar la brecha educativa. Los sectores más vulnerables, en lugar de recibir el apoyo de instituciones sólidas como las escuelas, podrían quedar relegados a una educación precaria en el hogar, contraviniendo la meta de asegurar el acceso igualitario a todos los niveles de enseñanza.</li>
<li><b>Calidad y Pertinencia:</b> La propuesta de permitir que cada familia fije los contenidos según sus propias ideas atenta contra la Unidad Pedagógica Nacional. Esto pone en riesgo la enseñanza de contenidos basados en acuerdos federales y evidencia científica, un pilar para una educación de calidad que prepare a los ciudadanos para los desafíos del siglo XXI.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El ODS 10 se enfoca en reducir la desigualdad en y entre los países. Las medidas analizadas, como los subsidios directos a las familias y la liberalización de aranceles, podrían exacerbar las desigualdades existentes.</p>
<ol>
<li><b>Segmentación Social:</b> Se podría consolidar un sistema educativo dual. Por un lado, familias con altos recursos que pueden optar por una educación en el hogar personalizada o instituciones privadas de élite. Por otro, sectores postergados a quienes el Estado, “liberado” de sus obligaciones, les ofrecería como única alternativa una educación domiciliaria sin los medios adecuados.</li>
<li><b>Falta de Oportunidades:</b> La ausencia de un espacio escolar común limita el desarrollo de capital social y redes de contacto para los estudiantes de entornos desfavorecidos, perpetuando ciclos de pobreza y desigualdad.</li>
</ol>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Este objetivo promueve la creación de sociedades pacíficas, justas e inclusivas con instituciones eficaces y responsables. La escuela es una de las instituciones estatales fundamentales para la construcción de ciudadanía y tejido social.</p>
<ul>
<li><b>Debilitamiento Institucional:</b> El repliegue del Estado como garante del derecho a la educación debilita una de las últimas instituciones que goza de amplio respeto social. La escuela es un espacio clave para la promoción de la convivencia plural y el aprendizaje de normas comunes.</li>
<li><b>Riesgo de Fragmentación Social:</b> Fomentar la educación aislada en el hogar o entre grupos homogéneos va en detrimento de la construcción de una sociedad cohesionada. La interacción con la diversidad, que ocurre naturalmente en el ámbito escolar, es indispensable para contrarrestar la polarización, los discursos de odio y los extremismos.</li>
</ul>
<h2>Conclusiones y Riesgos Asociados a la Reforma</h2>
<p>La implementación de esta reforma educativa representa una apuesta riesgosa que se aleja de los principios fundantes del sistema educativo argentino, forjados en la Ley 1420, y de los compromisos internacionales para el desarrollo sostenible.</p>
<h3>Principales Amenazas Identificadas</h3>
<ul>
<li><b>Pérdida de la Unidad Pedagógica Nacional:</b> La fragmentación de contenidos amenaza la base común de conocimientos y valores necesarios para una ciudadanía compartida.</li>
<li><b>Aumento de la Desintegración Social:</b> En un contexto de sobreexposición a pantallas y discursos anticiencia, el espacio escolar es más necesario que nunca como contrapeso y lugar de encuentro.</li>
<li><b>Incumplimiento de la Agenda 2030:</b> Las medidas propuestas son regresivas en términos de los ODS 4, 10 y 16, comprometiendo el futuro del desarrollo sostenible del país.</li>
</ul>
<p>Se concluye que es imperativo defender y fortalecer un Estado presente que garantice el derecho a una educación pública, gratuita y de calidad, como herramienta de unificación nacional y pilar para la construcción de una sociedad más justa, equitativa y sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo central del artículo. Todo el texto gira en torno a los cambios propuestos en el sistema educativo argentino, el debate sobre el rol del Estado como garante del “derecho a la educación”, y las posibles consecuencias de medidas como la habilitación de la “educación en el hogar” y los cambios en el financiamiento. Se discute la calidad, la equidad y el propósito de la educación.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo conecta directamente las reformas educativas con un aumento potencial de la desigualdad. Señala que las nuevas políticas podrían afectar de manera diferente a los “extremos de la población”, beneficiando a “quienes tienen los medios para educar cómodamente a los hijos en sus casas” y perjudicando a “los sectores más postergados”. Esto aborda la preocupación por la desigualdad de oportunidades y resultados basada en el estatus económico.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El texto analiza el rol del Estado y sus instituciones. La discusión sobre si el Estado debe ser “Principalista o garante” o “Subsidiario” en la educación es un debate sobre la fortaleza y la naturaleza de las instituciones públicas. El artículo advierte sobre el riesgo de “romper los acuerdos en torno a una de las últimas instituciones del Estado que la sociedad respeta”, lo que podría debilitar el tejido social y las instituciones que promueven una “convivencia plural”.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<p>El artículo defiende el legado de la Ley 1420, que estableció la educación “Gratuita y Obligatoria”. La preocupación de que el nuevo sistema ofrezca a los “sectores más postergados” la opción de “quedarse en sus casas con los medios que dispongan” en lugar de construir escuelas, pone en duda el cumplimiento de una educación equitativa y de calidad para todos.</p>
</li>
<li>
<h3>Meta 4.7: Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el Desarrollo Sostenible.</h3>
<p>La advertencia de que el nuevo proyecto “pretende que cada cual fije los contenidos acordes a sus ideas, poniendo en riesgo la Unidad Pedagógica Nacional” se opone directamente a esta meta. La meta requiere un currículo que promueva la ciudadanía, la convivencia y el respeto, algo que el artículo argumenta que se logra a través de “contenidos comunes” y un “espacio común” en las escuelas, no en el aislamiento del hogar.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</h3>
<p>El artículo argumenta que las políticas de “vouchers” y la liberación de aranceles en escuelas privadas, junto con la promoción del homeschooling, no garantizan la igualdad de oportunidades. Por el contrario, sugiere que estas medidas podrían exacerbar la desigualdad de resultados educativos entre los estudiantes de diferentes orígenes socioeconómicos.</p>
</li>
<li>
<h3>Meta 16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</h3>
<p>La discusión sobre el “repliegue del Estado” y el cambio de su rol de garante a subsidiario es una crítica a la transformación de una institución pública fundamental. El artículo defiende la necesidad de un “Estado presente, que garantice el derecho a la educación”, lo que implica una institución educativa pública fuerte, eficaz y responsable de asegurar un estándar para toda la población.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo es de opinión y no presenta datos cuantitativos, por lo que no menciona indicadores específicos. Sin embargo, se pueden inferir varios conceptos medibles que se alinean con los indicadores oficiales de los ODS.</p>
<ul>
<li>
<h3>Indicador Implícito para la Meta 4.1: Tasa de finalización de la educación y equidad en el acceso.</h3>
<p>La preocupación por los “sectores más postergados” y la falta de vacantes o escuelas implica que el progreso podría medirse a través de indicadores como la tasa de escolarización y finalización de la educación secundaria, desglosada por nivel socioeconómico. Un aumento en la brecha entre ricos y pobres en estas tasas indicaría un retroceso.</p>
</li>
<li>
<h3>Indicador Implícito para la Meta 10.3: Gasto público en educación.</h3>
<p>El artículo menciona el “desfinanciamiento universitario” y el cambio en el modelo de financiamiento hacia “subsidios directos del Estado Nacional a las familias, con los llamados vouchers”. El progreso hacia la reducción de la desigualdad podría medirse a través del indicador del gasto público total en educación como porcentaje del PBI y la distribución de ese gasto (por ejemplo, cuánto se destina a la educación pública versus subsidios a la privada).</p>
</li>
<li>
<h3>Indicador Implícito para la Meta 4.7: Existencia de un marco curricular nacional.</h3>
<p>El temor a la pérdida de la “Unidad Pedagógica Nacional” y la defensa de “contenidos educativos basados en acuerdos federales” sugiere que un indicador clave es la existencia y aplicación de un marco curricular nacional que promueva la ciudadanía y la convivencia. La fragmentación de este marco sería un indicador negativo.</p>
</li>
</ul>
<h2>4. Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador (Mencionado o Implícito en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>4.1: Asegurar el acceso a una enseñanza primaria y secundaria gratuita, equitativa y de calidad.</td>
<td>Implícito: Tasa de escolarización y finalización de estudios, especialmente en “los sectores más postergados”.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>4.7: Asegurar que todos los alumnos adquieran conocimientos para promover el desarrollo sostenible y la ciudadanía mundial.</td>
<td>Implícito: Existencia y aplicación de un marco curricular nacional (“Unidad Pedagógica Nacional”) con “contenidos comunes”.</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</td>
<td>Implícito: Brecha en los resultados educativos entre estudiantes de altos y bajos ingresos; distribución del gasto público en educación (escuelas públicas vs. “vouchers”).</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td>16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td>Implícito: Nivel de financiamiento y fortaleza del sistema educativo público como institución garante del “derecho a la educación”.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/opinion/2025/11/26/del-abran-las-escuelas-a-la-educacion-en-el-hogar-contradicciones-de-una-sociedad-que-se-rompe-en-sus-grietas/">infobae.com</a></strong></p>
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<title>La crisis invisible del profesorado – El Diario de la Educación</title>
<link>https://sdgtalks.ai/Es/la-crisis-invisible-del-profesorado-el-diario-de-la-educacion</link>
<guid>https://sdgtalks.ai/Es/la-crisis-invisible-del-profesorado-el-diario-de-la-educacion</guid>
<description><![CDATA[ La crisis invisible del profesorado  El Diario de la Educación ]]></description>
<enclosure url="https://eldiariodelaeducacion.com/wp-content/uploads/2025/11/photo_5825420330510519417_y.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>crisis, invisible, del, profesorado, –, Diario, Educación</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Bienestar Docente como Condición Estructural para el Cumplimiento de los Objetivos de Desarrollo Sostenible en América Latina</h2>
<h3>Introducción: El Rol Crítico del Profesorado en la Agenda 2030</h3>
<p>El bienestar del cuerpo docente se ha identificado como una condición indispensable y estratégica para el avance de la Agenda 2030, con un impacto directo en la consecución del <b>Objetivo de Desarrollo Sostenible 4 (ODS 4): Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</b>. La viabilidad de las metas educativas en América Latina se ve comprometida por factores sistémicos que afectan al profesorado, tales como la escasez de personal cualificado, el abandono de la profesión, la precariedad laboral y una desmotivación generalizada. Proteger y fortalecer al personal docente es, por tanto, una estrategia fundamental para la resiliencia y sostenibilidad del ecosistema educativo regional, evitando el colapso de los avances logrados.</p>
<h2>Análisis de Factores que Afectan el Bienestar Docente y su Vínculo con el ODS 4</h2>
<p>Se han identificado diversas problemáticas que erosionan el bienestar docente y, en consecuencia, obstaculizan el cumplimiento de las metas del ODS 4. A continuación, se detallan los hallazgos principales.</p>
<h3>1. Sobrecarga Burocrática y su Impacto en la Calidad Educativa (Meta 4.1)</h3>
<p>La excesiva carga de trabajo administrativo representa una amenaza directa a la calidad pedagógica. Este fenómeno desvía recursos vitales, como el tiempo y la energía del docente, de las tareas de enseñanza y aprendizaje, afectando la capacidad del sistema para cumplir con la <b>Meta 4.1</b>, que busca asegurar que todos los niños y niñas terminen los ciclos de la enseñanza primaria y secundaria de calidad.</p>
<ul>
<li>Consume la vitalidad pedagógica del profesorado.</li>
<li>Reduce el tiempo disponible para la planificación de clases y la innovación educativa.</li>
<li>Genera una percepción de ineficacia y frustración, contribuyendo al desgaste profesional.</li>
<li>No se observan medidas institucionales efectivas para mitigar esta creciente burocratización.</li>
</ul>
<h3>2. Desafíos en la Relación con la Comunidad y la Autoridad Pedagógica (Meta 4.a)</h3>
<p>La dinámica entre el personal docente y las familias presenta tensiones crecientes que impactan negativamente en el entorno de aprendizaje. Esta situación compromete la <b>Meta 4.a</b>, enfocada en proporcionar entornos de aprendizaje seguros, no violentos, inclusivos y eficaces.</p>
<ol>
<li><b>Erosión de la autoridad docente:</b> Se observa una tendencia de los padres a cuestionar sistemáticamente las medidas disciplinarias y de orden, debilitando la gestión del aula.</li>
<li><b>Transferencia de responsabilidades:</b> Simultáneamente, se demanda que la escuela asuma responsabilidades formativas que competen al ámbito familiar, creando una doble presión sobre los educadores.</li>
</ol>
<h3>3. Aislamiento Profesional y la Necesidad de Redes de Apoyo (Meta 4.c)</h3>
<p>A pesar de desarrollarse en entornos colectivos, el personal docente experimenta un profundo sentimiento de soledad profesional. La ausencia de acompañamiento institucional y de espacios formales para la colaboración contraviene los esfuerzos por cumplir la <b>Meta 4.c</b>: aumentar considerablemente la oferta de docentes calificados. La falta de apoyo sistémico es un factor clave en la desmotivación y el abandono de la profesión.</p>
<ul>
<li>El trabajo colegiado es más una retórica que una práctica efectiva.</li>
<li>Las reuniones institucionales a menudo son percibidas como insustanciales o agotadoras.</li>
<li>Este aislamiento erosiona la capacidad de sostener la vocación y compartir soluciones a problemas comunes.</li>
<li>El informe mundial sobre personal docente destaca a Chile como una excepción regional en la creación de un sistema de desarrollo profesional que combate este fenómeno.</li>
</ul>
<h3>4. Desencanto Temprano y Fuga de Talentos en la Profesión Docente</h3>
<p>Los docentes recién egresados enfrentan un abrupto choque entre la formación teórica y la realidad del aula, lo que genera un desencanto temprano. Este fenómeno representa una pérdida crítica de capital humano y amenaza directamente la sostenibilidad del sistema educativo y el cumplimiento a largo plazo del ODS 4.</p>
<ol>
<li><b>Falta de programas de inducción:</b> La ausencia de mentoría y acompañamiento en los primeros años es generalizada.</li>
<li><b>Precariedad contractual:</b> La inestabilidad laboral agudiza la sensación de abandono institucional.</li>
<li><b>Consecuencia directa:</b> Un número significativo de nuevos docentes considera abandonar la profesión, perdiéndose talento, energía y potencial de innovación.</li>
</ol>
<h2>Conclusión: El Bienestar Docente como Dispositivo Estructural para la Agenda 2030</h2>
<p>El presente análisis concluye que el bienestar docente no es un elemento accesorio, sino un componente estructural que determina la calidad, equidad y resiliencia de los sistemas educativos. Para avanzar hacia el ODS 4 y otros objetivos relacionados como el <b>ODS 8 (Trabajo Decente)</b> y el <b>ODS 10 (Reducción de las Desigualdades)</b>, es imperativo que las políticas públicas trasciendan el discurso y se materialicen en acciones concretas.</p>
<p>Sin políticas integrales que atiendan las condiciones laborales, la salud mental, el desarrollo profesional y la dignidad del profesorado, cualquier reforma educativa carecerá de fundamentos sólidos. Invertir en quienes enseñan es un acto de justicia y una decisión estratégica indispensable para la supervivencia social y el desarrollo sostenible de la región.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo central y explícitamente mencionado en el artículo. El autor afirma que “el bienestar docente es una condición indispensable para avanzar en las metas trazadas en los Objetivos del Desarrollo Sostenible, especialmente en el número 4, dedicado a la educación”. Todo el texto se centra en los desafíos que enfrenta el profesorado (falta de docentes, precariedad, abandono de la profesión), los cuales son barreras directas para lograr una educación de calidad, equitativa e inclusiva.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El artículo detalla las condiciones laborales adversas de los docentes, lo que conecta directamente con el ODS 8. Se mencionan problemas como la “precariedad contractual”, la “sobrecarga burocrática”, la “soledad profesional” y el “desencanto temprano”. La insistencia en la necesidad de políticas que cuiden a los docentes “en sus condiciones laborales” y en su “dignidad cotidiana” es un llamado a garantizar un trabajo decente para el profesorado, que es fundamental para la sostenibilidad del sistema educativo.</p>
</li>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El concepto de “bienestar docente” es el eje del artículo. Se abordan problemas que afectan directamente la salud mental y el bienestar del profesorado, como la “soledad laboral”, los “agobios” emocionales y el estrés generado por la “invasión de los padres de familia”. El autor subraya la urgencia de implementar “políticas integrales que cuiden a quienes enseñan —en su salud mental…”, lo que alinea el tema con la meta de promover la salud mental y el bienestar para todos.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.c: Aumentar la oferta de docentes calificados</h3>
<p>Esta meta busca, para 2030, aumentar considerablemente la oferta de docentes calificados. El artículo la aborda directamente al señalar que el ODS 4 “ya parece inalcanzable porque faltan docentes y mejor preparación, hay abandono de la profesión”. Los problemas descritos, como el “desencanto temprano” que lleva a los profesores jóvenes a considerar abandonar la docencia, y la falta de “desarrollo profesional” y “acompañamiento”, son obstáculos directos para el cumplimiento de esta meta.</p>
</li>
<li>
<h3>Meta 8.8: Proteger los derechos laborales y promover un entorno de trabajo seguro</h3>
<p>Esta meta se enfoca en proteger los derechos laborales y promover un entorno de trabajo seguro y sin riesgos para todos los trabajadores. El artículo describe el entorno laboral de los docentes como uno lleno de tensiones, con una “sobrecarga burocrática” que “consume la vitalidad pedagógica”, un “clima institucional tenso” y una “sensación de aislamiento pedagógico, emocional y profesional”. Estos elementos indican un entorno de trabajo que no es seguro ni saludable, lo que hace que esta meta sea muy relevante.</p>
</li>
<li>
<h3>Meta 3.4: Promover la salud mental y el bienestar</h3>
<p>Esta meta busca reducir la mortalidad por enfermedades no transmisibles y promover la salud mental y el bienestar. El artículo se centra en el “bienestar docente” como un “dispositivo estructural” para la calidad educativa. La discusión sobre la “soledad profesional”, los “agobios” y la necesidad de cuidar la “salud mental” de los profesores se alinea directamente con el objetivo de esta meta, aplicándola a un grupo profesional específico y crucial.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.c.1: Proporción de docentes con la formación mínima organizada</h3>
<p>Aunque el artículo no menciona el código del indicador, sí lo aborda de manera implícita. Al señalar la necesidad de “mejor preparación” y describir el “choque frontal entre la teoría que aprendieron y la realidad enfrentada” por los nuevos docentes, el texto apunta a deficiencias en la formación y la inducción profesional. La falta de “mentores” y de “redes de aprendizaje” son factores cualitativos que impactan directamente en lo que este indicador busca medir cuantitativamente: la proporción de docentes que cuentan con la preparación pedagógica necesaria para ejercer eficazmente.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.c:</strong> De aquí a 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo.</td>
<td><strong>Indicador 4.c.1 (Implícito):</strong> Proporción de docentes que han recibido al menos la formación pedagógica mínima organizada, necesaria para la docencia en un nivel educativo pertinente.</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>Meta 8.8:</strong> Proteger los derechos laborales y promover un entorno de trabajo seguro y sin riesgos para todos los trabajadores.</td>
<td>No se menciona o infiere un indicador específico en el artículo.</td>
</tr>
<tr>
<td><strong>ODS 3:</strong> Salud y Bienestar</td>
<td><strong>Meta 3.4:</strong> De aquí a 2030, reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante la prevención y el tratamiento y promover la salud mental y el bienestar.</td>
<td>No se menciona o infiere un indicador específico en el artículo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://eldiariodelaeducacion.com/2025/11/26/la-crisis-invisible-del-profesorado/">eldiariodelaeducacion.com</a></strong></p>
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<title>Educación superior virtual: expertos de Latinoamérica y Europa destacan oportunidad histórica para Chile – Infobae</title>
<link>https://sdgtalks.ai/Es/educacion-superior-virtual-expertos-de-latinoamerica-y-europa-destacan-oportunidad-historica-para-chile-infobae</link>
<guid>https://sdgtalks.ai/Es/educacion-superior-virtual-expertos-de-latinoamerica-y-europa-destacan-oportunidad-historica-para-chile-infobae</guid>
<description><![CDATA[ Educación superior virtual: expertos de Latinoamérica y Europa destacan oportunidad histórica para Chile  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/N7N53G6AWBCBJD6O32W4RT5U5U.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Educación, superior, virtual:, expertos, Latinoamérica, Europa, destacan, oportunidad, histórica, para, Chile, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Potencial de la Educación Superior Virtual en Chile y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>Un reciente encuentro de académicos y expertos internacionales en Santiago de Chile ha puesto de manifiesto la oportunidad histórica que enfrenta el país para consolidar un ecosistema de educación superior virtual robusto y alineado con la Agenda 2030. La cumbre ‘Experiencias en evaluación institucional y de programas de la Educación Superior Virtual en América Latina y Europa’, organizada por la Universidad Internacional de La Rioja (UNIR), la Universidad Tecnológica Metropolitana (UTEM) y la Comisión Nacional de Acreditación (CNA), con la colaboración de Vertebral, sirvió como plataforma para analizar el rol transformador de la tecnología en la consecución de una educación más inclusiva y equitativa.</p>
<h3>Contexto Actual y Crecimiento de la Modalidad Virtual</h3>
<p>El análisis del estado actual de la educación a distancia en Chile revela un crecimiento acelerado y un impacto significativo, lo que subraya su potencial para avanzar en múltiples Objetivos de Desarrollo Sostenible. Los datos presentados por la CNA son elocuentes:</p>
<ul>
<li>El 16,7% de la matrícula total de educación superior corresponde a la modalidad a distancia.</li>
<li>Esta cifra representa el 13,8% de la matrícula total de pregrado.</li>
<li>En los últimos cinco años, se ha registrado un incremento del 70% en la matrícula de programas virtuales.</li>
</ul>
<p>Este crecimiento demuestra una consolidación de la modalidad, especialmente en la educación técnica profesional, donde, según Vertebral, alcanza al 25% de los estudiantes.</p>
<h3>Contribución Directa a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<h3>ODS 4: Educación de Calidad</h3>
<p>El principal foco del debate fue asegurar que la expansión de la oferta virtual no comprometa la calidad, un pilar del ODS 4. Los expertos coincidieron en la necesidad de adaptar los sistemas de aseguramiento de la calidad para fortalecer la confianza en los programas en línea. Las acciones clave identificadas para cumplir con este objetivo incluyen:</p>
<ol>
<li><strong>Evolución de Estándares de Acreditación:</strong> Andrés Bernasconi, presidente de la CNA, señaló que los prejuicios sobre la calidad de la educación digital han quedado atrás, pero es imperativo aprender de experiencias internacionales para desarrollar marcos de evaluación exigentes y contextualizados.</li>
<li><strong>Desarrollo Profesional Docente:</strong> Se destacó como indispensable la formación continua de los docentes para garantizar aprendizajes pertinentes y efectivos en entornos digitales.</li>
<li><strong>Garantía de Confianza:</strong> Manuel Herrera, de UNIR, enfatizó que Chile cuenta con los elementos para consolidar un ecosistema académico robusto, donde la acreditación juegue un rol central en la validación de la calidad.</li>
</ol>
<h3>ODS 10: Reducción de las Desigualdades y ODS 5: Igualdad de Género</h3>
<p>La educación virtual fue identificada como un motor clave para la democratización del acceso y la reducción de brechas, contribuyendo directamente al ODS 10. Manuel Herrera afirmó que “la educación a distancia es un gran instrumento para corregir desigualdades sociales”. Esta modalidad beneficia especialmente a grupos que tradicionalmente han enfrentado barreras para acceder a la educación superior:</p>
<ul>
<li>Trabajadores que requieren flexibilidad horaria.</li>
<li>Personas de regiones apartadas, eliminando barreras geográficas.</li>
<li>Madres y padres, facilitando la conciliación de la vida familiar y los estudios, lo que apoya directamente al ODS 5.</li>
<li>Personas que buscan oportunidades de aprendizaje a lo largo de la vida, sin límite de edad.</li>
</ul>
<p>La rectora de la UTEM, Marisol Durán, hizo un llamado a asegurar que “la tecnología amplíe derechos en vez de profundizar brechas”, reforzando el rol de la educación virtual como herramienta de inclusión social.</p>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>La flexibilidad de la educación en línea es fundamental para el concepto de “aprendizaje para toda la vida”, un componente esencial para el desarrollo de una fuerza laboral adaptable y calificada, en línea con el ODS 8. Sergio Morales, de Vertebral, resaltó que la educación a distancia “es la única forma de viabilizar opciones de desarrollo completo, humano, más allá de lo laboral”, permitiendo la actualización y reconversión profesional continua que demandan las economías modernas.</p>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>La cumbre misma es un ejemplo del ODS 17, al reunir a universidades, organismos acreditadores, consejos de rectores y expertos de más de diez países de Iberoamérica. La conclusión del encuentro fue un llamado transversal a fortalecer la colaboración internacional para modernizar los sistemas de evaluación y promover modelos educativos que integren tecnología, excelencia académica y acceso equitativo, creando una sinergia global para el avance de la educación sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. Todo el texto se centra en la educación superior, específicamente en la modalidad virtual. Se discuten temas como la calidad, la acreditación, la innovación tecnológica en la enseñanza y la necesidad de adaptar los sistemas de aseguramiento de la calidad. El artículo menciona la cumbre ‘Experiencias en evaluación institucional y de programas de la Educación Superior Virtual’, que busca garantizar “estándares sólidos y confiables en la educación virtual”.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo conecta directamente la educación virtual con la reducción de las desigualdades. Se afirma explícitamente que “La educación a distancia es un gran instrumento para corregir desigualdades sociales”. Además, se destaca que esta modalidad permite “democratizar el acceso, permitiendo que miles de estudiantes, particularmente trabajadores, personas de regiones, madres y padres, y quienes requieren mayor flexibilidad, puedan acceder a programas formativos de calidad sin barreras geográficas”.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>Aunque de forma indirecta, este ODS es relevante. El artículo menciona que la educación a distancia viabiliza “opciones de desarrollo completo, humano, más allá de lo laboral para personas de todas las edades” y se enfoca en la “Educación técnica profesional”, donde el 25% de los estudiantes optan por planes online. Al mejorar el acceso a la formación técnica y superior, se mejoran las competencias de la fuerza laboral, lo que contribuye al trabajo decente y al crecimiento económico.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo ejemplifica este objetivo a través de la organización de la cumbre. Se trata de una colaboración entre múltiples actores: universidades de distintos países (UNIR de España, UTEM de Chile), la Comisión Nacional de Acreditación (CNA) de Chile, y el Consejo de Rectores de Institutos Profesionales y Centros de Formación Técnica (Vertebral). La conclusión del evento es un “llamado transversal a seguir fortaleciendo la colaboración internacional”, lo que refuerza la importancia de las alianzas para mejorar la educación.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad</h3>
<p>El artículo se centra en cómo la educación superior virtual está expandiendo el acceso a la universidad y a la formación técnica. Se menciona que se ha convertido en un “motor clave para democratizar el acceso” para grupos que tradicionalmente enfrentan barreras, como trabajadores o personas de regiones. El debate sobre la acreditación y los “estándares sólidos y confiables” se alinea directamente con el componente de “calidad” de esta meta.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social y económica de todas las personas</h3>
<p>Esta meta es relevante ya que el artículo subraya que la educación online permite la inclusión de personas “sin límite de edad” y de aquellos con diversas responsabilidades (“madres y padres”) o ubicaciones geográficas (“personas de regiones”). Al ofrecer “mayor flexibilidad”, la educación virtual promueve activamente la inclusión social y económica al permitir que más personas obtengan cualificaciones superiores.</p>
</li>
<li>
<h3>Meta 17.16: Mejorar la Alianza Mundial para el Desarrollo Sostenible</h3>
<p>La cumbre descrita en el artículo es una manifestación de esta meta. Reúne a “destacados expertos, rectores, acreditadores y representantes de universidades de más de diez países de Iberoamérica” para “analizar cómo la tecnología está transformando la enseñanza en la región”. Este intercambio de conocimientos y experiencias entre diferentes países e instituciones es un ejemplo práctico de una alianza para mejorar la calidad educativa a nivel regional.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador relacionado con la Meta 4.3 (Tasa de participación en la educación superior)</h3>
<p>El artículo proporciona datos cuantitativos específicos que pueden servir como indicadores directos del progreso. Menciona que “el 16,7 por ciento de la matrícula total de educación superior se realiza por medio de educación a distancia” y que esto representa “el 13,8 por ciento de la matrícula total de pregrado”. Además, señala un “incremento de 70 por ciento en los últimos 5 años” y que en la “Educación técnica profesional, estamos hablando de un 25 por ciento de los estudiantes que optan por planes online”. Estas cifras miden directamente la tasa de participación en la educación superior a distancia.</p>
</li>
<li>
<h3>Indicador implícito relacionado con la Meta 10.2 (Inclusión de grupos específicos)</h3>
<p>Aunque no se proporcionan cifras exactas, el artículo implica la necesidad de medir la participación de grupos específicos. Al mencionar que la educación online beneficia a “trabajadores, personas de regiones, madres y padres”, sugiere que un indicador relevante sería la tasa de matriculación desglosada por estas categorías demográficas. Medir el aumento de la participación de estos grupos sería una forma de evaluar el progreso hacia una mayor inclusión.</p>
</li>
<li>
<h3>Indicador implícito relacionado con la Meta 17.16 (Colaboración internacional)</h3>
<p>El artículo menciona la participación de “más de diez países de Iberoamérica” y la colaboración entre instituciones como UNIR, UTEM, CNA y Vertebral. Un indicador implícito para medir el progreso en esta área sería el número de alianzas interinstitucionales e internacionales establecidas para el aseguramiento de la calidad en la educación virtual, así como el número de eventos y cumbres colaborativas realizadas.</p>
</li>
</ul>
<h2>4. Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Mencionado o Implícito en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.3:</b> Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad.</td>
<td>Porcentaje de la matrícula total de educación superior en modalidad a distancia (16,7%). Crecimiento de la matrícula en los últimos 5 años (70%). Porcentaje de estudiantes en educación técnica profesional online (25%).</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>10.2:</b> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>(Implícito) Tasa de matriculación en educación a distancia desglosada por grupos específicos (trabajadores, personas de regiones, madres y padres).</td>
</tr>
<tr>
<td><b>ODS 17:</b> Alianzas para lograr los objetivos</td>
<td><b>17.16:</b> Mejorar la Alianza Mundial para el Desarrollo Sostenible.</td>
<td>(Implícito) Número de países e instituciones participantes en la cumbre de colaboración internacional (más de 10 países, UNIR, UTEM, CNA, Vertebral).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/america/agencias/2025/11/26/educacion-superior-virtual-expertos-de-latinoamerica-y-europa-destacan-oportunidad-historica-para-chile/">infobae.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Las centrales eléctricas de la ciudad de Provo plantan nuevos árboles en cuatro escuelas primarias – Provo City School District</title>
<link>https://sdgtalks.ai/Es/las-centrales-electricas-de-la-ciudad-de-provo-plantan-nuevos-arboles-en-cuatro-escuelas-primarias-provo-city-school-district</link>
<guid>https://sdgtalks.ai/Es/las-centrales-electricas-de-la-ciudad-de-provo-plantan-nuevos-arboles-en-cuatro-escuelas-primarias-provo-city-school-district</guid>
<description><![CDATA[ Las centrales eléctricas de la ciudad de Provo plantan nuevos árboles en cuatro escuelas primarias  Provo City School District ]]></description>
<enclosure url="https://provo.edu/wp-content/uploads/2022/01/spencer-tuinei.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Las, centrales, eléctricas, ciudad, Provo, plantan, nuevos, árboles, cuatro, escuelas, primarias, –, Provo, City, School, District</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Iniciativa de Reforestación en Escuelas del Distrito de Provo</h2>
<h3>Resumen del Proyecto y Alineación Estratégica con los ODS</h3>
<p>Se ha llevado a cabo una iniciativa de reforestación en colaboración entre Provo City Power y el distrito escolar de la ciudad, centrada en la plantación de árboles en diversas instituciones educativas. Este proyecto no solo mejora la infraestructura de los campus, sino que también representa un avance significativo hacia la consecución de varios Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas, fortaleciendo el compromiso de la comunidad con la sostenibilidad ambiental y social.</p>
<h3>Detalles de la Implementación</h3>
<p>Equipos de Provo City Power se movilizaron para ejecutar la plantación de árboles jóvenes en cuatro ubicaciones estratégicas. Las escuelas beneficiadas son:</p>
<ol>
<li>Escuela Primaria Lakeview</li>
<li>Escuela Primaria Amelia Earhart</li>
<li>Escuela Primaria Rock Canyon</li>
<li>Escuela Primaria Canyon Crest</li>
</ol>
<p>La selección de especies, incluyendo maderas duras de alta tolerancia a la sequía, fue deliberada para asegurar la viabilidad a largo plazo y maximizar el impacto ecológico. Esta acción responde a la necesidad de reemplazar árboles perdidos por condiciones climáticas adversas y proyectos de construcción, alineándose con un plan de desarrollo paisajístico sostenible y de crecimiento progresivo para los campus.</p>
<h3>Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa impacta directamente en los siguientes ODS:</p>
<ul>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles.</strong> Al aumentar la cobertura arbórea en zonas urbanas escolares, el proyecto mejora la calidad del aire, proporciona sombra y crea espacios verdes públicos más resilientes y agradables, contribuyendo a la sostenibilidad de la comunidad.</li>
<li><strong>ODS 13: Acción por el Clima.</strong> La plantación de árboles es una de las medidas más efectivas para la captura de dióxido de carbono. La elección de especies tolerantes a la sequía demuestra una estrategia de adaptación al cambio climático, preparando a la comunidad para futuras condiciones ambientales.</li>
<li><strong>ODS 15: Vida de Ecosistemas Terrestres.</strong> Este proyecto contribuye a la reforestación y a la restauración de los ecosistemas locales, aunque sea a microescala, fomentando la biodiversidad en los terrenos escolares y combatiendo la degradación del suelo.</li>
<li><strong>ODS 17: Alianzas para lograr los Objetivos.</strong> La colaboración entre una entidad pública como Provo City Power y el distrito escolar es un claro ejemplo de una alianza estratégica. Demuestra cómo la cooperación intersectorial es fundamental para movilizar recursos y conocimientos en pro del desarrollo sostenible.</li>
</ul>
<h3>Impacto y Perspectivas a Futuro</h3>
<p>Esta donación de recursos materiales y mano de obra por parte de Provo City Power fortalece una relación de colaboración continua que ha facilitado múltiples mejoras en los terrenos escolares. El proyecto asegura beneficios a largo plazo, como la ampliación de la cobertura de sombra y la mejora del entorno de aprendizaje para los estudiantes. Se reafirma el compromiso de ambas instituciones con la planificación sostenible y el bienestar de la comunidad, sentando las bases para futuras iniciativas conjuntas alineadas con los Objetivos de Desarrollo Sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>Objetivos de Desarrollo Sostenible (ODS) Relevantes</h3>
<ul>
<li>
            <strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> El artículo describe un esfuerzo por mejorar los espacios públicos dentro de una comunidad urbana. La plantación de árboles en los terrenos escolares contribuye directamente a la creación de zonas verdes, mejorando el entorno de las escuelas y, por extensión, de la ciudad de Provo.
        </li>
<li>
            <strong>ODS 13: Acción por el Clima:</strong> La plantación de árboles es una acción fundamental para la mitigación del cambio climático, ya que absorben dióxido de carbono. El artículo menciona específicamente la selección de árboles con “tolerancia a la sequía”, lo que demuestra una adaptación a las posibles condiciones climáticas futuras y promueve la resiliencia local.
        </li>
<li>
            <strong>ODS 15: Vida de Ecosistemas Terrestres:</strong> El proyecto contribuye a aumentar la cubierta arbórea y a restaurar pequeñas áreas de ecosistemas terrestres dentro del entorno urbano. Al plantar “árboles jóvenes de madera dura” para reemplazar árboles viejos perdidos, se está llevando a cabo una acción de reforestación a nivel local.
        </li>
<li>
            <strong>ODS 17: Alianzas para Lograr los Objetivos:</strong> El artículo destaca que la iniciativa es una “colaboración” y un “proyecto conjunto entre el distrito y Provo City Power”. Esto ejemplifica una alianza entre dos entidades públicas locales para lograr un objetivo común de mejora comunitaria, lo cual es el núcleo del ODS 17.
        </li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas Específicas de los ODS Identificadas</h3>
<ol>
<li>
            <strong>Meta 11.7:</strong> “De aquí a 2030, proporcionar acceso universal a zonas verdes y espacios públicos seguros, inclusivos y accesibles…”. La plantación de árboles en cuatro escuelas (“Lakeview, Amelia Earhart, Rock Canyon y Canyon Crest”) tiene como objetivo explícito “ampliar la cobertura de sombra a largo plazo”, mejorando así la calidad y el acceso a espacios verdes para los estudiantes y el personal de la escuela.
        </li>
<li>
            <strong>Meta 15.2:</strong> “…promover la implantación de la gestión sostenible de todos los tipos de bosques, detener la deforestación, recuperar los bosques degradados e incrementar la forestación y la reforestación a nivel mundial”. A escala local, el proyecto apoya esta meta al plantar nuevos árboles donde los antiguos “se han perdido debido al clima o la construcción”, contribuyendo a la reforestación y restauración del paisaje urbano.
        </li>
<li>
            <strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil…”. La colaboración entre el distrito escolar y Provo City Power, una entidad municipal, es un claro ejemplo de una alianza pública-pública eficaz para llevar a cabo mejoras en la comunidad.
        </li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<h3>Indicadores de los ODS Mencionados o Implícitos</h3>
<ul>
<li>
            <strong>Indicador implícito para la Meta 11.7:</strong> Aunque no se menciona un indicador formal, el artículo proporciona datos que pueden usarse para medir el progreso. Un indicador local podría ser el <strong>“número de espacios públicos (escuelas) mejorados con nuevas plantaciones de árboles”</strong> (en este caso, cuatro escuelas). Otro indicador es el objetivo de <strong>“ampliar la cobertura de sombra a largo plazo”</strong>, que podría medirse como el área de nueva sombra proyectada.
        </li>
<li>
            <strong>Indicador implícito para la Meta 15.2:</strong> El artículo menciona la plantación de “paquetes de árboles jóvenes” y “varios árboles jóvenes de madera dura”. Un indicador directo y cuantificable implícito es el <strong>“número de árboles plantados”</strong> como medida del esfuerzo de reforestación local.
        </li>
<li>
            <strong>Indicador implícito para la Meta 17.17:</strong> La existencia misma del proyecto sirve como indicador. Se podría medir el progreso a través del <strong>“número de proyectos conjuntos realizados entre entidades públicas locales”</strong>. El artículo señala que esta colaboración es “otro proyecto conjunto”, lo que implica que es una alianza continua y medible. Además, se mencionan los recursos aportados: “Provo City Power, que ha proporcionado tanto el equipo como la mano de obra”, lo que puede ser un indicador del valor de la alianza.
        </li>
</ul>
<h2>4. Cree una tabla con tres columnas titulada ‘ODS, metas e indicadores’ para presentar los hallazgos del análisis del artículo.</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador (Implícito en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td><strong>Meta 11.7:</strong> Proporcionar acceso universal a zonas verdes y espacios públicos seguros.</td>
<td>Número de escuelas (4) donde se plantaron árboles para ampliar la cobertura de sombra.</td>
</tr>
<tr>
<td><strong>ODS 15:</strong> Vida de Ecosistemas Terrestres</td>
<td><strong>Meta 15.2:</strong> Incrementar la forestación y la reforestación.</td>
<td>Número de “árboles jóvenes” plantados para reemplazar árboles perdidos.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para Lograr los Objetivos</td>
<td><strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces.</td>
<td>Número de proyectos conjuntos (mencionado como “otro proyecto conjunto”) entre el distrito escolar y Provo City Power.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://provo.edu/es/provo-city-power-plants-new-trees-at-four-elementary-schools/">provo.edu</a></strong></p>
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<title>Continúan los retrasos en el gasto de salud y educación bajo el gobierno de Noboa – LaRepublica.co</title>
<link>https://sdgtalks.ai/Es/continuan-los-retrasos-en-el-gasto-de-salud-y-educacion-bajo-el-gobierno-de-noboa-larepublicaco</link>
<guid>https://sdgtalks.ai/Es/continuan-los-retrasos-en-el-gasto-de-salud-y-educacion-bajo-el-gobierno-de-noboa-larepublicaco</guid>
<description><![CDATA[ Continúan los retrasos en el gasto de salud y educación bajo el gobierno de Noboa  LaRepublica.co ]]></description>
<enclosure url="https://img.lalr.co/cms/2025/10/20154022/2025-10-14T200250Z_1345003367_RC2SBHATTW6J_RTRMADP_3_ECUADOR-NOBOA-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Continúan, los, retrasos, gasto, salud, educación, bajo, gobierno, Noboa, –, LaRepublica.co</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe de Ejecución Presupuestaria 2025 en Ecuador</title>
<h2>Informe sobre la Ejecución Presupuestaria 2025 en Ecuador y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Análisis General de la Ejecución Presupuestaria</h3>
<p>A poco más de un mes para la conclusión del año fiscal 2025, el presente informe analiza la ejecución del Presupuesto General del Estado en Ecuador. Si bien el Gobierno reporta una ejecución global del 73%, equivalente a US$30.287 millones de un total aprobado de US$41.338 millones, un análisis detallado revela disparidades críticas que comprometen directamente el avance hacia los Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>Desempeño Sectorial y su Vínculo con los ODS</h3>
<p>La asignación y ejecución de recursos por cartera ministerial muestra una asimetría preocupante, con un claro rezago en áreas fundamentales para el desarrollo humano y la sostenibilidad.</p>
<ul>
<li>
            <strong>Salud (ODS 3: Salud y Bienestar):</strong> El Ministerio de Salud presenta una ejecución de apenas el 45% de su presupuesto. Esta subutilización de fondos amenaza directamente la capacidad del Estado para garantizar una vida sana y promover el bienestar, pilares del ODS 3. La falta de inversión en infraestructura y programas de salud pública debilita el sistema sanitario nacional.
        </li>
<li>
            <strong>Educación (ODS 4: Educación de Calidad):</strong> Con un 53% de ejecución, el Ministerio de Educación también muestra un desempeño deficiente. Este nivel de gasto es insuficiente para cumplir con las metas del ODS 4, que busca asegurar una educación inclusiva, equitativa y de calidad. La baja inversión en infraestructura y recursos educativos perpetúa las brechas de aprendizaje y limita las oportunidades para futuras generaciones.
        </li>
<li>
            <strong>Seguridad y Desarrollo Humano (ODS 16 y ODS 1):</strong> En contraste, los sectores de seguridad interna, Fuerzas Armadas y Desarrollo Humano superan el 70% de ejecución. Si bien el gasto en seguridad contribuye al ODS 16 (Paz, Justicia e Instituciones Sólidas) y las transferencias sociales al ODS 1 (Fin de la Pobreza), la concentración de recursos en estos rubros evidencia un desequilibrio en las prioridades de desarrollo del país.
        </li>
</ul>
<h3>Causas Estructurales de la Baja Ejecución en Sectores Clave</h3>
<p>La rigidez presupuestaria es el principal factor que explica estas disparidades. Los fondos se ven absorbidos por gastos fijos y de ejecución automática, dejando un margen de maniobra limitado para la inversión estratégica.</p>
<ol>
<li>
            <strong>Priorización del Gasto Corriente:</strong> Una porción significativa del presupuesto se destina a rubros ineludibles como salarios y amortización de deuda, cuya ejecución es casi automática. Esto limita la disponibilidad de fondos para proyectos de inversión.
        </li>
<li>
            <strong>Baja Inversión en Bienes de Larga Duración:</strong> La falta de ejecución en inversión es alarmante y contraviene directamente objetivos como el ODS 9 (Industria, Innovación e Infraestructura). Los datos específicos son los siguientes:
<ul>
<li><strong>Ministerio de Salud:</strong> De US$2.112 millones asignados para bienes de larga duración, solo se han ejecutado US$25 millones.</li>
<li><strong>Ministerio de Educación:</strong> De US$1.854 millones presupuestados para el mismo fin, la ejecución real es de apenas US$7 millones.</li>
</ul>
</li>
<li>
            <strong>Incrementos Presupuestarios Nominales:</strong> Según expertos, los aumentos constitucionales destinados a salud y educación a menudo no se materializan en una ejecución efectiva, quedando como cifras “en el papel” sin un impacto real en la provisión de servicios.
        </li>
</ol>
<h3>Consecuencias para el Desarrollo Sostenible a Largo Plazo</h3>
<p>La actual tendencia en la ejecución presupuestaria podría generar efectos negativos duraderos en la capacidad de Ecuador para alcanzar la Agenda 2030.</p>
<ul>
<li><strong>Ampliación de Brechas Sociales:</strong> La falta de inversión en salud y educación agudizará las desigualdades, afectando el cumplimiento del ODS 10 (Reducción de las Desigualdades).</li>
<li><strong>Deterioro de Servicios Esenciales:</strong> La capacidad de respuesta de los sistemas sanitario y educativo se verá mermada, impactando negativamente en la calidad de vida de la población.</li>
<li><strong>Impacto en la Productividad y Crecimiento:</strong> La carencia de inversión en capital humano e infraestructura (ODS 4, ODS 3, ODS 9) limitará la productividad y el crecimiento económico sostenible a largo plazo (ODS 8).</li>
</ul>
<p>En conclusión, la estructura del gasto público en Ecuador durante el ejercicio fiscal 2025 revela una desconexión entre las asignaciones presupuestarias y las necesidades estratégicas para un desarrollo sostenible, poniendo en riesgo el cumplimiento de los compromisos nacionales e internacionales en materia de ODS.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El artículo aborda directamente este objetivo al señalar la baja ejecución presupuestaria del Ministerio de Salud, que ha utilizado solo el 45% de sus recursos. Esto impacta negativamente la capacidad del sistema de salud, como se menciona en la frase “menor capacidad de respuesta sanitaria”, lo que pone en riesgo el bienestar de la población y el acceso a servicios de salud de calidad.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>De manera similar al ODS 3, este objetivo está directamente conectado, ya que el artículo destaca que el Ministerio de Educación presenta un nivel de ejecución de solo el 53%. La falta de inversión, especialmente en “bienes de larga duración” donde solo se ejecutaron US$7 millones de US$1.854 millones, compromete la calidad de la infraestructura educativa y, por ende, el acceso a una educación de calidad.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El núcleo del artículo se centra en la ineficiencia de las instituciones públicas para gestionar y ejecutar el presupuesto. Se mencionan “raíces estructurales” y una “rigidez presupuestaria” que impiden la inversión en sectores clave. La asimetría en la ejecución y la incapacidad para materializar los aumentos presupuestarios en salud y educación evidencian una debilidad institucional que socava la capacidad del Estado para proveer servicios esenciales de manera eficaz y transparente.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>La disparidad en la ejecución presupuestaria, donde sectores como seguridad superan el 70% mientras que salud y educación se quedan rezagados, puede exacerbar las desigualdades. La falta de inversión en servicios sociales básicos afecta de manera desproporcionada a las poblaciones más vulnerables, ampliando las brechas en el acceso a oportunidades y bienestar.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 3.c: Aumentar sustancialmente la financiación de la salud y la contratación, el desarrollo, la capacitación y la retención del personal sanitario en los países en desarrollo.</h3>
<p>El artículo evidencia un fracaso en el cumplimiento de esta meta. A pesar de que el presupuesto para salud incluye un “incremento constitucional”, en la práctica este no se materializa debido a la baja ejecución (45%), especialmente en la inversión en bienes de larga duración, lo que limita la capacidad del sistema sanitario.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>La extremadamente baja ejecución del presupuesto para “bienes de larga duración” en educación (solo US$7 millones de US$1.854 millones) indica una falta de inversión directa en la infraestructura educativa, lo cual es el foco principal de esta meta.</p>
</li>
<li>
<h3>Meta 16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</h3>
<p>Esta meta está en el centro del problema descrito. La “rigidez presupuestaria” y el hecho de que el aumento de presupuesto “queda en el papel” demuestran una falta de eficacia institucional. La incapacidad de los ministerios de salud y educación para ejecutar sus fondos asignados es un claro ejemplo de una institución que no está funcionando de manera efectiva para cumplir sus objetivos.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 16.6.1: Gasto público primario del gobierno como proporción del presupuesto aprobado originalmente, desglosado por sector.</h3>
<p>Este indicador está explícitamente presente en el artículo. Se proporcionan datos precisos sobre la proporción del presupuesto ejecutado a nivel general (73%) y desglosado por sectores clave: Ministerio de Salud (45%), Ministerio de Educación (53%), y Seguridad Interna y Fuerzas Armadas (superior al 70%). Estos porcentajes son una medida directa de la eficacia del gasto público.</p>
</li>
<li>
<h3>Indicador relacionado con la financiación de servicios esenciales (Educación y Salud).</h3>
<p>Aunque no se menciona un código de indicador específico, los datos del artículo son una medida directa de la inversión real en estos sectores. Las cifras de ejecución presupuestaria (45% en salud, 53% en educación) y, más específicamente, los montos ejecutados en bienes de larga duración (US$25 millones en salud y US$7 millones en educación) sirven como indicadores cuantitativos para medir el compromiso financiero del gobierno con los ODS 3 y 4.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td><strong>3.c:</strong> Aumentar sustancialmente la financiación de la salud.</td>
<td>Porcentaje de ejecución del presupuesto del Ministerio de Salud (45%). Monto ejecutado en bienes de larga duración (US$25 millones de US$2.112 millones).</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas.</td>
<td>Porcentaje de ejecución del presupuesto del Ministerio de Educación (53%). Monto ejecutado en bienes de larga duración (US$7 millones de US$1.854 millones).</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td><strong>16.6:</strong> Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td><strong>16.6.1:</strong> Gasto público como proporción del presupuesto aprobado, desglosado por sector (Salud: 45%, Educación: 53%, Seguridad: >70%).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.larepublica.co/globoeconomia/continuan-los-retrasos-en-el-gasto-de-salud-y-educacion-bajo-el-gobierno-de-noboa-4277833">larepublica.co</a></strong></p>
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<title>Pobreza y desigualdad educativa en la niñez y la adolescencia en Mar del Plata – El retrato de Hoy</title>
<link>https://sdgtalks.ai/Es/pobreza-y-desigualdad-educativa-en-la-ninez-y-la-adolescencia-en-mar-del-plata-el-retrato-de-hoy</link>
<guid>https://sdgtalks.ai/Es/pobreza-y-desigualdad-educativa-en-la-ninez-y-la-adolescencia-en-mar-del-plata-el-retrato-de-hoy</guid>
<description><![CDATA[ Pobreza y desigualdad educativa en la niñez y la adolescencia en Mar del Plata  El retrato de Hoy ]]></description>
<enclosure url="https://elretratodehoy.com.ar/wp-content/uploads/2025/11/fotonnya-200x200.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Pobreza, desigualdad, educativa, niñez, adolescencia, Mar, del, Plata, –, retrato, Hoy</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Pobreza y Desigualdades Educativas en la Niñez y Adolescencia de Mar del Plata (2017–2024) y su Vínculo con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Presentación del Estudio</h3>
<p>En una iniciativa que refleja el espíritu del <strong>Objetivo de Desarrollo Sostenible 17 (Alianzas para lograr los objetivos)</strong>, el Observatorio Universitario de la Ciudad de la Universidad FASTA y el Observatorio de la Deuda Social Argentina de la UCA presentaron el informe “Pobreza y desigualdades educativas en la niñez y adolescencia en Mar del Plata (2017–2024)”. El evento congregó a especialistas y actores clave de la comunidad para analizar datos cruciales que impactan directamente en la agenda de desarrollo local y nacional.</p>
<ul>
<li><strong>Instituciones Responsables:</strong> Observatorio Universitario de la Ciudad (Universidad FASTA) y Observatorio de la Deuda Social Argentina (UCA).</li>
<li><strong>Expositores Principales:</strong>
<ol>
<li>Agustín Salvia (Director, ODSA-UCA)</li>
<li>Ianina Tuñón (Coordinadora, Barómetro de la Deuda Social de la Infancia-UCA)</li>
<li>Gabriel Coronello Aldao (Director, Observatorio Universitario de la Ciudad-FASTA)</li>
</ol>
</li>
</ul>
<h3>2. Principales Hallazgos y su Relación con el ODS 1 y ODS 4</h3>
<p>El informe ofrece un análisis integral que vincula la pobreza monetaria con las carencias educativas, abordando la pobreza infantil como un fenómeno multidimensional. Estos hallazgos son fundamentales para evaluar el progreso hacia el <strong>ODS 1 (Fin de la pobreza)</strong> y el <strong>ODS 4 (Educación de calidad)</strong>.</p>
<ol>
<li><strong>Persistencia de la Pobreza Infantil:</strong> Se constata que los niveles de pobreza en la niñez y adolescencia en Mar del Plata han sido sistemáticamente superiores a los de la población general desde 2017. Esta brecha se agudiza en contextos de crisis, lo que representa un obstáculo significativo para alcanzar las metas del ODS 1.</li>
<li><strong>Desigualdades en el Acceso a la Educación:</strong> El estudio identifica desigualdades educativas críticas que comprometen el cumplimiento del ODS 4. Estas se manifiestan en:
<ul>
<li>Inasistencia escolar.</li>
<li>Rezago educativo severo.</li>
<li>Clima educativo familiar deficiente.</li>
</ul>
</li>
<li><strong>Puntos Críticos del Sistema Educativo:</strong> Se observa que las mayores dificultades se concentran en el nivel inicial, por problemas de acceso y cobertura, y en el nivel secundario, donde aumentan los desafíos de permanencia y progreso académico.</li>
</ol>
<h3>3. Concentración de la Vulnerabilidad y el Impacto en el ODS 10</h3>
<p>El análisis evidencia una fuerte correlación entre las dimensiones materiales y educativas, configurando un ciclo de vulnerabilidad que atenta directamente contra el <strong>ODS 10 (Reducción de las desigualdades)</strong>.</p>
<ul>
<li><strong>Interseccionalidad de las Carencias:</strong> Las situaciones de inasistencia y rezago escolar tienden a concentrarse en hogares que combinan pobreza monetaria, baja escolaridad de los adultos y climas educativos desfavorables.</li>
<li><strong>Fragilidad de las Trayectorias Escolares:</strong> Esta interacción de factores materiales y socioculturales genera entornos donde las trayectorias educativas de niños, niñas y adolescentes son más frágiles, perpetuando las desigualdades de una generación a otra.</li>
<li><strong>Contexto Local vs. Nacional:</strong> Si bien Mar del Plata presenta, en promedio, indicadores más favorables que el conjunto del país, las desigualdades internas persisten como un desafío central para el desarrollo sostenible e inclusivo.</li>
</ul>
<h3>4. Metodología y Equipo de Investigación</h3>
<p>El rigor del informe se sustenta en una metodología robusta y el trabajo de un equipo de especialistas comprometidos con la generación de evidencia para la política pública.</p>
<ul>
<li><strong>Período de Análisis:</strong> 2017–2024.</li>
<li><strong>Fuentes de Datos:</strong> Microdatos de la Encuesta Permanente de Hogares (EPH-INDEC) y datos producidos por el Observatorio de la Deuda Social Argentina (ODSA-UCA).</li>
<li><strong>Autores del Estudio:</strong> Eduardo Donza, Ianina Tuñón, Julieta Vera, Santiago Cueto y María Eugenia Florio.</li>
<li><strong>Coordinación:</strong> Gabriel Coronello Aldao.</li>
<li><strong>Asesoría Académica:</strong> Agustín Salvia.</li>
</ul>
<h2>Objetivos de Desarrollo Sostenible (ODS) abordados</h2>
<ul>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>El artículo se centra directamente en la pobreza, específicamente en la “Pobreza y desigualdades educativas en la niñez y adolescencia”. Analiza la pobreza infantil como un problema persistente y superior al de la población general en Mar del Plata. Además, aborda la “pobreza multidimensional”, que considera la educación como uno de sus componentes centrales, alineándose con el enfoque integral del ODS 1 para erradicar la pobreza en todas sus formas.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es un tema central del informe. El artículo destaca las “desigualdades educativas” y analiza problemas específicos como la “inasistencia escolar”, el “rezago severo”, las “dificultades de acceso y cobertura” en el nivel inicial, y las tensiones en la “permanencia y el avance académico” en la secundaria. Todos estos puntos se relacionan directamente con el objetivo de garantizar una educación inclusiva, equitativa y de calidad.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo subraya la desigualdad de varias maneras. Primero, señala la brecha entre la pobreza infantil y la pobreza de la población general, que “se amplía en períodos de crisis”. Segundo, evidencia que las dificultades educativas se concentran en “hogares donde se combinan pobreza, menor escolaridad adulta y climas educativos bajos”. Este análisis de cómo las desventajas afectan a un grupo específico (niños y adolescentes en situación de pobreza) es fundamental para el ODS 10.</p>
</li>
</ul>
<h2>Metas específicas de los ODS identificadas</h2>
<ul>
<li>
<h3>Meta 1.2:</h3>
<p>Para 2030, reducir al menos a la mitad la proporción de hombres, mujeres y niños de todas las edades que viven en la pobreza en todas sus dimensiones con arreglo a las definiciones nacionales. El artículo se alinea con esta meta al analizar la “pobreza multidimensional en la infancia y la adolescencia” y medir su evolución en el tiempo (2017-2024), proporcionando datos clave para entender y abordar este problema.</p>
</li>
<li>
<h3>Meta 4.1:</h3>
<p>Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos. El informe aborda directamente los obstáculos para alcanzar esta meta al señalar las “tensiones vinculadas a la permanencia y el avance académico” en el nivel secundario.</p>
</li>
<li>
<h3>Meta 4.2:</h3>
<p>Para 2030, asegurar que todas las niñas y todos los niños tengan acceso a servicios de atención y desarrollo en la primera infancia y a una enseñanza preescolar de calidad, a fin de que estén preparados para la enseñanza primaria. El artículo identifica fallas en el cumplimiento de esta meta al mencionar que “los tramos más críticos se concentran en el nivel inicial —donde persisten dificultades de acceso y cobertura—”.</p>
</li>
<li>
<h3>Meta 10.2:</h3>
<p>Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición. El estudio destaca la exclusión de un grupo específico (niños y adolescentes de hogares pobres) cuyas “trayectorias escolares resultan más frágiles”, lo que demuestra una desigualdad de oportunidades basada en la situación económica y el contexto familiar.</p>
</li>
</ul>
<h2>Indicadores de los ODS mencionados o implícitos</h2>
<ul>
<li>
<h3>Indicador 1.2.1:</h3>
<p>Proporción de la población que vive por debajo del umbral nacional de pobreza, desglosada por sexo y edad. Este indicador está implícito en la afirmación de que “la pobreza infantil en Mar del Plata se mantiene… en niveles sistemáticamente superiores a los de la población general”, lo que requiere una medición de la pobreza por grupo de edad.</p>
</li>
<li>
<h3>Indicador 1.2.2:</h3>
<p>Proporción de hombres, mujeres y niños de todas las edades que viven en la pobreza en todas sus dimensiones con arreglo a las definiciones nacionales. El artículo menciona explícitamente el análisis de la “pobreza multidimensional en la infancia y la adolescencia”, que es exactamente lo que mide este indicador.</p>
</li>
<li>
<h3>Indicador 4.1.5 (implícito):</h3>
<p>Tasa de finalización (enseñanza primaria, enseñanza secundaria inferior, enseñanza secundaria superior). Aunque no se menciona una “tasa de finalización”, los conceptos de “rezago severo” y problemas de “permanencia y el avance académico” en la secundaria son factores que se utilizan para calcular y comprender este indicador.</p>
</li>
<li>
<h3>Indicador 4.2.2 (implícito):</h3>
<p>Tasa de participación en el aprendizaje organizado (un año antes de la edad oficial de ingreso en la enseñanza primaria), desglosada por sexo. Las “dificultades de acceso y cobertura” en el nivel inicial, mencionadas en el artículo, son una medida directa de la falta de participación en la educación preescolar, que es lo que este indicador cuantifica.</p>
</li>
</ul>
<h2>Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 1: Fin de la Pobreza</strong></td>
<td>1.2: Reducir la pobreza multidimensional a la mitad.</td>
<td>1.2.1 (Implícito): Proporción de la población infantil por debajo del umbral de pobreza.<br>1.2.2: Proporción de niños que viven en pobreza multidimensional.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.1: Asegurar que todos los niños y niñas terminen la enseñanza secundaria.<br>4.2: Asegurar el acceso a la enseñanza preescolar de calidad.</td>
<td>4.1.5 (Implícito): Tasa de finalización (afectada por el “rezago severo” y la falta de “permanencia”).<br>4.2.2 (Implícito): Tasa de participación en la enseñanza preescolar (afectada por las “dificultades de acceso y cobertura”).</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2: Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>Implícito en el análisis de la brecha de pobreza entre la niñez y la población general, y en la concentración de desventajas educativas en hogares pobres.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elretratodehoy.com.ar/2025/11/25/pobreza-y-desigualdades-educativas-en-la-ninez-y-adolescencia-en-mar-del-plata/">elretratodehoy.com.ar</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>11 AÑOS DE MENTIRAS SOBRE LA INVERSIÓN EDUCATIVA: EL 5% SIGUE SIENDO UN ESPEJISMO – Canarias&#45;semanal.org</title>
<link>https://sdgtalks.ai/Es/11-anos-de-mentiras-sobre-la-inversion-educativa-el-5-sigue-siendo-un-espejismo-canarias-semanalorg</link>
<guid>https://sdgtalks.ai/Es/11-anos-de-mentiras-sobre-la-inversion-educativa-el-5-sigue-siendo-un-espejismo-canarias-semanalorg</guid>
<description><![CDATA[ 11 AÑOS DE MENTIRAS SOBRE LA INVERSIÓN EDUCATIVA: EL 5% SIGUE SIENDO UN ESPEJISMO  Canarias-semanal.org ]]></description>
<enclosure url="https://canarias-semanal.org/upload/images/11_2025/1186_4368_5.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 04:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>AÑOS, MENTIRAS, SOBRE, INVERSIÓN, EDUCATIVA:, SIGUE, SIENDO, ESPEJISMO, –, Canarias-semanal.org</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Crisis de Inversión Educativa en Canarias y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción: Incumplimiento Normativo y Desviación de los ODS</h3>
<p>El sistema educativo de las Islas Canarias enfrenta una crisis estructural derivada del incumplimiento sistemático de la Ley Canaria de Educación (LCE) de 2014. Dicha ley estipulaba el objetivo de alcanzar una inversión educativa equivalente al 5% del Producto Interno Bruto (PIB) regional en un plazo de ocho años. A más de una década de su promulgación, este objetivo no solo no se ha cumplido, sino que la brecha financiera se ha ampliado, comprometiendo directamente la consecución del <strong>Objetivo de Desarrollo Sostenible 4 (ODS 4): Educación de Calidad</strong>, y afectando negativamente a otros ODS relacionados con la equidad y el desarrollo económico.</p>
<h3>2. Análisis de la Inversión Presupuestaria</h3>
<p>La evolución de la inversión en educación como porcentaje del PIB demuestra una tendencia errática y un retroceso significativo respecto al objetivo legalmente establecido. La brecha actual asciende a 572 millones de euros, un incremento alarmante en comparación con los 183 millones de la legislatura anterior.</p>
<ul>
<li><strong>2014:</strong> 3,70% del PIB</li>
<li><strong>2017:</strong> 3,46% del PIB</li>
<li><strong>2023:</strong> 4,63% del PIB (máximo alcanzado)</li>
<li><strong>2024:</strong> 4,20% del PIB</li>
<li><strong>2025 (previsión):</strong> 4,05% del PIB</li>
</ul>
<p>Este descenso progresivo aleja a la comunidad autónoma de las metas de la Agenda 2030, que postulan la educación como pilar fundamental para el desarrollo sostenible.</p>
<h2>3. Consecuencias Directas sobre los Objetivos de Desarrollo Sostenible</h2>
<h3>3.1. Vulneración del ODS 4: Garantizar una Educación Inclusiva, Equitativa y de Calidad</h3>
<p>La desinversión crónica ha generado un deterioro tangible en la calidad del sistema educativo público, contraviniendo las metas específicas del ODS 4:</p>
<ol>
<li><strong>Infraestructuras Inadecuadas (Meta 4.a):</strong> Numerosos centros educativos operan en instalaciones obsoletas, sin mantenimiento adecuado ni adaptación tecnológica. Esto impide la creación de entornos de aprendizaje seguros, inclusivos y eficaces, como exige el ODS 4.</li>
<li><strong>Déficit de Personal Docente y de Apoyo:</strong> La escasez de profesores y especialistas en orientación limita la atención individualizada, masificando la enseñanza y mermando la calidad del proceso educativo.</li>
<li><strong>Brecha en la Atención a la Diversidad:</strong> La falta de recursos para programas de inclusión educativa deja en situación de vulnerabilidad a estudiantes con necesidades especiales, incumpliendo el principio de equidad.</li>
<li><strong>Estancamiento en Innovación y Digitalización (Meta 4.4):</strong> La falta de inversión en tecnología educativa obstaculiza el desarrollo de competencias pertinentes para el empleo y el emprendimiento, alejando al alumnado de las habilidades requeridas en el siglo XXI.</li>
</ol>
<h3>3.2. Impacto en ODS Complementarios</h3>
<p>La crisis educativa trasciende el ODS 4, generando un efecto dominó sobre otros objetivos clave:</p>
<ul>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Los recortes en becas y ayudas para estudiantes vulnerables, junto con la deficiente atención a la diversidad, amplían la brecha de oportunidades y perpetúan la desigualdad social.</li>
<li><strong>ODS 1 (Fin de la Pobreza) y ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> Un sistema educativo deficiente limita el desarrollo del capital humano, condenando a futuras generaciones a una menor empleabilidad y perpetuando ciclos de pobreza, lo que frena el crecimiento económico sostenible de la región.</li>
</ul>
<h2>4. Parálisis de Planes Estratégicos y Respuesta Institucional</h2>
<h3>4.1. Iniciativas Educativas Estancadas</h3>
<p>La falta de financiación ha provocado la parálisis de planes diseñados para mejorar el sistema, entre los que destacan:</p>
<ul>
<li>Planes de refuerzo para la reducción del abandono escolar temprano.</li>
<li>Programas de formación y actualización pedagógica para el profesorado.</li>
<li>Estrategias para la implantación universal de la educación infantil temprana (0-3 años), un área en la que Canarias presenta un notable rezago.</li>
</ul>
<h3>4.2. Posición del Gobierno Autonómico</h3>
<p>La respuesta institucional se ha caracterizado por una actitud pasiva, con declaraciones que aluden a dificultades presupuestarias sin presentar medidas concretas para revertir la situación. La Plataforma por el 5% en Educación ha denunciado la falta de un compromiso real y de un cronograma vinculante para el cumplimiento de la ley, lo que evidencia una falta de responsabilidad política ante un mandato legal y un compromiso ético con el desarrollo sostenible.</p>
<h2>5. Conclusión</h2>
<p>El incumplimiento de la Ley Canaria de Educación no es una mera cuestión contable, sino una decisión política con graves consecuencias para el futuro de Canarias. Esta negligencia socava los cimientos del desarrollo sostenible, condena a miles de estudiantes a una educación precaria y profundiza las desigualdades. Es imperativo que se adopten medidas urgentes y vinculantes para alinear la inversión educativa con los compromisos legales y las metas de la Agenda 2030, garantizando así el derecho fundamental a una educación de calidad para todas las generaciones.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra íntegramente en la crisis del sistema educativo en Canarias, abordando directamente la necesidad de garantizar una educación inclusiva, equitativa y de calidad. La denuncia principal es el incumplimiento de la inversión necesaria para mantener y mejorar la calidad educativa, lo que afecta infraestructuras, personal, recursos y programas de aprendizaje.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El texto subraya cómo la desinversión educativa amplía las desigualdades. Menciona explícitamente que “las becas y ayudas para estudiantes en situación vulnerable han sufrido recortes, ampliando la brecha de desigualdad entre el alumnado”. Además, la falta de recursos para la “atención a la diversidad” y la inclusión educativa perjudica a los estudiantes más vulnerables, contraviniendo el objetivo de reducir las desigualdades de oportunidades.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>Este objetivo es relevante debido a que el artículo denuncia el “incumplimiento sistemático de una ley ignorada”, refiriéndose a la Ley Canaria de Educación de 2014. La “desidia gubernamental”, la “actitud pasiva y evasiva” y la “total falta de responsabilidad” descritas en el texto apuntan a una debilidad institucional y a la falta de rendición de cuentas por parte del gobierno, aspectos que el ODS 16 busca fortalecer.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Metas del ODS 4 (Educación de Calidad)</h3>
<ul>
<li><strong>Meta 4.1:</strong> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad. El artículo evidencia los riesgos para esta meta al describir un “deterioro progresivo de la educación pública canaria” y la falta de financiación para “planes de refuerzo educativo” destinados a reducir el abandono escolar.</li>
<li><strong>Meta 4.2:</strong> Asegurar el acceso a servicios de atención y desarrollo en la primera infancia y a una enseñanza preescolar de calidad. El artículo señala directamente el incumplimiento de esta meta al afirmar que “Canarias sigue a la cola de España en este ámbito [implantación de la educación infantil temprana]”.</li>
<li><strong>Meta 4.5:</strong> Eliminar las disparidades y asegurar el acceso igualitario a todos los niveles de la enseñanza para las personas vulnerables. El texto destaca el “fracaso en la atención a la diversidad” y cómo los programas de inclusión se ven limitados, dejando “en situación de vulnerabilidad a miles de estudiantes con necesidades especiales”.</li>
<li><strong>Meta 4.a:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros e inclusivos. El artículo describe una situación contraria, con “centros educativos en ruinas” e “infraestructuras antiguas y mal mantenidas, sin adecuaciones tecnológicas”.</li>
<li><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados. El texto menciona un “déficit de personal” y la “falta de profesores y especialistas”, además de una “formación docente deficiente” debido a los recortes, lo que va en contra de esta meta.</li>
</ul>
<h3>Metas del ODS 10 (Reducción de las Desigualdades)</h3>
<ul>
<li><strong>Meta 10.3:</strong> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados. El artículo expone cómo los recortes en “becas y ayudas para estudiantes en situación vulnerable” están “ampliando la brecha de desigualdad entre el alumnado”, afectando directamente la igualdad de oportunidades en el acceso y permanencia en el sistema educativo.</li>
</ul>
<h3>Metas del ODS 16 (Paz, Justicia e Instituciones Sólidas)</h3>
<ul>
<li><strong>Meta 16.6:</strong> Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas. El artículo critica la falta de cumplimiento de la Ley Canaria de Educación, describiendo una “total falta de responsabilidad” y una “actitud pasiva y evasiva” del gobierno, lo que demuestra una falla en la eficacia y rendición de cuentas de las instituciones públicas.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo menciona y utiliza un indicador clave, y otros están implícitos en la descripción de los problemas:</p>
<ul>
<li><strong>Indicador Explícito: Gasto público en educación como porcentaje del PIB.</strong> Este es el indicador central del artículo. Se establece una meta clara (5% del PIB, según la Ley Canaria de Educación) y se proporcionan datos concretos para medir el progreso (o retroceso): 3,70% en 2014, 4,63% en 2023, 4,20% en 2024 y una previsión de 4,05% para 2025. Este indicador se alinea con los indicadores globales para medir la financiación del ODS 4.</li>
<li><strong>Indicadores Implícitos:</strong>
<ul>
<li><strong>Proporción de escuelas con infraestructura adecuada:</strong> Implícito en la descripción de “centros educativos en ruinas” e “infraestructuras obsoletas”. La medición del estado de las instalaciones escolares sería un indicador para la Meta 4.a.</li>
<li><strong>Ratio de alumnos por docente cualificado:</strong> Implícito en las menciones al “déficit de personal”, la “falta de profesores” y una “educación masificada”. Medir esta ratio permitiría evaluar el progreso hacia la Meta 4.c.</li>
<li><strong>Tasa de abandono escolar:</strong> Implícito en la referencia a “planes de refuerzo educativo” diseñados para “reducir el abandono escolar”. El seguimiento de esta tasa es fundamental para medir el éxito de la Meta 4.1.</li>
<li><strong>Proporción de escuelas con acceso a tecnologías de la información:</strong> Implícito en la mención a la “brecha digital” y la falta de “adecuaciones tecnológicas”, relevante para la Meta 4.a.</li>
</ul>
</li>
</ul>
<h2>4. Cree una tabla con tres columnas titulada ‘ODS, metas e indicadores’ para presentar los hallazgos del análisis del artículo.</h2>

<table title="ODS, metas e indicadores">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li>4.1: Educación primaria y secundaria de calidad.</li>
<li>4.2: Acceso a educación preescolar de calidad.</li>
<li>4.5: Acceso igualitario para personas vulnerables.</li>
<li>4.a: Instalaciones educativas adecuadas e inclusivas.</li>
<li>4.c: Aumentar la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Explícito:</strong> Gasto en educación como porcentaje del PIB (Meta: 5%; Realidad: 4,20% en 2024).</li>
<li><strong>Implícito:</strong> Tasa de abandono escolar.</li>
<li><strong>Implícito:</strong> Tasa de matriculación en educación infantil.</li>
<li><strong>Implícito:</strong> Proporción de escuelas con infraestructura y tecnología adecuadas.</li>
<li><strong>Implícito:</strong> Ratio de alumnos por docente.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li>10.3: Garantizar la igualdad de oportunidades.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Implícito:</strong> Proporción de estudiantes de hogares vulnerables que reciben ayudas o becas.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li>16.6: Instituciones eficaces y transparentes que rinden cuentas.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Implícito:</strong> Nivel de cumplimiento de la legislación nacional (en este caso, la Ley Canaria de Educación).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://canarias-semanal.org/art/39077/11-anos-de-mentiras-sobre-la-inversion-educativa-el-5-sigue-siendo-un-espejismo">canarias-semanal.org</a></strong></p>
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<title>“Profe, no me copié, usé una IA”: la educación en debate – Perfil</title>
<link>https://sdgtalks.ai/Es/profe-no-me-copie-use-una-ia-la-educacion-en-debate-perfil</link>
<guid>https://sdgtalks.ai/Es/profe-no-me-copie-use-una-ia-la-educacion-en-debate-perfil</guid>
<description><![CDATA[ “Profe, no me copié, usé una IA”: la educación en debate  Perfil ]]></description>
<enclosure url="https://fotos.perfil.com/2025/11/25/trim/1140/641/ia-en-las-escuelas-especialistas-analizan-el-surgimiento-de-esta-nueva-tecnologia-2142642.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 22:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>“Profe, copié, usé, una, IA”:, educación, debate, –, Perfil</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Impacto de la Inteligencia Artificial Generativa en la Educación y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción: La IA como Desafío y Oportunidad para el ODS 4</h3>
<p>El ecosistema educativo global se encuentra en un punto de inflexión debido a la irrupción de plataformas de Inteligencia Artificial (IA) generativa como ChatGPT, Gemini y Claude. Este fenómeno representa un desafío fundamental para la consecución del <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>, que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. El presente informe analiza el uso actual de estas herramientas, los riesgos cognitivos asociados y los nuevos paradigmas pedagógicos que surgen como respuesta para alinear esta revolución tecnológica con las metas de desarrollo sostenible.</p>
<h2>2. Diagnóstico de la Situación Actual</h2>
<h3>2.1. Adopción de la IA en el Proceso de Enseñanza-Aprendizaje</h3>
<p>La integración de la IA generativa no es un fenómeno unilateral, sino que permea a todos los actores del proceso educativo. La evidencia internacional confirma una adopción generalizada:</p>
<ul>
<li><strong>Uso por parte de los estudiantes:</strong> Existe una tendencia creciente entre los alumnos de nivel secundario y primario a utilizar la IA para la resolución de tareas y trabajos prácticos.</li>
<li><strong>Uso por parte de los docentes:</strong> Los educadores también están integrando estas herramientas para optimizar sus procesos de trabajo. Según el informe de <strong>Educause</strong> (2024), los profesores utilizan la IA para ahorrar tiempo en la corrección y en la preparación de clases.</li>
<li><strong>Tendencia global:</strong> Estudios de la <strong>International Journal of Educational Technology in Higher Education</strong> en Europa y encuestas del <strong>Observatorio Nacional de Tecnología y Sociedad</strong> en América Latina y España confirman que la asistencia en la evaluación y la creación de materiales didácticos son las aplicaciones más frecuentes.</li>
</ul>
<p>Este ciclo, donde las tareas son creadas, resueltas y corregidas con IA, plantea un riesgo directo a la calidad educativa (ODS 4), al amenazar con automatizar el razonamiento crítico tanto en estudiantes como en docentes.</p>
<h3>2.2. Riesgos Cognitivos y Éticos para una Educación de Calidad</h3>
<p>La delegación de procesos cognitivos a la IA presenta serias amenazas para el desarrollo de competencias fundamentales, contraviniendo directamente la <strong>Meta 4.4 del ODS 4</strong>, que busca asegurar las competencias necesarias para el empleo y el emprendimiento.</p>
<ol>
<li><strong>Deterioro de la memoria y conocimiento superficial:</strong> El Dr. <strong>Daniel Willingham</strong>, neurocientífico cognitivo, advierte que al omitir el esfuerzo de síntesis y paráfrasis, se impide la codificación de información en la memoria a largo plazo, pudiendo generar una “amnesia digital”.</li>
<li><strong>Reducción del pensamiento crítico:</strong> La Dra. <strong>Sarah Rose Cavanagh</strong> ha documentado que la evasión del esfuerzo cognitivo reduce la tolerancia a la frustración y la práctica de habilidades de pensamiento de alto nivel. La inmediatez de la IA anula la oportunidad de estructurar argumentos propios.</li>
<li><strong>Falta de apropiación intelectual:</strong> El <strong>Center for Digital Education</strong> confirma que los estudiantes que utilizan IA para generar textos a menudo no son capaces de justificar o explicar el contenido, lo que evidencia una falta de aprendizaje real y plantea dilemas éticos sobre la integridad académica.</li>
</ol>
<h2>3. Hacia un Nuevo Paradigma Pedagógico Alineado con los ODS</h2>
<p>Para que la IA se convierta en un catalizador y no en un obstáculo para el ODS 4, es imperativo un cambio de paradigma evaluativo. El foco debe transitar de la producción de contenido a la articulación, crítica y validación del conocimiento, promoviendo una ciudadanía digital responsable, en línea con la <strong>Meta 4.7 del ODS 4</strong>.</p>
<h3>3.1. El Enfoque del Conectivismo: El Estudiante como Curador Crítico</h3>
<p>Impulsada por pensadores como <strong>Stephen Downes</strong>, esta visión redefine el rol del estudiante. Ya no es un mero generador de texto, sino un curador experto cuya tarea es criticar y validar la información producida por la máquina. El valor pedagógico reside en el juicio humano y la articulación ética.</p>
<ul>
<li><strong>Ejemplo de aplicación:</strong> Solicitar a los estudiantes que utilicen IA para generar un ensayo y, posteriormente, verificar la validez de sus afirmaciones con fuentes oficiales, evaluar sus sesgos y justificar su publicabilidad. Este ejercicio fomenta la alfabetización mediática e informacional.</li>
</ul>
<h3>3.2. Alfabetización Algorítmica para la Ciudadanía Digital</h3>
<p>La analista <strong>Cathy O’Neil</strong> propone una alfabetización algorítmica profunda. El objetivo es que los alumnos aprendan a deconstruir las respuestas de la IA para interrogar sus sesgos, limitaciones y fuentes de entrenamiento. Este enfoque convierte la enseñanza en un ejercicio práctico de pensamiento crítico aplicado a la tecnología.</p>
<ul>
<li><strong>Ejemplo de aplicación:</strong> Pedir a una IA que argumente sobre un tema, formularle preguntas con enfoques opuestos y comparar las respuestas para identificar sesgos ideológicos o de datos. Esta práctica es fundamental para promover sociedades justas e inclusivas (<strong>ODS 10 y ODS 16</strong>).</li>
</ul>
<h2>4. Estudio de Caso: Integración Curricular de la IA en China</h2>
<p>China ha adoptado un enfoque proactivo al integrar la enseñanza de la IA directamente en la currícula de educación primaria y secundaria. Esta estrategia nacional busca asegurar el liderazgo tecnológico del país, alineándose con el <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>.</p>
<ul>
<li><strong>Objetivo central:</strong> Formar a las nuevas generaciones para que no solo consuman IA, sino que la comprendan, la dominen y la desarrollen.</li>
<li><strong>Implementación:</strong> La formación en IA se incluye desde los seis años, con una carga horaria progresiva, tanto como asignatura independiente como de forma transversal en materias como Matemáticas y Ciencia.</li>
<li><strong>Impacto:</strong> Este modelo garantiza una cobertura total del conocimiento fundamental sobre algoritmos y sistemas, preparando a los estudiantes con las competencias técnicas requeridas por el mercado laboral futuro (Meta 4.4).</li>
</ul>
<h2>5. Conclusiones y Recomendaciones</h2>
<p>La Inteligencia Artificial generativa es una fuerza transformadora ineludible en la educación. Ignorar su impacto o intentar prohibirla son estrategias inviables que contravienen el espíritu de innovación necesario para alcanzar los Objetivos de Desarrollo Sostenible. Para asegurar que esta tecnología contribuya positivamente al <strong>ODS 4 (Educación de Calidad)</strong>, se recomienda:</p>
<ol>
<li><strong>Reformular los métodos de evaluación:</strong> Priorizar el análisis crítico, la validación de fuentes y la argumentación sobre la mera producción de contenido.</li>
<li><strong>Capacitar al cuerpo docente:</strong> Dotar a los educadores de las herramientas y marcos pedagógicos necesarios para integrar la IA de manera constructiva.</li>
<li><strong>Integrar la alfabetización digital y algorítmica:</strong> Incluir en el currículo la enseñanza sobre el funcionamiento, los sesgos y las implicaciones éticas de la IA.</li>
</ol>
<p>La adaptación proactiva de los sistemas educativos es fundamental. Solo mediante un rediseño intencionado de la pedagogía será posible domar este fenómeno tecnológico y transformar su potencial en una herramienta para forjar una educación más equitativa, innovadora y de calidad para todos.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra directamente en el impacto de la Inteligencia Artificial en el “ecosistema educativo”. Analiza cómo la IA está cambiando los métodos de enseñanza, aprendizaje y evaluación desde la educación primaria hasta la superior. Discute la necesidad de adaptar la pedagogía para garantizar que los estudiantes desarrollen habilidades cruciales como el pensamiento crítico, la curación de información y la alfabetización algorítmica, en lugar de simplemente delegar tareas cognitivas. Esto se alinea con el objetivo de asegurar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos.</p>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>El artículo aborda la IA como una innovación tecnológica disruptiva. El caso de China, que ha integrado la enseñanza de la IA en la currícula escolar para “asegurar el liderazgo tecnológico del país”, es un ejemplo claro de cómo una nación está fomentando la innovación y mejorando su capacidad tecnológica desde la base educativa. Esto se conecta con el objetivo de construir infraestructuras resilientes, promover la industrialización inclusiva y sostenible y fomentar la innovación.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.4: Aumentar las competencias para acceder al empleo</h3>
<p>El artículo enfatiza la necesidad de un cambio de paradigma educativo para que los estudiantes dejen de ser “simples generadores de texto” y se conviertan en “curadores expertos”. Las propuestas de “alfabetización algorítmica” y la capacidad de “desarmar las respuestas ofrecidas por la Inteligencia Artificial para interrogar sus sesgos” son competencias técnicas y profesionales directamente relevantes para el mercado laboral actual y futuro. El texto sugiere que las habilidades tradicionales están siendo desafiadas por la IA, y se deben fomentar nuevas competencias para que los jóvenes y adultos puedan acceder al empleo decente.</p>
</li>
<li>
<h3>Meta 4.7: Conocimientos para el desarrollo sostenible</h3>
<p>La discusión sobre la necesidad de que los estudiantes evalúen la “imparcialidad o sesgo del ensayo original de la IA” y justifiquen sus “criterios de curación” se alinea con la adquisición de conocimientos para promover el desarrollo sostenible. Fomentar el pensamiento crítico sobre la tecnología, entender sus sesgos y limitaciones, y tomar decisiones éticas sobre la información son habilidades fundamentales para formar ciudadanos responsables en una sociedad cada vez más digitalizada.</p>
</li>
<li>
<h3>Meta 9.5: Fomentar la innovación y mejorar la capacidad tecnológica</h3>
<p>El artículo menciona explícitamente que el objetivo de China al introducir la IA en las escuelas es “asegurar el liderazgo tecnológico del país, buscando que las nuevas generaciones no solo consuman la IA, sino que la comprendan y la dominen”. Esta política educativa es una estrategia directa para mejorar la capacidad tecnológica nacional y fomentar la innovación desde una edad temprana, lo que se alinea perfectamente con esta meta.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.4</h3>
<p>El artículo menciona que el plan de China exige “la inclusión de la formación en IA desde la escuela primaria… a través de un mínimo de horas anuales que se incrementan progresivamente”. Esto sugiere un indicador medible: <strong>el número de horas de enseñanza sobre IA y alfabetización digital integradas en los planes de estudio nacionales en los niveles de educación primaria y secundaria.</strong></p>
</li>
<li>
<h3>Indicador implícito para la Meta 4.7</h3>
<p>Los ejemplos de tareas propuestos, como “identifique tres afirmaciones clave del texto generado y verifique su validez” o “identifique los sesgos ideológicos, políticos o de datos que subyacen en las respuestas de la IA”, implican la necesidad de evaluar el desarrollo de habilidades específicas. Un indicador podría ser: <strong>la proporción de estudiantes que demuestran competencia en la evaluación crítica y la verificación de información generada por sistemas de IA</strong>, medido a través de evaluaciones estandarizadas o rúbricas específicas.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 9.5</h3>
<p>La decisión de China de que la enseñanza de la IA se imparta “como asignatura independiente en ciertas regiones” y “de forma transversal dentro de materias troncales” es una acción política concreta. Un indicador para medir el progreso en la mejora de la capacidad tecnológica a través de la educación sería: <strong>el porcentaje del currículo educativo nacional que integra formalmente la enseñanza de los principios y aplicaciones de la inteligencia artificial.</strong></p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.4:</strong> De aquí a 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</td>
<td><strong>Indicador implícito:</strong> Número de horas de enseñanza sobre IA y alfabetización digital integradas en los planes de estudio nacionales en los niveles de educación primaria y secundaria.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.7:</strong> De aquí a 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible.</td>
<td><strong>Indicador implícito:</strong> Proporción de estudiantes que demuestran competencia en la evaluación crítica y la verificación de información generada por sistemas de IA.</td>
</tr>
<tr>
<td><strong>ODS 9: Industria, Innovación e Infraestructura</strong></td>
<td><strong>Meta 9.5:</strong> Aumentar la investigación científica y mejorar la capacidad tecnológica de los sectores industriales de todos los países, […] fomentando la innovación.</td>
<td><strong>Indicador implícito:</strong> Porcentaje del currículo educativo nacional que integra formalmente la enseñanza de los principios y aplicaciones de la inteligencia artificial.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.perfil.com/noticias/educacion/profe-no-me-copie-use-una-ia-la-educacion-en-debate.phtml">perfil.com</a></strong></p>
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<title>Exclusión de becas en el presupuesto 2026 pone en riesgo la educación de miles de jóvenes, alerta FIPES – RPP</title>
<link>https://sdgtalks.ai/Es/exclusion-de-becas-en-el-presupuesto-2026-pone-en-riesgo-la-educacion-de-miles-de-jovenes-alerta-fipes-rpp</link>
<guid>https://sdgtalks.ai/Es/exclusion-de-becas-en-el-presupuesto-2026-pone-en-riesgo-la-educacion-de-miles-de-jovenes-alerta-fipes-rpp</guid>
<description><![CDATA[ Exclusión de becas en el presupuesto 2026 pone en riesgo la educación de miles de jóvenes, alerta FIPES  RPP ]]></description>
<enclosure url="https://e.rpp-noticias.io/large/2025/11/25/471547_1815485.webp" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 22:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Exclusión, becas, presupuesto, 2026, pone, riesgo, educación, miles, jóvenes, alerta, FIPES, –, RPP</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Riesgo Presupuestal para Programas de Becas y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Alerta Crítica sobre la Omisión de Fondos para Beca 18 y Beca Tec</h3>
<p>La Federación de Instituciones Privadas de Educación Superior (FIPES) ha emitido una alerta de alta prioridad dirigida al Congreso de la República, instando a la rectificación de una omisión crítica en el proyecto de Ley del Presupuesto 2026. La exclusión de las partidas presupuestales destinadas a los programas Beca 18 y Beca Tec amenaza con paralizar procesos de convocatoria ya iniciados, afectando a miles de jóvenes y contraviniendo directamente los compromisos del país con la Agenda 2030.</p>
<h3>Afectación Directa a los Objetivos de Desarrollo Sostenible</h3>
<p>La falta de financiamiento para estos programas representa un retroceso significativo en el avance hacia varios Objetivos de Desarrollo Sostenible (ODS) fundamentales:</p>
<ol>
<li><strong>ODS 4 (Educación de Calidad):</strong> Se pone en riesgo el acceso a una educación superior inclusiva y de calidad para jóvenes talentosos en situación de vulnerabilidad, pilar fundamental para el desarrollo del capital humano del país.</li>
<li><strong>ODS 1 (Fin de la Pobreza) y ODS 10 (Reducción de las Desigualdades):</strong> Estos programas son herramientas probadas de movilidad social que permiten romper ciclos de pobreza. Su interrupción agudizaría las brechas de desigualdad, dejando sin oportunidades a quienes más las necesitan.</li>
<li><strong>ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> Beca Tec, en particular, está diseñada para fortalecer la formación en áreas tecnológicas de alta demanda, siendo un motor para la competitividad nacional y la creación de una fuerza laboral calificada que impulse el crecimiento económico sostenible.</li>
</ol>
<h3>Análisis del Proceso y Consecuencias Inminentes</h3>
<p>El riesgo no es una proyección a futuro, sino una amenaza inmediata para procesos en curso que han generado expectativas legítimas en la juventud peruana.</p>
<ul>
<li><strong>Convocatorias en Marcha:</strong> PRONABEC ya ha ejecutado fases clave de la convocatoria 2026 para Beca 18, incluyendo la inscripción y el examen de preselección.</li>
<li><strong>Incertidumbre para Miles de Jóvenes:</strong> La lista de preseleccionados está programada para publicarse el 22 de diciembre. La no aprobación del presupuesto frustraría las aspiraciones de estos jóvenes, generando un costo social y político inaceptable.</li>
<li><strong>Inversión Estratégica en Riesgo:</strong> Beca 18 ha beneficiado a más de 100,000 estudiantes en 14 años, consolidándose como una inversión estatal de alto impacto y éxito comprobado.</li>
</ul>
<p>Fernando Barrios, presidente de FIPES, advirtió que “el costo político y social de frustrar estas convocatorias es inaceptable”, subrayando que la omisión presupuestal dejaría de lado a miles de jóvenes talentosos que ya han participado en el proceso.</p>
<h3>Exhortación y Recomendaciones para la Acción Gubernamental</h3>
<p>En vista de la situación, FIPES presenta las siguientes recomendaciones urgentes:</p>
<ul>
<li><strong>Al Poder Legislativo:</strong> Se exhorta al Pleno del Congreso a incluir la provisión presupuestaria necesaria para garantizar la continuidad y cobertura de las nuevas becas en el Dictamen final de la Ley de Presupuesto del Sector Público para el Año Fiscal 2026.</li>
<li><strong>Al Poder Ejecutivo:</strong> Se solicita mantener un compromiso firme con la protección y el fortalecimiento de estos programas sociales, que son una inversión estratégica para el cumplimiento de los ODS y el desarrollo sostenible del Perú.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li><strong>Explicación:</strong> El núcleo del artículo es la defensa de los programas de becas “Beca 18” y “Beca Tec”, cuyo objetivo principal es “garantizar el acceso a una educación superior de calidad”. La discusión sobre la financiación de estos programas está directamente ligada a asegurar oportunidades educativas equitativas y de calidad para los jóvenes peruanos.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li><strong>Explicación:</strong> El artículo especifica que Beca 18 ha beneficiado a “estudiantes de alto rendimiento en situación de vulnerabilidad”. Al proporcionar acceso a la educación superior a jóvenes que de otro modo no podrían permitírselo, estos programas son una herramienta directa para reducir la brecha de oportunidades y promover la “movilidad social”, abordando así la desigualdad económica y social.</li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li><strong>Explicación:</strong> Se menciona que “Beca Tec impulsa la formación en carreras tecnológicas y técnico-productivas de alta demanda en el mercado laboral”. Esto conecta directamente la educación con la empleabilidad y el desarrollo económico, ya que prepara a los jóvenes con habilidades relevantes para “responder a las necesidades del sector productivo y promover el crecimiento del país”, contribuyendo a la creación de una fuerza laboral calificada.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.3:</h3>
<p><em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em></p>
<ul>
<li><strong>Explicación:</strong> El artículo se centra en la necesidad de financiar Beca 18 y Beca Tec, programas que facilitan precisamente este acceso. La alerta de FIPES busca evitar que “miles de jóvenes talentosos” vean frustradas sus “expectativas” de ingreso a la educación superior y técnica.</li>
</ul>
</li>
<li>
<h3>Meta 4.5:</h3>
<p><em>“Para 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidos los pueblos indígenas y los niños en situaciones de vulnerabilidad”.</em></p>
<ul>
<li><strong>Explicación:</strong> El artículo destaca que Beca 18 se ha consolidado beneficiando a estudiantes “en situación de vulnerabilidad”. La defensa del programa es una acción directa para asegurar que estos grupos vulnerables no sean “dejados de lado” y tengan las mismas oportunidades educativas.</li>
</ul>
</li>
<li>
<h3>Meta 10.2:</h3>
<p><em>“Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”.</em></p>
<ul>
<li><strong>Explicación:</strong> Al ofrecer un camino hacia la educación superior para jóvenes de bajos recursos, las becas actúan como un mecanismo de inclusión social y económica. El artículo advierte que la falta de presupuesto afectaría la “movilidad social”, un componente clave de la inclusión y la reducción de la desigualdad.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores oficiales de los ODS con su codificación, pero sí proporciona datos y conceptos que funcionan como indicadores implícitos o proxy para medir el progreso:</p>
<ol>
<li>
<h3>Número de beneficiarios de programas de becas</h3>
<ul>
<li><strong>Explicación:</strong> El dato de que Beca 18 “ha beneficiado a más de 100 mil estudiantes” es un indicador cuantitativo directo del alcance de las políticas de acceso a la educación superior (relevante para la Meta 4.3). El número de nuevas becas que se otorgarían en la convocatoria 2026, y que están en riesgo, también es un indicador clave del progreso o retroceso en este objetivo.</li>
</ul>
</li>
<li>
<h3>Número de estudiantes de grupos vulnerables con acceso a educación superior</h3>
<ul>
<li><strong>Explicación:</strong> Dado que el programa se enfoca en estudiantes “en situación de vulnerabilidad”, el número total de becarios de Beca 18 sirve como un indicador específico para medir el progreso en la Meta 4.5, que busca garantizar el acceso educativo para los más vulnerables.</li>
</ul>
</li>
<li>
<h3>Inversión pública en programas de ayuda financiera para la educación</h3>
<ul>
<li><strong>Explicación:</strong> La discusión central del artículo es la necesidad de incluir “las partidas presupuestales para Beca 18 y Beca Tec en la Ley del Presupuesto 2026”. El monto asignado en el presupuesto nacional para estas becas es un indicador financiero crucial del compromiso del Estado para alcanzar las metas 4.3 y 10.2, ya que refleja la inversión en igualdad de oportunidades educativas.</li>
</ul>
</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</li>
<li><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para las personas vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>Número total de estudiantes beneficiados por los programas de becas (menciona “más de 100 mil estudiantes” para Beca 18).</li>
<li>Número de nuevas becas ofrecidas en cada convocatoria (la convocatoria 2026 está en riesgo).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Número de becas otorgadas a estudiantes “en situación de vulnerabilidad”.</li>
<li>Impacto en la “movilidad social” de los egresados (concepto cualitativo mencionado).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
<ul>
<li>(Relacionado con la Meta 8.6) Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</li>
</ul>
</td>
<td>
<ul>
<li>Número de estudiantes formados en carreras “de alta demanda en el mercado laboral” a través de Beca Tec.</li>
<li>Inversión en programas que fortalecen la “competitividad del país”.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://rpp.pe/campanas/publirreportaje/exclusion-de-becas-en-el-presupuesto-2026-pone-en-riesgo-la-educacion-de-miles-de-jovenes-alerta-fipes-noticia-1665313">rpp.pe</a></strong></p>
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<title>Realizaron Jornada sobre ESI y Discapacidad en Junín – Universidad Nacional de Cuyo</title>
<link>https://sdgtalks.ai/Es/realizaron-jornada-sobre-esi-y-discapacidad-en-junin-universidad-nacional-de-cuyo</link>
<guid>https://sdgtalks.ai/Es/realizaron-jornada-sobre-esi-y-discapacidad-en-junin-universidad-nacional-de-cuyo</guid>
<description><![CDATA[ Realizaron Jornada sobre ESI y Discapacidad en Junín  Universidad Nacional de Cuyo ]]></description>
<enclosure url="https://educacion.uncuyo.edu.ar/cache/fc3bd1fb70e3091b68afbe770d550814_315_600_c.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 16:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Realizaron, Jornada, sobre, ESI, Discapacidad, Junín, –, Universidad, Nacional, Cuyo</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Iniciativa Educativa: “ESI y Discapacidad”</h2>
<h3>Contexto y Objetivos de la Formación</h3>
<p>Se llevó a cabo una jornada de formación profesional intensiva denominada “ESI y Discapacidad: Estrategias Pedagógicas en el Aula”, orientada a fortalecer las capacidades del personal docente para la implementación de la Educación Sexual Integral (ESI) con un enfoque inclusivo. La iniciativa representa un esfuerzo colaborativo fundamental para el avance de una agenda educativa alineada con el desarrollo sostenible.</p>
<p>Las entidades responsables de esta articulación estratégica fueron:</p>
<ul>
<li>El Consejo Social de la Universidad Nacional de Cuyo (UNCuyo).</li>
<li>La Municipalidad de Junín.</li>
<li>El Honorable Concejo Deliberante de Junín.</li>
<li>El Instituto de Educación, Sexualidad y Derechos de la Facultad de Educación de la UNCuyo.</li>
<li>La Fundación Huanomi.</li>
</ul>
<p>El objetivo principal fue proveer herramientas pedagógicas, éticas y comunitarias para garantizar el acceso a una educación sexual integral, equitativa y de calidad para personas con discapacidad.</p>
<h3>Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta capacitación contribuye de manera directa y significativa al cumplimiento de varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030:</p>
<ol>
<li><strong>ODS 4: Educación de Calidad:</strong> La formación promueve una educación inclusiva y equitativa al capacitar a docentes en estrategias pedagógicas específicas para estudiantes con discapacidad, asegurando que nadie se quede atrás en el acceso al conocimiento sobre sexualidad y derechos.</li>
<li><strong>ODS 5: Igualdad de Género:</strong> Al implementar la ESI, se empodera a todas las personas, incluidas aquellas con discapacidad, para que tomen decisiones informadas sobre sus cuerpos y sus vidas, un pilar fundamental para alcanzar la igualdad de género y el bienestar.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> El enfoque explícito en la discapacidad aborda directamente la necesidad de reducir las desigualdades, promoviendo la inclusión social y educativa de uno de los colectivos más vulnerables.</li>
<li><strong>ODS 17: Alianzas para lograr los Objetivos:</strong> La coorganización entre una universidad pública, gobiernos locales y una fundación de la sociedad civil es un claro ejemplo del poder de las alianzas multisectoriales para implementar programas de alto impacto y avanzar hacia el desarrollo sostenible.</li>
</ol>
<h3>Impacto y Proyecciones</h3>
<p>La iniciativa no solo fortalece las competencias profesionales de los educadores, sino que también impulsa un cambio cultural hacia la creación de entornos educativos más justos, seguros e inclusivos. Se proyecta que las herramientas adquiridas tendrán un efecto multiplicador en las aulas, garantizando el pleno ejercicio de los derechos de los estudiantes con discapacidad y consolidando el compromiso de la comunidad con los principios del desarrollo sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> El artículo se centra en una “capacitación profesional intensiva” y en proveer “herramientas pedagógicas”. El objetivo es mejorar la calidad de la educación al hacerla más inclusiva, abordando específicamente las necesidades de las personas con discapacidad en el contexto de la Educación Sexual Integral (ESI).
    </li>
<li>
        <strong>ODS 5: Igualdad de Género:</strong> La Educación Sexual Integral (ESI) es un componente fundamental para alcanzar la igualdad de género. Al proveer formación sobre ESI, se promueve el conocimiento sobre derechos, el respeto mutuo y la toma de decisiones informadas sobre el propio cuerpo, lo cual es clave para empoderar a todas las personas, incluidas aquellas con discapacidad.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> El enfoque explícito en “Discapacidad” conecta directamente con este objetivo. La iniciativa busca reducir las barreras educativas y sociales que enfrentan las personas con discapacidad, asegurando que tengan acceso a una educación sexual integral y de calidad, promoviendo así su inclusión y la igualdad de oportunidades.
    </li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos:</strong> El artículo destaca la colaboración entre múltiples actores para llevar a cabo la formación. Menciona al “Consejo Social de la UNCuyo, la Municipalidad de Junín y el Concejo Deliberante de Junín”, además de la coorganización con la “Fundación Huanomi”. Esta alianza entre una institución académica, el gobierno local y una organización de la sociedad civil es un claro ejemplo de las alianzas necesarias para alcanzar los ODS.
    </li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
        <strong>Meta 4.5:</strong> “Para 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad, los pueblos indígenas y los niños en situaciones de vulnerabilidad”. El artículo aborda esta meta directamente al centrar la capacitación en la implementación de la ESI con un “enfoque en la discapacidad”, buscando asegurar que este grupo vulnerable tenga acceso a una educación completa e inclusiva.
    </li>
<li>
        <strong>Meta 4.7:</strong> “Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para… los derechos humanos, la igualdad de género…”. La formación en “Educación, Sexualidad y Derechos” (ESI) contribuye directamente a esta meta al capacitar a los educadores para impartir conocimientos sobre derechos humanos e igualdad.
    </li>
<li>
        <strong>Meta 10.2:</strong> “Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. La capacitación busca proveer herramientas para la inclusión de personas con discapacidad en un aspecto crucial de la educación y la vida social, como es la sexualidad, promoviendo su empoderamiento e inclusión.
    </li>
<li>
        <strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”. La colaboración entre la UNCuyo (pública), la Municipalidad de Junín (pública) y la Fundación Huanomi (sociedad civil) para desarrollar la formación es un ejemplo práctico de esta meta.
    </li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona explícitamente ningún indicador cuantitativo de los ODS. Sin embargo, la naturaleza de la actividad descrita se relaciona implícitamente con la forma en que se miden ciertas metas.</p>
<ul>
<li>
        <strong>Indicador Implícito para la Meta 4.7:</strong> El indicador <strong>4.7.1</strong> mide la “medida en que i) la educación para la ciudadanía mundial y ii) la educación para el desarrollo sostenible están incorporadas en a) las políticas nacionales de educación, b) los planes de estudio, c) la formación del profesorado y d) la evaluación de los alumnos”. La capacitación “ESI y Discapacidad: Estrategias Pedagógicas en el Aula” es una acción directa de “formación del profesorado” (c), por lo que el número de docentes capacitados podría servir como una medida de progreso para este indicador.
    </li>
<li>
        <strong>Indicador Implícito para la Meta 10.2:</strong> Aunque no se menciona un indicador específico, la propia existencia de programas de formación destinados a mejorar la inclusión de personas con discapacidad es una medida cualitativa del progreso. El número de programas de este tipo o el número de profesionales que reciben herramientas para la inclusión de personas con discapacidad podrían ser métricas relevantes para evaluar el avance hacia la promoción de la inclusión social (Indicador <strong>10.2.1</strong>).
    </li>
</ul>
<h2>4. Cree una tabla con tres columnas titulada ‘ODS, metas e indicadores’ para presentar los hallazgos del análisis del artículo.</h2>
<h3>ODS, metas e indicadores</h3>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador (Mencionado o Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para personas con discapacidad.</td>
<td>Implícito: Número de docentes capacitados en pedagogías inclusivas para personas con discapacidad.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.7:</strong> Asegurar que los alumnos adquieran conocimientos para promover los derechos humanos y la igualdad de género.</td>
<td>Implícito: La iniciativa de formación docente se alinea con el Indicador <strong>4.7.1</strong> (medida en que la educación sobre derechos humanos se incorpora en la formación del profesorado).</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>10.2:</strong> Potenciar y promover la inclusión social de todas las personas, independientemente de su discapacidad.</td>
<td>Implícito: Creación y ejecución de programas de formación enfocados en la inclusión de personas con discapacidad.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.17:</strong> Fomentar alianzas eficaces entre los sectores público y de la sociedad civil.</td>
<td>Implícito: El número de alianzas multisectoriales (universidad, gobierno, sociedad civil) formadas para implementar programas educativos.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://educacion.uncuyo.edu.ar/realizaron-jornada-sobre-esi-y-discapacidad-en-junin">educacion.uncuyo.edu.ar</a></strong></p>
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<item>
<title>Servicio OGPI – Oficina de Gestión de Proyectos Institucionales – ua.es</title>
<link>https://sdgtalks.ai/Es/servicio-ogpi-oficina-de-gestion-de-proyectos-institucionales-uaes</link>
<guid>https://sdgtalks.ai/Es/servicio-ogpi-oficina-de-gestion-de-proyectos-institucionales-uaes</guid>
<description><![CDATA[ Servicio OGPI - Oficina de Gestión de Proyectos Institucionales  ua.es ]]></description>
<enclosure url="https://web.ua.es/es/ogpi/cabecera.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 16:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Servicio, OGPI, –, Oficina, Gestión, Proyectos, Institucionales, –, ua.es</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Avance de la Inclusión en la Educación Superior en Ruanda en el Marco de los Objetivos de Desarrollo Sostenible</h2>
<p>Entre octubre y noviembre de 2025, se llevó a cabo una misión de seguimiento por parte del National Council of Persons with Disabilities (NCPD) a tres universidades ruandesas participantes en el Proyecto ANSWER. El objetivo principal fue evaluar los avances en la implementación de políticas de inclusión, en línea con los Objetivos de Desarrollo Sostenible (ODS), particularmente el ODS 4 (Educación de Calidad) y el ODS 10 (Reducción de las Desigualdades).</p>
<h3>Evaluación en la University of Rwanda (UR): Impulsando el ODS 4</h3>
<p>La misión inició los días 4 y 5 de octubre en los campus de UR Nyagatare y UR Rukara de la University of Rwanda – College of Education (UR-CE). Las actividades se centraron en garantizar el acceso igualitario a la educación superior, un pilar del ODS 4.</p>
<ul>
<li><b>Reuniones estratégicas:</b> Se mantuvieron encuentros con el equipo directivo para alinear las políticas universitarias con las metas de inclusión del ODS 4.5, que busca eliminar disparidades y asegurar el acceso para personas con discapacidad.</li>
<li><b>Inspección de infraestructuras:</b> Se recorrieron las instalaciones de apoyo para verificar su adecuación, conforme al ODS 4.a, que promueve entornos de aprendizaje seguros e inclusivos.</li>
<li><b>Diálogo con beneficiarios:</b> Se realizaron conversaciones directas con estudiantes con discapacidad (SWDs) para identificar barreras y oportunidades de mejora, reforzando el enfoque centrado en el estudiante.</li>
</ul>
<h3>Fortalecimiento de Entornos Inclusivos en INES-Ruhengeri: Contribución al ODS 10</h3>
<p>Los días 27 y 28 de octubre, la delegación del NCPD, encabezada por su Secretario Ejecutivo, Sr. NDAYISABA Emmanuel, visitó INES-Ruhengeri. La visita subrayó el compromiso de la institución con la reducción de desigualdades (ODS 10).</p>
<ul>
<li><b>Análisis del Student Support Centre:</b> Se evaluó el centro de apoyo creado por el proyecto ANSWER, una herramienta clave para promover la inclusión social y académica de los estudiantes, en consonancia con la meta 10.2 del ODS 10.</li>
<li><b>Evaluación de accesibilidad:</b> Se analizó la accesibilidad general del campus para garantizar que las infraestructuras no constituyan una barrera para la participación plena.</li>
<li><b>Impacto positivo:</b> El estudiantado confirmó el impacto favorable del centro en su desarrollo, demostrando que las acciones institucionales contribuyen directamente a reducir la brecha de desigualdad en el ámbito educativo.</li>
</ul>
<h3>Recomendaciones Estratégicas en la East African University Rwanda (EAUR) para la Igualdad de Oportunidades</h3>
<p>La misión concluyó los días 3 y 4 de noviembre en la East African University Rwanda (EAUR), donde se reafirmó el compromiso con la igualdad de oportunidades, un principio fundamental de los ODS. Tras la evaluación del Student Support Centre (Resource Room) y las reuniones con directivos y estudiantes, se emitieron las siguientes recomendaciones:</p>
<ol>
<li><b>Capacitación del personal:</b> Reforzar la formación del personal docente y administrativo en materia de inclusión para garantizar una educación de calidad (ODS 4).</li>
<li><b>Mejora de tecnologías de apoyo:</b> Incrementar la disponibilidad y calidad de las herramientas tecnológicas para facilitar el aprendizaje de estudiantes con discapacidad.</li>
<li><b>Ampliación de la accesibilidad física:</b> Continuar con la adaptación de las infraestructuras para crear un campus universalmente accesible (ODS 4.a).</li>
<li><b>Intensificación de alianzas:</b> Fortalecer la colaboración con autoridades locales y centros educativos, en línea con el ODS 17 (Alianzas para lograr los Objetivos).</li>
</ol>
<h3>Conclusiones y Sinergias: El Proyecto ANSWER como Catalizador del ODS 17</h3>
<p>Estas visitas institucionales, enmarcadas en el Proyecto ANSWER y cofinanciadas por la Unión Europea, representan un avance significativo hacia la consolidación de un sistema de educación superior inclusivo en Ruanda. La colaboración activa entre el NCPD, las universidades y el consorcio del proyecto es un claro ejemplo del ODS 17, demostrando que las alianzas multisectoriales son esenciales para alcanzar una educación equitativa y empoderar a todos los estudiantes, sin dejar a nadie atrás.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo aborda principalmente tres Objetivos de Desarrollo Sostenible (ODS) debido a su enfoque en la educación inclusiva, la reducción de la desigualdad para las personas con discapacidad y la colaboración entre diversas instituciones.</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo más prominente, ya que todo el artículo se centra en “promover entornos de aprendizaje accesibles y centrados en el estudiante en la educación superior”. Las visitas a las tres universidades ruandesas tienen como fin “revisar los avances en materia de inclusión de la discapacidad” en el ámbito educativo, lo cual está directamente relacionado con garantizar una educación inclusiva, equitativa y de calidad.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo se enfoca explícitamente en la inclusión de “estudiantes con discapacidad (SWDs)”. El objetivo del Proyecto ANSWER y las visitas del NCPD es “reforzar la colaboración para promover entornos de aprendizaje accesibles” y garantizar la “igualdad de oportunidades de aprendizaje para todas las personas”. Esto aborda directamente la necesidad de reducir las desigualdades y promover la inclusión social de las personas con discapacidad.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo destaca una colaboración multifacética. Describe una alianza entre una entidad gubernamental (National Council of Persons with Disabilities – NCPD), tres instituciones académicas (University of Rwanda, INES-Ruhengeri, East African University Rwanda) y un consorcio internacional (Proyecto ANSWER), que además es “cofinanciado por la Unión Europea”. Esta “colaboración continua” es un claro ejemplo de una alianza entre múltiples interesados para alcanzar objetivos de desarrollo.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Basado en el contenido, se pueden identificar varias metas específicas de los ODS mencionados anteriormente:</p>
<ul>
<li>
<h3>Meta 4.5: Eliminar las disparidades en la educación y garantizar el acceso igualitario</h3>
<p>Esta meta busca “asegurar el acceso igualitario a todos los niveles de la enseñanza […] para las personas vulnerables, incluidas las personas con discapacidad”. El artículo se alinea perfectamente con esta meta, ya que el objetivo principal de las visitas y del Proyecto ANSWER es evaluar y mejorar la inclusión de “estudiantes con discapacidad” en la educación superior en Ruanda.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas inclusivas y seguras</h3>
<p>Esta meta se enfoca en “adecuar instalaciones educativas que tengan en cuenta […] la discapacidad”. El artículo menciona explícitamente que la delegación “recorrió las instalaciones de apoyo al estudiantado”, “analizó la accesibilidad del campus” y recomendó la “ampliación de la accesibilidad física”, lo que demuestra un esfuerzo directo por cumplir con esta meta.</p>
</li>
<li>
<h3>Meta 10.2: Promover la inclusión social, económica y política universal</h3>
<p>Esta meta busca “potenciar y promover la inclusión social […] de todas las personas, independientemente de su […] discapacidad”. El artículo destaca que los estudiantes reconocieron el “impacto positivo del centro en su inclusión académica y social” y que el proyecto busca la “participación plena para todos los estudiantes con discapacidad”, lo cual se alinea con el fomento de la inclusión social en el entorno educativo.</p>
</li>
<li>
<h3>Meta 17.16: Mejorar la Alianza Mundial para el Desarrollo Sostenible</h3>
<p>Esta meta se refiere a las “alianzas entre múltiples interesados que movilicen e intercambien conocimientos, especialización […] y recursos financieros”. El artículo describe una alianza de este tipo: el NCPD (organismo nacional), tres universidades (instituciones locales), el Proyecto ANSWER (consorcio) y la Unión Europea (recursos financieros), todos colaborando para “reforzar la cooperación” y compartir una “visión compartida de equidad”.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona códigos de indicadores oficiales de los ODS, pero sí describe acciones y elementos que funcionan como indicadores cualitativos y cuantitativos implícitos para medir el progreso:</p>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.a (relacionado con el Indicador 4.a.1: Proporción de escuelas con infraestructura y materiales adaptados para estudiantes con discapacidad)</h3>
<p>El artículo implica la medición de este indicador a través de la evaluación de la infraestructura existente. La creación y evaluación de los “Student Support Centre” en INES-Ruhengeri y EAUR, el análisis de la “accesibilidad del campus” y las recomendaciones para mejorar las “tecnologías de apoyo” y la “accesibilidad física” son formas de medir y monitorear la adecuación de las instalaciones para estudiantes con discapacidad.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 4.5 (relacionado con la participación de personas con discapacidad)</h3>
<p>El progreso hacia el acceso igualitario se mide cualitativamente a través de los “diálogos con estudiantes con discapacidad (SWDs)”. El hecho de que se converse con los estudiantes “para conocer sus experiencias” y que estos destaquen el “impacto positivo del centro en su inclusión académica y social” sirve como un indicador directo del éxito de las políticas de inclusión implementadas.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 17.16 (relacionado con el Indicador 17.16.1: Número de países que informan progresos en los marcos de seguimiento de la eficacia del desarrollo de múltiples interesados)</h3>
<p>La existencia misma de la colaboración descrita es un indicador. El artículo documenta la “colaboración continua entre el NCPD, las universidades y el consorcio ANSWER”. Las visitas institucionales, las reuniones con el “equipo directivo” y los diálogos conjuntos son evidencia tangible de una alianza activa y funcional que moviliza recursos (como la cofinanciación de la UE) y conocimientos para un objetivo común.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.5:</strong> Garantizar el acceso igualitario a todos los niveles de enseñanza para las personas con discapacidad.</li>
<li><strong>4.a:</strong> Construir y adecuar instalaciones educativas que tengan en cuenta la discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li>Evaluación cualitativa de la experiencia de los “estudiantes con discapacidad (SWDs)” a través de diálogos directos.</li>
<li>Existencia y evaluación de la efectividad de los “Student Support Centre”.</li>
<li>Análisis de la “accesibilidad del campus” y recomendaciones para la “ampliación de la accesibilidad física”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social de todas las personas, independientemente de su discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li>Testimonios de estudiantes sobre el “impacto positivo del centro en su inclusión académica y social”.</li>
<li>Implementación de medidas para asegurar la “igualdad de oportunidades de aprendizaje para todas las personas”.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td>
<ul>
<li><strong>17.16:</strong> Mejorar la Alianza Mundial para el Desarrollo Sostenible mediante alianzas entre múltiples interesados.</li>
</ul>
</td>
<td>
<ul>
<li>Evidencia de una “colaboración continua entre el NCPD, las universidades y el consorcio ANSWER”.</li>
<li>Movilización de recursos financieros, evidenciada por la mención de que el proyecto es “cofinanciado por la Unión Europea”.</li>
<li>Realización de “visitas institucionales” conjuntas como mecanismo de seguimiento y cooperación.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://web.ua.es/es/ogpi/noticias/2025/ncpd-realiza-visitas-sobre-educacion-inclusiva-en-las-universidades-socias-del-proyecto-answer-en-ruanda.html">web.ua.es</a></strong></p>
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<title>Convocatoria de pruebas libres para la obtención del título de Graduado en ESO – FeSP&#45;UGT Castilla&#45;La Mancha</title>
<link>https://sdgtalks.ai/Es/convocatoria-de-pruebas-libres-para-la-obtencion-del-titulo-de-graduado-en-eso-fesp-ugt-castilla-la-mancha</link>
<guid>https://sdgtalks.ai/Es/convocatoria-de-pruebas-libres-para-la-obtencion-del-titulo-de-graduado-en-eso-fesp-ugt-castilla-la-mancha</guid>
<description><![CDATA[ Convocatoria de pruebas libres para la obtención del título de Graduado en ESO  FeSP-UGT Castilla-La Mancha ]]></description>
<enclosure url="https://educacion.fespugtclm.es/storage/Captura-de-pantalla-2024-12-26-064858.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 10:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Convocatoria, pruebas, libres, para, obtención, del, título, Graduado, ESO, –, FeSP-UGT, Castilla-La, Mancha</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Convocatoria de Pruebas Libres para la Obtención del Título de Graduado en ESO 2026 en Castilla-La Mancha y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<p>La Viceconsejería de Educación, Universidades e Investigación de Castilla-La Mancha ha publicado la Resolución de 13/11/2025, que convoca las pruebas libres para la obtención del Título de Graduado en Educación Secundaria Obligatoria (ESO) para el año 2026. Esta iniciativa se alinea directamente con los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030, actuando como un instrumento clave para avanzar en la consecución de una sociedad más justa, equitativa y sostenible.</p>
<h2>Alineación Estratégica con el ODS 4: Educación de Calidad</h2>
<p>La convocatoria es una manifestación directa del compromiso con el <b>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</b>. Al ofrecer una vía alternativa para la obtención de una titulación esencial, la administración facilita el acceso a la educación a personas que, por diversas circunstancias, no pudieron completar sus estudios en el sistema ordinario.</p>
<h3>Metas Específicas del ODS 4 Abordadas:</h3>
<ul>
<li><b>Meta 4.3:</b> Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria. La obtención del título de ESO es un requisito fundamental para acceder a niveles educativos superiores.</li>
<li><b>Meta 4.4:</b> Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</li>
<li><b>Meta 4.6:</b> Asegurar que todos los jóvenes y una proporción considerable de los adultos estén alfabetizados y tengan nociones elementales de aritmética.</li>
</ul>
<h2>Detalles de la Convocatoria y su Impacto en Otros ODS</h2>
<p>La resolución establece un marco organizativo claro para garantizar la transparencia y accesibilidad del proceso, contribuyendo a la vez a otros objetivos de desarrollo.</p>
<h3>Procedimiento de Inscripción y Requisitos</h3>
<p>El proceso de solicitud se ha estructurado en dos periodos anuales para maximizar las oportunidades de los aspirantes:</p>
<ul>
<li><b>Primera prueba anual:</b> Solicitudes desde el 27 de enero hasta el 11 de febrero de 2026.</li>
<li><b>Segunda prueba anual:</b> Solicitudes desde el 24 de marzo hasta el 10 de abril de 2026.</li>
</ul>
<p>Este sistema de doble convocatoria fomenta la persistencia y ofrece una segunda oportunidad, un principio clave para el aprendizaje permanente (ODS 4).</p>
<h3>Estructura y Desarrollo de las Pruebas</h3>
<p>La organización de las pruebas se ha diseñado para ser eficiente y accesible, con una red de centros de apoyo y evaluadores distribuidos en el territorio. Los aspectos logísticos clave son:</p>
<ol>
<li><b>Centros de Apoyo y Evaluadores:</b> Se establece una red para facilitar la realización de los exámenes.</li>
<li><b>Agrupación de Aspirantes:</b> Si un centro de apoyo cuenta con menos de diez personas inscritas, estas serán reasignadas para optimizar los recursos.</li>
<li><b>Coordinación:</b> Los centros de apoyo remitirán las pruebas a los centros evaluadores en fechas estipuladas (13 de marzo y 13 de mayo de 2026, respectivamente).</li>
</ol>
<h3>Fomento de la Inclusión y Reducción de Desigualdades (ODS 10 y ODS 16)</h3>
<p>La convocatoria demuestra un fuerte compromiso con el <b>ODS 10 (Reducción de las desigualdades)</b> y el <b>ODS 16 (Paz, justicia e instituciones sólidas)</b> a través de medidas específicas:</p>
<ul>
<li><b>Adaptaciones de tiempo y medios:</b> Se garantizan ajustes para personas con necesidades específicas, asegurando que la evaluación sea justa y equitativa.</li>
<li><b>Pruebas en Centros Penitenciarios:</b> Las Delegaciones Provinciales habilitarán las medidas necesarias para que las personas privadas de libertad puedan realizar las pruebas. Esta acción es fundamental para la reinserción social y la promoción de la justicia, pilares del ODS 16.</li>
</ul>
<h3>Impacto en el Empleo y Crecimiento Económico (ODS 8)</h3>
<p>Al facilitar la obtención del título de Graduado en ESO, esta iniciativa impacta directamente en el <b>ODS 8 (Trabajo decente y crecimiento económico)</b>. Una mayor cualificación académica mejora la empleabilidad de las personas, permitiéndoles acceder a mejores oportunidades laborales, salarios más dignos y, en consecuencia, contribuyendo al desarrollo económico sostenible de la comunidad autónoma. El reconocimiento de estudios previos superados también valora la trayectoria formativa de cada individuo, optimizando su camino hacia la titulación.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en una iniciativa que busca garantizar una educación inclusiva y equitativa y promover oportunidades de aprendizaje permanente para todos. La convocatoria de pruebas libres para obtener el Título de Graduado en Educación Secundaria Obligatoria (ESO) está dirigida a personas que no completaron su educación formal, ofreciéndoles una segunda oportunidad para obtener una cualificación fundamental. Esto se alinea directamente con el objetivo de proporcionar educación de calidad a lo largo de la vida.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Al ofrecer una vía para que los adultos obtengan un título de educación secundaria, la iniciativa ayuda a reducir las desigualdades en el acceso a la educación y, por extensión, a mejores oportunidades de empleo y participación social. El artículo destaca explícitamente que se “habilitarán las medidas necesarias para garantizar la celebración de las pruebas en los centros penitenciarios”, abordando directamente las necesidades educativas de un grupo vulnerable y promoviendo su inclusión social.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>La publicación de una “Resolución de 13/11/2025, de la Viceconsejería de Educación, Universidades e Investigación” demuestra el funcionamiento de instituciones públicas eficaces y transparentes que implementan políticas para el bienestar social. Además, la provisión de educación en centros penitenciarios es un componente clave de los sistemas de justicia rehabilitadora, que contribuyen a la reintegración de los reclusos y a la construcción de una sociedad más justa.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y garantizar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables</h3>
<p>El artículo aborda esta meta al garantizar que las pruebas estén disponibles para grupos vulnerables. La mención específica de “garantizar la celebración de las pruebas en los centros penitenciarios que lo soliciten” es una acción directa para asegurar el acceso a la educación para las personas en reclusión. Asimismo, la provisión de “Adaptaciones de tiempo y medios” sugiere una atención a las necesidades de personas con discapacidades u otras dificultades.</p>
</li>
<li>
<h3>Meta 4.6: Asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética</h3>
<p>La obtención del Título de Graduado en ESO es un paso fundamental para certificar que un adulto ha alcanzado un nivel funcional de alfabetización y aritmética. El programa descrito en el artículo contribuye directamente a esta meta al aumentar la proporción de adultos con una cualificación educativa básica completada.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición</h3>
<p>La educación es una herramienta primordial para la inclusión social y económica. Al facilitar que los adultos obtengan el título de ESO, esta iniciativa les permite acceder a mejores empleos, continuar con estudios superiores y participar más plenamente en la sociedad, promoviendo así su empoderamiento e inclusión.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador 4.3.1 (Implícito): Tasa de participación de jóvenes y adultos en la enseñanza y formación académica y no académica en los 12 meses anteriores, desglosada por sexo</h3>
<p>El artículo menciona que si “el número de personas inscritas fuese inferior a diez, estas personas aspirantes se asignarán a otro centro”. Esto implica que se realiza un seguimiento del número de inscritos, que es un dato clave para calcular la tasa de participación de los adultos en este programa educativo. Además, la resolución establece un apartado de “Estadística”, lo que confirma la recopilación de datos para medir la participación.</p>
</li>
<li>
<h3>Indicador 4.6.1 (Implícito): Proporción de la población de un grupo de edad determinado que ha alcanzado al menos un nivel fijo de competencia en aptitudes funcionales a) de lectura y escritura y b) de aritmética, desglosada por sexo</h3>
<p>El objetivo final del programa es que los participantes obtengan el “Título de Graduado en Educación Secundaria Obligatoria”. El número de personas que superan las pruebas y obtienen este título es una medida directa del logro de un nivel de competencia fijo en lectura, escritura y aritmética para una parte de la población adulta. El apartado de “Estadística” de la resolución recogería estos datos de aprobados.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.5:</strong> Garantizar el acceso igualitario para las personas vulnerables.</li>
<li><strong>4.6:</strong> Asegurar que una proporción considerable de los adultos estén alfabetizados y tengan nociones de aritmética.</li>
</ul>
</td>
<td>
<ul>
<li><strong>4.3.1 (Implícito):</strong> Número de personas inscritas en las pruebas como medida de la tasa de participación de adultos en la educación.</li>
<li><strong>4.6.1 (Implícito):</strong> Número de personas que obtienen el título como medida del logro de un nivel de competencia funcional.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas.</li>
</ul>
</td>
<td>El acceso de grupos vulnerables (p. ej., personas en centros penitenciarios) al programa sirve como una medida cualitativa del progreso hacia la inclusión.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li><strong>16.6 (Implícito):</strong> Desarrollar a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</li>
</ul>
</td>
<td>La publicación de la resolución oficial por parte de la Viceconsejería de Educación es una evidencia del funcionamiento de una institución pública.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://educacion.fespugtclm.es/pruebas-libres-eso/">educacion.fespugtclm.es</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Marc Masip, psicólogo, sobre el fracaso escolar: “El sistema educativo y las continuas reformas hacen que los alumnos no puedan desarrollarse con éxito” – La Vanguardia</title>
<link>https://sdgtalks.ai/Es/marc-masip-psicologo-sobre-el-fracaso-escolar-el-sistema-educativo-y-las-continuas-reformas-hacen-que-los-alumnos-no-puedan-desarrollarse-con-exito-la-vanguardia</link>
<guid>https://sdgtalks.ai/Es/marc-masip-psicologo-sobre-el-fracaso-escolar-el-sistema-educativo-y-las-continuas-reformas-hacen-que-los-alumnos-no-puedan-desarrollarse-con-exito-la-vanguardia</guid>
<description><![CDATA[ Marc Masip, psicólogo, sobre el fracaso escolar: “El sistema educativo y las continuas reformas hacen que los alumnos no puedan desarrollarse con éxito”  La Vanguardia ]]></description>
<enclosure url="https://www.lavanguardia.com/files/content_image_mobile_filter/uploads/2019/01/23/5fa52209e3b65.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 10:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Marc, Masip, psicólogo, sobre, fracaso, escolar:, “El, sistema, educativo, las, continuas, reformas, hacen, que, los, alumnos, puedan, desarrollarse, con, éxito”, –, Vanguardia</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Fracaso Escolar y su Vínculo con los Objetivos de Desarrollo Sostenible</title>
<h2>Análisis del Fracaso Escolar como Barrera para el Cumplimiento del Objetivo de Desarrollo Sostenible 4: Educación de Calidad</h2>
<p>El fracaso escolar, definido como la dificultad de un estudiante para alcanzar los objetivos educativos correspondientes a su nivel, representa un obstáculo crítico para la consecución de una educación inclusiva, equitativa y de calidad, pilar fundamental del <strong>Objetivo de Desarrollo Sostenible 4 (ODS 4)</strong>. Este informe analiza el fenómeno desde la perspectiva del psicólogo Marc Masip, quien lo conceptualiza como la situación en la que un alumno no logra finalizar y aprobar la educación secundaria obligatoria, impidiendo la adquisición de competencias básicas para su desarrollo y formación continua.</p>
<h3>Contexto y Magnitud del Problema en el Marco de los ODS</h3>
<p>El fracaso escolar es un problema global que compromete directamente las metas de la Agenda 2030. Los datos evidencian una brecha significativa en el logro educativo:</p>
<ul>
<li>En España, la tasa de abandono escolar temprano se situó en un 13% en 2024, una cifra que supera la media europea y pone de manifiesto las deficiencias en el sistema para garantizar que todos los jóvenes completen su educación secundaria, tal como estipula la meta 4.1 del ODS 4.</li>
<li>El informe PISA 2022 ubicó a Francia en el puesto 26 en competencias clave, por debajo del promedio de la OCDE, lo que indica una falla en asegurar resultados de aprendizaje pertinentes y eficaces.</li>
</ul>
<p>Esta problemática no solo afecta al ODS 4, sino que también tiene implicaciones directas en otros objetivos, como el <strong>ODS 1 (Fin de la Pobreza)</strong>, el <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>, al limitar las oportunidades futuras de los jóvenes y perpetuar ciclos de exclusión social y económica.</p>
<h2>Factores Determinantes del Fracaso Escolar y su Relación con las Desigualdades (ODS 10)</h2>
<p>El fracaso escolar es un fenómeno multifactorial cuyas causas se interrelacionan, exacerbando las desigualdades existentes.</p>
<h3>Factores Socioeconómicos y Familiares</h3>
<p>El entorno del estudiante es decisivo y está directamente vinculado a las metas del ODS 10. Los principales factores incluyen:</p>
<ul>
<li><strong>Condiciones económicas:</strong> La situación económica familiar influye en el acceso a recursos educativos y un entorno propicio para el estudio.</li>
<li><strong>Entorno familiar:</strong> Aspectos como las expectativas familiares, la organización del hogar, las rutinas y el clima emocional son determinantes para el éxito académico.</li>
<li><strong>Capital cultural:</strong> La falta de hábitos de estudio y descanso adecuados puede ser un reflejo de desigualdades estructurales.</li>
</ul>
<h3>Factores Institucionales y del Sistema Educativo</h3>
<p>Las deficiencias en el sistema educativo constituyen una barrera institucional que contraviene los principios del <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>, que aboga por instituciones eficaces y responsables.</p>
<ol>
<li><strong>Recortes presupuestarios:</strong> Según Marc Masip, la baja inversión en educación es un factor clave que limita la capacidad del sistema para responder a las necesidades del alumnado.</li>
<li><strong>Falta de recursos en el aula:</strong> La profesora María Teresa Ruiz señala que la escasez de recursos dificulta la atención personalizada, un elemento esencial para una educación inclusiva y equitativa (ODS 4).</li>
<li><strong>Metodologías y ratios:</strong> El número de alumnos por aula, la exigencia académica y los métodos de enseñanza pueden no ser adecuados para la diversidad del estudiantado.</li>
</ol>
<h2>Estrategias de Mitigación Alineadas con el ODS 17: Alianzas para Lograr los Objetivos</h2>
<p>Combatir el fracaso escolar requiere un enfoque coordinado y colaborativo, en línea con el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>. La prevención y la intervención deben basarse en la cooperación entre todos los actores implicados.</p>
<h3>Acciones Recomendadas</h3>
<ul>
<li><strong>Implicación activa de las familias:</strong> Es fundamental que las familias participen en la vida académica de sus hijos, proporcionando apoyo, estableciendo rutinas y fomentando responsabilidades.</li>
<li><strong>Coordinación interinstitucional:</strong> Se requiere una alianza estratégica entre instituciones, docentes, familias y administraciones educativas para trabajar hacia el objetivo común de garantizar el éxito académico de todo el alumnado.</li>
</ul>
<p>En conclusión, el fracaso escolar no es una estadística aislada, sino el reflejo de un sistema que debe mejorar para alinearse con los compromisos de la Agenda 2030. Abordarlo de manera integral es indispensable para construir sociedades más justas, equitativas y sostenibles.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<ol>
<li>
<h2>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo sobre el fracaso escolar se conecta principalmente con los siguientes Objetivos de Desarrollo Sostenible (ODS):</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo más directamente relacionado. El artículo se centra en el “fracaso escolar”, definido como la incapacidad de un estudiante para “alcanzar los objetivos educativos de su nivel” y “finalizar y aprobar la educación secundaria obligatoria”. Esto aborda directamente la misión del ODS 4 de garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El texto destaca que factores como la “situación económica” de la familia influyen de manera decisiva en el fracaso escolar. Esto conecta el problema educativo con las desigualdades socioeconómicas, un tema central del ODS 10, que busca reducir la desigualdad en y entre los países, asegurando que nadie se quede atrás, especialmente en el acceso a servicios esenciales como la educación.</p>
</li>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>Aunque no se menciona explícitamente la pobreza, la “situación económica” es un factor determinante. El fracaso escolar puede ser tanto una consecuencia de la pobreza como una causa que perpetúa el ciclo de la pobreza. El ODS 1 busca erradicar la pobreza en todas sus formas, y garantizar el acceso a una educación de calidad es una herramienta fundamental para lograrlo.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo critica el “marco político y educativo”, mencionando que “los recortes han contribuido en la situación actual de fracaso escolar” y que el problema es que “se gasta muy poco en educación”. Esto apunta a la necesidad de instituciones eficaces y responsables, así como a políticas públicas sólidas que prioricen la educación, lo cual es un componente del ODS 16.</p>
</li>
</ul>
</li>
<li>
<h2>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>A partir del contenido del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li>
<h3>Meta 4.1:</h3>
<p><em>“Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”.</em> El artículo se centra en la definición del fracaso escolar como la situación en la que un alumno “no logra finalizar y aprobar la educación secundaria obligatoria”, lo que se alinea directamente con el objetivo de esta meta de asegurar la finalización de la educación secundaria.</p>
</li>
<li>
<h3>Meta 4.5:</h3>
<p><em>“Para 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidos los niños en situaciones de vulnerabilidad”.</em> El artículo señala que la “situación económica” y el “entorno inmediato” son factores cruciales, lo que implica que los estudiantes de entornos vulnerables están en mayor riesgo de fracaso escolar. Abordar este problema contribuye a esta meta.</p>
</li>
<li>
<h3>Meta 4.a:</h3>
<p><em>“Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”.</em> La mención de “la falta de recursos en las aulas” y el “número de alumnos en un aula” como factores que dificultan la atención personalizada se relaciona con la necesidad de adecuar las instalaciones y los recursos para crear entornos de aprendizaje eficaces, como lo estipula esta meta.</p>
</li>
</ul>
</li>
<li>
<h2>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo menciona e implica varios indicadores que se utilizan para medir el progreso hacia los ODS, especialmente el ODS 4:</p>
<ul>
<li>
<h3>Indicador 4.1.2: Tasa de finalización (enseñanza primaria, enseñanza secundaria inferior, enseñanza secundaria superior).</h3>
<p>El concepto central del artículo, el fracaso escolar definido como no completar la “educación secundaria obligatoria”, es una medida directa de la tasa de no finalización. El dato de que la <strong>“tasa de abandono escolar temprano en España se situó en el 13% en 2024”</strong> es un indicador cuantitativo específico que mide directamente el progreso (o la falta de él) hacia la Meta 4.1.</p>
</li>
<li>
<h3>Indicador 4.1.1: Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas.</h3>
<p>El artículo hace referencia implícita a este indicador al mencionar el <strong>“informe PISA 2022”</strong>, que situó a Francia “en el puesto 26 en competencias en comprensión lectora, matemáticas y ciencias”. Las evaluaciones PISA son una de las principales fuentes de datos para medir las competencias de los estudiantes a nivel mundial, alineándose con lo que este indicador busca medir.</p>
</li>
<li>
<h3>Indicador de gasto público en educación.</h3>
<p>Aunque no se proporciona una cifra, la crítica del psicólogo Marc Masip de que “se gasta muy poco en educación” y la mención a los “recortes” apuntan implícitamente a la importancia del gasto público en educación como porcentaje del PIB o del gasto total del gobierno, un indicador clave para evaluar el compromiso de un país con la Meta 4.a y el ODS 4 en general.</p>
</li>
</ul>
</li>
<li>
<table border="1">
<caption>
<h2>ODS, metas e indicadores</h2>
</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.1:</strong> Asegurar que todos los niños y niñas terminen la enseñanza secundaria de calidad.</td>
<td>
<ul>
<li>Tasa de abandono escolar temprano (mencionado explícitamente: 13% en España en 2024).</li>
<li>Tasa de finalización de la educación secundaria obligatoria (implícito en la definición de fracaso escolar).</li>
<li>Resultados de evaluaciones estandarizadas como PISA en lectura, matemáticas y ciencias (mencionado explícitamente).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas y ofrecer entornos de aprendizaje seguros e inclusivos.</td>
<td>
<ul>
<li>Gasto público en educación (implícito en la crítica a los “recortes” y a que “se gasta muy poco en educación”).</li>
<li>Recursos disponibles en las aulas (mencionado como “falta de recursos”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>10.2:</strong> Para 2030, potenciar y promover la inclusión social, económica y política de todos, independientemente de su situación económica.</td>
<td>
<ul>
<li>Tasa de finalización de la educación por nivel socioeconómico (implícito al señalar la “situación económica” como un factor decisivo en el fracaso escolar).</li>
</ul>
</td>
</tr>
</tbody>
</table>
</li>
</ol>
<p></p>
<p><strong>Fuente: <a href="https://www.lavanguardia.com/magazine/bienestar/20251125/11298801/marc-masip-psicologo-sobre-fracaso-escolar-sistema-educativo-continuas-reformas-alumnos-puedan-desarrollarse-exito-epm.html">lavanguardia.com</a></strong></p>
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<title>Viceministra de Educación Básica invita a docentes de las regiones a mejorar su competencia – archivoprisma.com.ar</title>
<link>https://sdgtalks.ai/Es/viceministra-de-educacion-basica-invita-a-docentes-de-las-regiones-a-mejorar-su-competencia-archivoprismacomar</link>
<guid>https://sdgtalks.ai/Es/viceministra-de-educacion-basica-invita-a-docentes-de-las-regiones-a-mejorar-su-competencia-archivoprismacomar</guid>
<description><![CDATA[ Viceministra de Educación Básica invita a docentes de las regiones a mejorar su competencia  archivoprisma.com.ar ]]></description>
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<pubDate>Tue, 25 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Viceministra, Educación, Básica, invita, docentes, las, regiones, mejorar, competencia, –, archivoprisma.com.ar</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Fortalecimiento de la Educación y el Bienestar Docente en Manokwari en Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción: Compromiso Gubernamental con la Agenda 2030</h3>
<p>En el marco de la conmemoración del Día Nacional del Maestro, la visita del Viceministro de Educación Primaria y Secundaria, Fajar Riza Ul Haq, a Manokwari, Papúa Occidental, subraya el compromiso del gobierno con la consecución de los Objetivos de Desarrollo Sostenible (ODS). Las políticas e iniciativas presentadas se alinean directamente con el ODS 4 (Educación de Calidad), el ODS 8 (Trabajo Decente y Crecimiento Económico) y el ODS 10 (Reducción de las Desigualdades), demostrando un enfoque integral para fortalecer el sistema educativo nacional.</p>
<h3>Avances hacia el ODS 4: Garantizar una Educación Inclusiva, Equitativa y de Calidad</h3>
<p>El llamado del Viceministro a los docentes para mejorar continuamente sus competencias es fundamental para alcanzar la meta 4.c de los ODS, que busca aumentar la oferta de docentes calificados. El gobierno ha implementado una serie de programas de desarrollo profesional para asegurar que los educadores estén equipados para ofrecer una educación de calidad.</p>
<ul>
<li><b>Programa de Becas:</b> Se otorgan becas de 3 millones de IDR por semestre a 12,500 docentes que aún no poseen una titulación de grado (D4 o S1), con el objetivo de expandir el programa a 150,000 docentes para 2026.</li>
<li><b>Formación Profesional Continua:</b> Se ofrecen diversos tipos de capacitación para el desarrollo de competencias, incluyendo:
<ul>
<li>Formación profesional docente y actualización de conocimientos.</li>
<li>Orientación para el aprendizaje profundo.</li>
<li>Capacitación en tecnologías emergentes como codificación e inteligencia artificial.</li>
<li>Formación en liderazgo para directores de escuela.</li>
</ul>
</li>
<li><b>Optimización de la Labor Docente:</b> Se ha reducido la carga administrativa y se ha flexibilizado la obligación de enseñar 24 horas semanales, permitiendo a los docentes concentrarse en sus deberes pedagógicos fundamentales.</li>
</ul>
<h3>Contribuciones al ODS 8 y ODS 10: Trabajo Decente y Reducción de Desigualdades</h3>
<p>Para garantizar el bienestar de los docentes, lo cual es un pilar del ODS 8, y para reducir las disparidades regionales en línea con el ODS 10, el gobierno ha establecido una serie de mejoras económicas y subsidios. Estas medidas buscan dignificar la profesión docente y asegurar que los educadores en regiones como Papúa Occidental reciban un apoyo equitativo.</p>
<ol>
<li><b>Subsidio de Certificación:</b> Los docentes que no pertenecen al Aparato Civil del Estado (ASN) reciben un subsidio de 2 millones de IDR al mes.</li>
<li><b>Salario para Docentes ASN:</b> Se garantiza un salario único equivalente al salario básico para los docentes del ASN.</li>
<li><b>Incentivo para Docentes Honorarios:</b> Los docentes honorarios reciben un incentivo mensual, que se aumentará de 300,000 IDR a 400,000 IDR.</li>
</ol>
<p>Estas acciones no solo mejoran las condiciones de vida de los educadores, sino que también contribuyen a hacer de la enseñanza una carrera más atractiva y sostenible, promoviendo el crecimiento económico y la equidad social.</p>
<h3>Fomento del ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>La visita del Viceministro y el diálogo con las autoridades locales, como el regente de Manokwari, Hermus Indou, ejemplifican la importancia del ODS 17. La colaboración entre el gobierno central y los gobiernos regionales es crucial para el éxito de las políticas educativas. El regente de Manokwari destacó que esta cooperación es una forma de reconocimiento a la dedicación del personal docente y es fundamental para formar el carácter y el futuro de las nuevas generaciones, asegurando que los objetivos de desarrollo se implementen de manera efectiva a nivel local.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible (ODS) en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El análisis del artículo revela una conexión directa con los siguientes Objetivos de Desarrollo Sostenible (ODS):</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> Este es el objetivo principal abordado. Todo el artículo se centra en las iniciativas del gobierno para mejorar el sistema educativo mediante el fortalecimiento de las competencias y el bienestar de los docentes. Se mencionan explícitamente programas de formación, becas para la educación superior de los maestros y mejoras salariales, todo lo cual contribuye directamente a garantizar una educación inclusiva, equitativa y de calidad.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> El artículo detalla los esfuerzos para mejorar las condiciones laborales y el bienestar de los docentes. Al proporcionar subsidios, incentivos y salarios justos (“subsidio de certificación de 2 millones de IDR al mes”, “incentivo de 300.000 IDR al mes”), el gobierno está promoviendo el trabajo decente para los educadores, lo que se alinea con este ODS.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> El enfoque específico en la región de Manokwari, Papúa Occidental, una parte del este de Indonesia, indica un esfuerzo por reducir las desigualdades regionales en la calidad de la educación. La visita del viceministro “demostró la alineación del gobierno con el destino de los educadores en varias partes del país, incluido el este de Indonesia”, lo que subraya el objetivo de garantizar que los docentes en áreas remotas o menos desarrolladas reciban el mismo apoyo y oportunidades de desarrollo que en otras regiones.</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en el contenido del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ol>
<li>
        <strong>Meta 4.c:</strong> “De aquí a 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo”.
<ul>
<li><strong>Justificación:</strong> El artículo se centra directamente en esta meta. Describe múltiples iniciativas para mejorar la calificación de los docentes, como la “concesión de becas… para 12.500 docentes que no han tenido una educación D4 o S1” y la provisión de “diversos tipos de formación a los docentes, como formación profesional docente, … codificación e inteligencia artificial, así como formación en liderazgo para directores”. Estos esfuerzos están diseñados para aumentar el número y la calidad de los docentes calificados.</li>
</ul>
</li>
<li>
        <strong>Meta 8.5:</strong> “De aquí a 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y los hombres, incluidos los jóvenes y las personas con discapacidad, así como la igualdad de remuneración por trabajo de igual valor”.
<ul>
<li><strong>Justificación:</strong> El artículo aborda la mejora del “bienestar de los docentes” a través de medidas económicas concretas. Se mencionan subsidios de certificación, salarios para docentes ASN y un aumento en los incentivos para los profesores honorarios (“el subsidio honorario para los profesores que aún no tienen certificación se aumentará a 400.000 IDR por mes”). Estas acciones buscan asegurar una remuneración más justa y condiciones de trabajo decentes para los educadores.</li>
</ul>
</li>
<li>
        <strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”.
<ul>
<li><strong>Justificación:</strong> Al centrar la atención y los recursos en Manokwari, el gobierno está trabajando para reducir la brecha educativa entre las diferentes regiones de Indonesia. La visita del viceministro y la implementación de estos programas en Papúa Occidental son un esfuerzo claro para promover la inclusión y garantizar que la calidad educativa y el apoyo a los docentes no se concentren únicamente en las áreas más desarrolladas.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, el artículo menciona varios datos cuantitativos y cualitativos que pueden servir como indicadores para medir el progreso hacia las metas identificadas, principalmente relacionadas con la Meta 4.c.</p>
<ul>
<li>
        <strong>Indicador 4.c.1:</strong> “Proporción de docentes de enseñanza preescolar, primaria, secundaria y postsecundaria que han recibido al menos la formación mínima organizada de docentes (por ejemplo, formación pedagógica), previa al empleo o en el empleo, necesaria para la enseñanza en un nivel determinado en un país determinado”.
<ul>
<li><strong>Evidencia en el artículo:</strong> El artículo proporciona cifras específicas que se relacionan directamente con este indicador. Se menciona la concesión de becas a “12.500 docentes que no han tenido una educación D4 o S1”. Además, se establece una meta futura de aumentar este programa a “150.000 docentes” para 2026. Estos números son métricas directas para seguir el progreso en la cualificación formal de los docentes. La mención de “formación profesional docente” y otros cursos específicos también sirve como un indicador cualitativo del tipo de formación que se está proporcionando.</li>
</ul>
</li>
<li>
        <strong>Indicadores implícitos de apoyo y bienestar docente:</strong> Aunque no son indicadores oficiales de la ONU, las cifras financieras mencionadas en el artículo son métricas clave para evaluar el compromiso del gobierno con el bienestar de los docentes, lo cual es un componente esencial para lograr una educación de calidad (ODS 4) y un trabajo decente (ODS 8).
<ul>
<li>Monto de las becas: “3 millones de IDR por semestre”.</li>
<li>Subsidio de certificación: “2 millones de IDR al mes”.</li>
<li>Incentivo para profesores honorarios: “300.000 IDR al mes”, con un aumento previsto a “400.000 IDR por mes”.</li>
</ul>
<p>Estos valores monetarios son indicadores cuantificables del nivel de inversión en el capital humano del sector educativo.</p>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados.</td>
<td>
                <strong>Indicador 4.c.1 (implícito):</strong> Proporción de docentes con formación mínima.
<ul>
<li>Número de becas otorgadas para obtener títulos D4/S1 (actual: 12,500; meta 2026: 150,000).</li>
<li>Provisión de formación continua (formación profesional, codificación, IA, liderazgo).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td><strong>Meta 8.5:</strong> Lograr el trabajo decente y la igualdad de remuneración.</td>
<td>
                <strong>Indicadores implícitos (basados en el texto):</strong>
<ul>
<li>Monto del subsidio de certificación (2 millones de IDR/mes).</li>
<li>Monto del incentivo para profesores honorarios (300,000 IDR/mes, con aumento a 400,000 IDR/mes).</li>
<li>Reducción de la carga administrativa y de horas de enseñanza.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y económica.</td>
<td>
                <strong>Indicadores implícitos (basados en el texto):</strong>
<ul>
<li>Implementación de programas de mejora docente en regiones específicas como Manokwari, Papúa Occidental.</li>
<li>Visitas de altos funcionarios a regiones menos desarrolladas para supervisar y apoyar la educación.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.archivoprisma.com.ar/noticias/viceministra-de-educacion-basica-invita-a-docentes-de-las-regiones-a-mejorar-su-competencia/112816/">archivoprisma.com.ar</a></strong></p>
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<title>Mango y Acnur colaboran para impulsar la educación universitaria de mujeres refugiadas – Diario Siglo XXI</title>
<link>https://sdgtalks.ai/Es/mango-y-acnur-colaboran-para-impulsar-la-educacion-universitaria-de-mujeres-refugiadas-diario-siglo-xxi</link>
<guid>https://sdgtalks.ai/Es/mango-y-acnur-colaboran-para-impulsar-la-educacion-universitaria-de-mujeres-refugiadas-diario-siglo-xxi</guid>
<description><![CDATA[ Mango y Acnur colaboran para impulsar la educación universitaria de mujeres refugiadas  Diario Siglo XXI ]]></description>
<enclosure url="https://img.europapress.net/fotoweb/fotonoticia_20251125123805_600.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Mango, Acnur, colaboran, para, impulsar, educación, universitaria, mujeres, refugiadas, –, Diario, Siglo, XXI</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Alianza Estratégica entre Mango y Acnur para el Avance de los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción y Contexto de la Colaboración</h3>
<p>Se ha formalizado un acuerdo de colaboración estratégica entre la empresa Mango y el Comité español de Acnur, con el objetivo de impulsar el acceso a la educación superior para mujeres refugiadas. La firma del acuerdo contó con la participación de los siguientes representantes:</p>
<ul>
<li><b>Toni Ruiz</b>, Presidente de Mango.</li>
<li><b>Francesco Sciacca</b>, Director General del Comité español de Acnur.</li>
<li><b>Jorge Olague</b>, Director de Alianza del Sector Privado de Acnur.</li>
</ul>
<p>Esta alianza se enmarca en el área de Acción Social de Mango y representa un compromiso tangible para generar un impacto positivo en comunidades vulnerables, alineándose directamente con la Agenda 2030 para el Desarrollo Sostenible.</p>
<h3>2. Objetivos y Alcance del Programa de Becas</h3>
<p>La colaboración se materializa a través del apoyo al programa DAFI (Iniciativa Académica Alemana para Refugiados Albert Einstein), implementado por Acnur. El propósito central es ampliar el acceso a la educación terciaria, un pilar fundamental para el desarrollo personal y la integración socioeconómica. Los detalles del compromiso son los siguientes:</p>
<ol>
<li><b>Periodo de Vigencia:</b> Hasta el año 2027.</li>
<li><b>Número Total de Becas:</b> 96 becas universitarias.</li>
<li><b>Distribución de las Becas:</b>
<ul>
<li><b>69 becas completas:</b> Destinadas a cubrir la totalidad de la trayectoria universitaria de las beneficiarias.</li>
<li><b>27 becas de último curso:</b> Enfocadas en apoyar a estudiantes próximas a graduarse para facilitar su incorporación al mercado laboral.</li>
</ul>
</li>
</ol>
<h3>3. Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta iniciativa contribuye de manera significativa a la consecución de varios Objetivos de Desarrollo Sostenible (ODS), demostrando el poder de las alianzas multisectoriales para abordar desafíos globales.</p>
<ul>
<li><b>ODS 4 (Educación de Calidad):</b> El programa garantiza el acceso a una educación terciaria inclusiva y equitativa para mujeres refugiadas, promoviendo oportunidades de aprendizaje permanente para uno de los colectivos más vulnerables.</li>
<li><b>ODS 5 (Igualdad de Género):</b> Al centrarse específicamente en mujeres, la alianza busca empoderarlas a través de la educación, una herramienta clave para lograr la igualdad de género, la autonomía económica y la plena participación en la sociedad.</li>
<li><b>ODS 8 (Trabajo Decente y Crecimiento Económico):</b> La formación universitaria y el apoyo para la inserción laboral preparan a las beneficiarias para acceder a un empleo productivo y un trabajo decente, fomentando un crecimiento económico inclusivo y sostenible.</li>
<li><b>ODS 10 (Reducción de las Desigualdades):</b> La iniciativa ataca directamente la desigualdad de oportunidades que enfrentan las personas refugiadas, proveyendo los medios para su desarrollo y movilidad social.</li>
<li><b>ODS 17 (Alianzas para lograr los Objetivos):</b> La colaboración entre Mango (sector privado) y Acnur (organismo internacional) es un ejemplo claro de una alianza estratégica para movilizar recursos y conocimientos en pro del desarrollo sostenible.</li>
</ul>
<h3>4. Impacto Proyectado y Conclusiones</h3>
<p>Según Francesco Sciacca, el apoyo de Mango permite que estas jóvenes refugiadas puedan “apuntar más alto” y aspirar a un futuro en el que puedan estudiar, trabajar y contribuir activamente a la sociedad que las acoge. Este acuerdo no solo provee asistencia financiera, sino que también fomenta la esperanza y la resiliencia.</p>
<p>En conclusión, la alianza entre Mango y Acnur es un modelo de responsabilidad social corporativa que va más allá de la filantropía, integrando acciones concretas que generan un valor social medible y contribuyen directamente al avance de la agenda global de desarrollo sostenible.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal del artículo. La colaboración entre Mango y Acnur se centra explícitamente en “impulsar la educación universitaria de mujeres refugiadas” y “ampliar el acceso a la educación universitaria”. El programa de becas DAFI está diseñado para promover la educación terciaria, que es un pilar fundamental del ODS 4.</p>
</li>
<li>
<h3>ODS 5: Igualdad de Género</h3>
<p>El programa se enfoca específicamente en “mujeres refugiadas”, un grupo doblemente vulnerable. Al proporcionarles acceso a la educación superior, la iniciativa busca empoderar a las mujeres, dándoles herramientas para “incorporarse al mercado laboral” y “aportar a la sociedad”, lo que contribuye a reducir la brecha de género en la educación y en el ámbito profesional.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>La iniciativa aborda directamente la desigualdad al centrarse en los refugiados, un grupo que a menudo enfrenta barreras significativas para acceder a la educación y a oportunidades económicas. Al facilitar su acceso a la universidad, se promueve su inclusión social y económica, reduciendo las desigualdades a las que se enfrentan.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El artículo menciona que se otorgan “27 becas de último curso, destinadas a apoyar a quienes están próximas a graduarse e incorporarse al mercado laboral”. Esto conecta directamente la educación con el empleo, un componente clave del ODS 8, que busca promover el empleo pleno y productivo para todos.</p>
</li>
<li>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>Toda la iniciativa se basa en una alianza estratégica. El artículo destaca la firma de un “acuerdo de colaboración” entre una empresa del sector privado (Mango) y una agencia de las Naciones Unidas (Acnur). Este es un ejemplo claro de una alianza público-privada para alcanzar los objetivos de desarrollo sostenible.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.3:</h3>
<p><i>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.”</i> El artículo se alinea perfectamente con esta meta, ya que el objetivo central de la alianza es “ampliar el acceso a la educación universitaria para mujeres refugiadas”.</p>
</li>
<li>
<h3>Meta 4.5:</h3>
<p><i>“Para 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza… para las personas vulnerables… y los niños en situaciones de vulnerabilidad.”</i> El programa se enfoca en dos grupos vulnerables mencionados en esta meta: las mujeres (para eliminar disparidades de género) y los refugiados (personas en situación de vulnerabilidad).</p>
</li>
<li>
<h3>Meta 5.5:</h3>
<p><i>“Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo a todos los niveles decisorios en la vida política, económica y pública.”</i> La educación superior es un catalizador fundamental para que las mujeres puedan acceder a mejores empleos y roles de liderazgo. Al apoyar su graduación e incorporación al mercado laboral, la iniciativa contribuye indirectamente a esta meta.</p>
</li>
<li>
<h3>Meta 10.2:</h3>
<p><i>“Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su… origen… o situación económica u otra condición.”</i> El programa promueve la inclusión social y económica de las refugiadas, una población definida por su origen y condición, a través de la herramienta más poderosa para la movilidad social: la educación.</p>
</li>
<li>
<h3>Meta 17.17:</h3>
<p><i>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil…”</i> La colaboración entre Mango (sector privado) y Acnur (organismo público internacional) es un ejemplo textual de la implementación de esta meta para lograr un objetivo de desarrollo.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.3:</h3>
<p>Aunque el artículo no menciona el código del indicador (4.3.1: Tasa de participación de los jóvenes y adultos en la enseñanza), proporciona datos cuantitativos que sirven para medirlo. El texto especifica que “se entregarán 96 becas hasta el año 2027”. Este número es un indicador directo y medible del aumento en la participación en la educación terciaria para el grupo específico de mujeres refugiadas beneficiarias del programa.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 17.17:</h3>
<p>El indicador 17.17.1 mide la “Cuantía en dólares de los Estados Unidos de la financiación y los programas para el desarrollo sostenible promovidos por alianzas público-privadas”. Si bien el artículo no especifica el valor monetario del acuerdo, la existencia misma de la alianza y el compromiso de financiar 96 becas universitarias completas o parciales es una manifestación cualitativa y cuantitativa de este indicador. El número de becas es un dato concreto que refleja el alcance del recurso comprometido por la alianza.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores identificados en el artículo.</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.3:</b> Asegurar el acceso igualitario a la formación superior de calidad, incluida la universitaria.<br><b>4.5:</b> Eliminar las disparidades de género y asegurar el acceso igualitario para las personas vulnerables.</td>
<td>Implícito: El número de becas otorgadas (96 becas hasta 2027) como medida de la tasa de participación en la educación superior.</td>
</tr>
<tr>
<td><b>ODS 5:</b> Igualdad de Género</td>
<td><b>5.5:</b> Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades.</td>
<td>No se mencionan indicadores directos, pero el enfoque en “mujeres refugiadas” es una acción medible hacia el objetivo.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>10.2:</b> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>Implícito: El número de personas de un grupo vulnerable (refugiadas) que reciben apoyo para su inclusión a través de la educación.</td>
</tr>
<tr>
<td><b>ODS 8:</b> Trabajo Decente y Crecimiento Económico</td>
<td>Relacionado con la Meta 8.6 (reducir la proporción de jóvenes que no estudian ni trabajan).</td>
<td>Implícito: El número de becas para estudiantes de último curso (27 becas) destinadas a facilitar la transición al mercado laboral.</td>
</tr>
<tr>
<td><b>ODS 17:</b> Alianzas para Lograr los Objetivos</td>
<td><b>17.17:</b> Fomentar y promover alianzas eficaces público-privadas.</td>
<td>Implícito: La existencia del acuerdo de colaboración entre Mango (sector privado) y Acnur (organismo público internacional) es en sí misma un indicador de la formación de una alianza.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.diariosigloxxi.com/texto-ep/mostrar/20251125123805/mango-acnur-colaboran-impulsar-educacion-universitaria-mujeres-refugiadas">diariosigloxxi.com</a></strong></p>
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<title>Entre descuentos y promociones, MET propone un obsequio que no pierde valor: educación universitaria – Latinos en Michigan</title>
<link>https://sdgtalks.ai/Es/entre-descuentos-y-promociones-met-propone-un-obsequio-que-no-pierde-valor-educacion-universitaria-latinos-en-michigan</link>
<guid>https://sdgtalks.ai/Es/entre-descuentos-y-promociones-met-propone-un-obsequio-que-no-pierde-valor-educacion-universitaria-latinos-en-michigan</guid>
<description><![CDATA[ Entre descuentos y promociones, MET propone un obsequio que no pierde valor: educación universitaria  Latinos en Michigan ]]></description>
<enclosure url="https://latinosenmichigantv.com/wp-content/uploads/2025/11/Copy-of-Plantilla-Portadas-Articulos-LatinosenMichigan_20251125_081414_0000.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 10:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Entre, descuentos, promociones, MET, propone, obsequio, que, pierde, valor:, educación, universitaria, –, Latinos, Michigan</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Iniciativa del Michigan Education Trust (MET) y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Contexto de la Iniciativa: Fomento de la Educación Superior</h3>
<p>En el marco de los eventos de consumo masivo como “Black Friday” y “Cyber Monday”, el Michigan Education Trust (MET) ha lanzado una campaña promocional que busca reorientar el gasto de las familias hacia la inversión en educación superior. La iniciativa, vigente entre el 29 de noviembre y el 2 de diciembre, ofrece un bono a quienes inicien o contribuyan a un plan de matrícula universitaria prepagada. Este programa se presenta como una alternativa estratégica al consumo tradicional, promoviendo la inversión a largo plazo en el capital humano.</p>
<h3>Contribución Directa al ODS 4: Educación de Calidad</h3>
<p>La propuesta del MET se alinea directamente con el Objetivo de Desarrollo Sostenible 4, que busca garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. El programa contribuye a las siguientes metas:</p>
<ul>
<li><b>Meta 4.3:</b> Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria. Al permitir a las familias prepagar la matrícula a precios actuales, el MET reduce significativamente las barreras financieras para el acceso a la educación superior.</li>
<li><b>Reducción de la Deuda Estudiantil:</b> Al facilitar un modelo de ahorro que culmina en una graduación libre de deudas, como en el caso de estudio de la familia Stock, el programa permite a los graduados iniciar su vida profesional con una base financiera sólida.</li>
<li><b>Fomento de la Planificación Educativa:</b> La iniciativa incentiva una cultura de planificación a largo plazo, fundamental para asegurar la continuidad educativa intergeneracional.</li>
</ul>
<h3>Impacto en los ODS 8 y 10: Trabajo Decente y Reducción de las Desigualdades</h3>
<p>La inversión en educación superior es un catalizador clave para el crecimiento económico y la reducción de la desigualdad, impactando positivamente en los ODS 8 y 10.</p>
<ol>
<li><b>ODS 8 (Trabajo Decente y Crecimiento Económico):</b> Un título universitario mejora drásticamente las perspectivas de empleo y el potencial de ingresos, contribuyendo a la formación de una fuerza laboral calificada y al crecimiento económico sostenido.</li>
<li><b>ODS 10 (Reducción de las Desigualdades):</b> Al democratizar el acceso a la universidad, programas como el MET ayudan a mitigar las desigualdades socioeconómicas. Permiten que el mérito académico, y no solo la capacidad financiera, determine el futuro educativo de una persona. El testimonio de la familia Stock, donde un fondo educativo se transfirió a la siguiente generación, ejemplifica cómo estas herramientas pueden perpetuar oportunidades en lugar de desventajas.</li>
</ol>
<h3>Fomento del ODS 12: Consumo y Producción Responsables</h3>
<p>La campaña del MET desafía el paradigma del consumismo estacional, promoviendo una forma de consumo responsable alineada con el ODS 12. En lugar de adquirir bienes materiales de vida útil limitada, se alienta a las familias a invertir en un activo intangible y duradero: la educación.</p>
<ul>
<li>Se prioriza la inversión en desarrollo humano sobre la adquisición de productos.</li>
<li>Se promueve una toma de decisiones financieras con visión de futuro y sostenibilidad.</li>
<li>Se ofrece una alternativa significativa que transforma un gasto festivo en una inversión con retornos sociales y económicos a largo plazo.</li>
</ul>
<h3>Características y Beneficios del Programa</h3>
<p>El programa MET presenta una serie de ventajas operativas que facilitan su adopción y maximizan su impacto:</p>
<ul>
<li><b>Garantía de Matrícula:</b> Los contratos aseguran las tarifas de matrícula actuales para universidades públicas de Michigan.</li>
<li><b>Flexibilidad:</b> Los fondos pueden ser utilizados en colegios comunitarios, instituciones privadas y universidades fuera del estado.</li>
<li><b>Accesibilidad:</b> Se puede iniciar un plan con una contribución mínima de $25, y un portal en línea facilita las donaciones de familiares y amigos.</li>
<li><b>Incentivo Promocional:</b> La bonificación de temporada, accesible con el código BLKFRI25, busca acelerar la adopción de estos planes de ahorro.</li>
</ul>
<h2>Conclusión: La Educación como Inversión Sostenible</h2>
<p>La iniciativa del Michigan Education Trust trasciende una simple oferta promocional. Representa un modelo de inversión socialmente responsable que utiliza las dinámicas del mercado para avanzar en múltiples Objetivos de Desarrollo Sostenible. Al posicionar la educación como el regalo más valioso, el MET no solo alivia futuras cargas económicas para los estudiantes, sino que también invierte directamente en un futuro más equitativo, próspero y sostenible para la comunidad.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra directamente en este objetivo al promover el Michigan Education Trust (MET), un programa de matrícula universitaria prepaga. La iniciativa busca facilitar el acceso a la educación superior, haciéndola más asequible y planificable para las familias. Al presentar la educación como una “inversión” y un “regalo” duradero, el artículo subraya la importancia de garantizar una educación terciaria inclusiva y equitativa.</p>
</li>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>Indirectamente, el programa aborda la erradicación de la pobreza. El artículo destaca que un beneficiario del programa, Chris, “se graduó sin deudas de la Universidad Estatal de Michigan”. La deuda estudiantil es una carga financiera significativa que puede retrasar la independencia económica y contribuir a la precariedad en los primeros años de la vida profesional de una persona. Aliviar esta carga ayuda a prevenir que los graduados caigan en la pobreza y les proporciona una base financiera más sólida para el futuro.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa MET promueve la reducción de las desigualdades económicas en el acceso a la educación. El artículo menciona que “con una contribución mínima de apenas $25, MET permite a cualquier familia iniciar el camino hacia la educación superior”. Este bajo umbral de entrada hace que el ahorro para la universidad sea accesible para familias de diversos niveles socioeconómicos, reduciendo la brecha de oportunidades educativas entre ricos y pobres.</p>
</li>
<li>
<h3>ODS 12: Producción y Consumo Responsables</h3>
<p>El artículo contrasta la inversión en educación con el consumismo de eventos como el Black Friday y el Cyber Monday. Al calificar la educación como un regalo que “nunca pasa de moda” y una alternativa al “consumo rápido que domina las fiestas”, se promueve un cambio hacia patrones de consumo más responsables y sostenibles. Fomenta la idea de invertir en el desarrollo humano a largo plazo en lugar de en bienes materiales de corta duración.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.3:</h3>
<p><em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em> El programa MET está diseñado específicamente para cumplir esta meta al ofrecer un mecanismo financiero (matrícula prepaga) que hace la educación universitaria más asequible y accesible para las familias en Michigan, independientemente de su situación económica futura.</p>
</li>
<li>
<h3>Meta 1.2:</h3>
<p><em>“Para 2030, reducir al menos a la mitad la proporción de hombres, mujeres y niños de todas las edades que viven en la pobreza en todas sus dimensiones con arreglo a las definiciones nacionales”.</em> El ejemplo de Chris, quien se graduó “sin deudas”, se alinea con esta meta. Evitar la deuda estudiantil es una forma de reducir la vulnerabilidad financiera, una dimensión clave de la pobreza, especialmente para los jóvenes que inician su carrera.</p>
</li>
<li>
<h3>Meta 10.2:</h3>
<p><em>“Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”.</em> La accesibilidad del programa, con una “contribución mínima de apenas $25”, es una herramienta para la inclusión económica. Permite que familias con menos recursos participen en la planificación de la educación superior, promoviendo así una mayor equidad en las oportunidades futuras.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador 4.3.2 (Implícito):</h3>
<p><em>“Tasa bruta de matriculación en la enseñanza superior”.</em> Aunque el artículo no proporciona datos numéricos, el objetivo fundamental del programa MET es aumentar la participación en la educación superior. Al eliminar las barreras financieras, se espera que más estudiantes puedan matricularse en universidades y colegios comunitarios, lo que contribuiría positivamente a este indicador.</p>
</li>
<li>
<h3>Indicador de Reducción de la Deuda (Implícito):</h3>
<p>No existe un indicador oficial de los ODS específico para la deuda estudiantil, pero el resultado mencionado de “graduarse sin deudas” es una medida cualitativa clave del éxito del programa en relación con el ODS 1 (Fin de la Pobreza) y el ODS 10 (Reducción de las Desigualdades). Se puede considerar un indicador de progreso hacia la reducción de la vulnerabilidad económica entre los jóvenes graduados.</p>
</li>
<li>
<h3>Indicador de Patrones de Consumo (Implícito):</h3>
<p>El artículo sugiere un cambio en el comportamiento del consumidor al proponer la educación como una alternativa a las compras del Black Friday. Este cambio de mentalidad hacia una inversión a largo plazo sobre el “consumo rápido” es un indicador cualitativo de progreso hacia el ODS 12, que busca fomentar estilos de vida más sostenibles y responsables.</p>
</li>
</ul>
<h2>Tabla: ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</td>
<td><strong>Indicador 4.3.2 (Implícito):</strong> Aumento de la tasa bruta de matriculación en la enseñanza superior.</td>
</tr>
<tr>
<td><strong>ODS 1:</strong> Fin de la Pobreza</td>
<td><strong>Meta 1.2:</strong> Reducir al menos a la mitad la proporción de personas que viven en la pobreza en todas sus dimensiones.</td>
<td><strong>Indicador Implícito:</strong> Reducción de la carga de la deuda estudiantil para los graduados, como se evidencia en el ejemplo de “graduó sin deudas”.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td><strong>Indicador Implícito:</strong> Accesibilidad del programa de ahorro para la educación superior a familias de bajos ingresos (contribución mínima de $25).</td>
</tr>
<tr>
<td><strong>ODS 12:</strong> Producción y Consumo Responsables</td>
<td>N/A (La conexión es más conceptual con el objetivo general que con una meta específica).</td>
<td><strong>Indicador Implícito:</strong> Cambio en el comportamiento del consumidor, prefiriendo inversiones a largo plazo (educación) sobre el consumo material de corta duración (compras de Black Friday).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://latinosenmichigantv.com/entre-descuentos-y-promociones-met-propone-un-obsequio-que-no-pierde-valor-educacion-universitaria/">latinosenmichigantv.com</a></strong></p>
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<title>El Gobierno refuerza el apoyo educativo con clases gratuitas para estudiantes secundarios – Diario El Argentino</title>
<link>https://sdgtalks.ai/Es/el-gobierno-refuerza-el-apoyo-educativo-con-clases-gratuitas-para-estudiantes-secundarios-diario-el-argentino</link>
<guid>https://sdgtalks.ai/Es/el-gobierno-refuerza-el-apoyo-educativo-con-clases-gratuitas-para-estudiantes-secundarios-diario-el-argentino</guid>
<description><![CDATA[ El Gobierno refuerza el apoyo educativo con clases gratuitas para estudiantes secundarios  Diario El Argentino ]]></description>
<enclosure url="https://diarioelargentino.com/galeria/fotos/2025/11/24/m_1764009990_465.webp" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gobierno, refuerza, apoyo, educativo, con, clases, gratuitas, para, estudiantes, secundarios, –, Diario, Argentino</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe: Programa de Acompañamiento Educativo en Gualeguaychú y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción y Contexto Estratégico</h3>
<p>El Área de Juventud del Gobierno de Gualeguaychú ha implementado un programa de acompañamiento educativo gratuito para estudiantes del nivel secundario. Esta iniciativa estratégica busca fortalecer el rendimiento académico de adolescentes y adultos, ratificando el compromiso municipal con el desarrollo humano y el futuro sostenible de la ciudad. El programa se fundamenta en un diagnóstico que identificó las materias con mayores índices de dificultad entre los estudiantes, con el fin de proporcionar herramientas efectivas para superar barreras en su trayectoria formativa.</p>
<h3>2. Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Este programa se alinea directamente con la Agenda 2030 para el Desarrollo Sostenible, impactando de manera significativa en varios ODS:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> El objetivo principal del programa es garantizar una educación inclusiva, equitativa y de calidad. Al ofrecer apoyo gratuito, se asegura que todos los estudiantes, especialmente los más vulnerables, tengan la oportunidad de fortalecer sus conocimientos y completar su educación secundaria, promoviendo oportunidades de aprendizaje permanente.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> La gratuidad del servicio es un pilar fundamental para reducir las desigualdades. El programa elimina las barreras económicas que impiden el acceso a tutorías privadas, promoviendo la igualdad de oportunidades educativas para todos los jóvenes de Gualeguaychú, independientemente de su contexto socioeconómico.</li>
<li><strong>ODS 1: Fin de la Pobreza y ODS 8: Trabajo Decente y Crecimiento Económico:</strong> Al mejorar el desempeño académico y reducir la deserción escolar, la iniciativa invierte en el capital humano de la ciudad. Una mejor formación académica incrementa las posibilidades de los jóvenes para acceder a un trabajo decente en el futuro, contribuyendo a romper el ciclo de la pobreza y a fomentar un crecimiento económico sostenible e inclusivo.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> El fortalecimiento del sistema educativo y el apoyo a la juventud son esenciales para construir comunidades resilientes y sostenibles. Este programa contribuye directamente a formar ciudadanos comprometidos y capacitados que impulsarán el desarrollo futuro de Gualeguaychú.</li>
</ul>
<h3>3. Detalles Operativos del Programa</h3>
<p>Las clases de apoyo se imparten en las instalaciones de Punto Joven, ubicado en la intersección de las calles 2 de Abril y Schachtel. La oferta académica se ha estructurado de la siguiente manera:</p>
<ul>
<li><strong>Matemáticas:</strong> Lunes y miércoles de 9:00 a 11:00 h.</li>
<li><strong>Lengua y Literatura:</strong> Miércoles de 14:00 a 15:00 h; Jueves de 9:00 a 11:00 h.</li>
<li><strong>Historia:</strong> Lunes de 9:00 a 10:00 h; Miércoles de 14:00 a 15:00 h.</li>
<li><strong>Química:</strong> Viernes de 14:00 a 16:00 h.</li>
<li><strong>Inglés:</strong> Lunes de 14:30 a 15:30 h; Martes de 11:00 a 13:00 h.</li>
</ul>
<h3>4. Proceso de Inscripción e Información Adicional</h3>
<p>El proceso de inscripción permanece abierto. Para obtener más información o registrarse, los interesados pueden seguir los siguientes canales:</p>
<ol>
<li>Dirigirse personalmente a Punto Joven (2 de Abril y Schachtel) en los siguientes horarios:
<ul>
<li>Lunes a jueves: de 8:00 a 18:00 h.</li>
<li>Viernes: de 8:00 a 16:00 h.</li>
</ul>
</li>
<li>Contactarse telefónicamente al número: 3446-516675.</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad.</strong> Este es el objetivo principal abordado. El artículo se centra en una iniciativa del “Área de Juventud del Gobierno de Gualeguaychú” que ofrece “clases de apoyo completamente gratuitas” para estudiantes de nivel secundario. El propósito explícito es “fortalecer sus aprendizajes y mejorar su desempeño escolar”, lo cual se alinea directamente con la meta de asegurar una educación inclusiva, equitativa y de calidad.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades.</strong> El programa promueve la igualdad de oportunidades en la educación. Al ser “completamente gratuitas”, las clases de apoyo eliminan las barreras económicas que podrían impedir a algunos estudiantes acceder a ayuda académica adicional. Esto contribuye a reducir las desigualdades en los resultados educativos que pueden derivarse del estatus socioeconómico.
    </li>
<li>
        <strong>ODS 11: Ciudades y Comunidades Sostenibles.</strong> La iniciativa es una acción concreta del “Gobierno de Gualeguaychú” para mejorar los servicios sociales y educativos dentro de su comunidad. Al invertir en el “desarrollo y el futuro de la ciudad” a través de la educación de sus jóvenes y adultos, el gobierno local está trabajando para crear una comunidad más inclusiva y con mejores oportunidades para sus habitantes.
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.1:</strong> “Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”. El programa apoya directamente esta meta al ofrecer refuerzo a “estudiantes del nivel secundario” para ayudarles a “superar obstáculos y avanzar en su trayectoria educativa”, mejorando así la calidad y la efectividad de su aprendizaje.
    </li>
<li>
        <strong>Meta 4.6:</strong> “Para 2030, asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética”. El programa incluye clases de “Matemáticas” y “Lengua y Literatura”, que son fundamentales para la alfabetización y la aritmética, y está dirigido tanto a “adolescentes y adultos”.
    </li>
<li>
        <strong>Meta 10.2:</strong> “Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. Al ofrecer un servicio educativo de apoyo de forma “completamente gratuita”, la iniciativa promueve la inclusión social y educativa, asegurando que la situación económica no sea un impedimento para que los estudiantes reciban la ayuda que necesitan.
    </li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona explícitamente ningún indicador oficial de los ODS. Sin embargo, se pueden inferir indicadores implícitos que el programa podría utilizar para medir su impacto y progreso hacia las metas identificadas:</p>
<ul>
<li>
        <strong>Indicador implícito para la Meta 4.1:</strong> El objetivo del programa es “mejorar su desempeño escolar”. Por lo tanto, un indicador clave para medir el éxito sería la <em>tasa de aprobación o la mejora en las calificaciones</em> de los estudiantes que asisten a las clases en las materias identificadas como problemáticas. Esto se relaciona con el indicador oficial 4.1.1 (Proporción de niños y jóvenes que alcanzan un nivel mínimo de competencia en lectura y matemáticas).
    </li>
<li>
        <strong>Indicador implícito de acceso y participación:</strong> El artículo informa que “las inscripciones continúan abiertas” y proporciona detalles de contacto. Esto sugiere que el <em>número de estudiantes inscritos en el programa</em> es una métrica fundamental. Este dato, desglosado por materia, edad y género, puede servir como un indicador para medir el alcance y la equidad del acceso al programa, relacionado con la Meta 10.2.
    </li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.1:</strong> Asegurar que todos los niños y niñas terminen la enseñanza secundaria gratuita, equitativa y de calidad.</td>
<td><strong>Indicador implícito:</strong> Mejora en el desempeño escolar y las tasas de aprobación de los estudiantes de secundaria que participan en el programa.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.6:</strong> Asegurar que todos los jóvenes y una proporción considerable de los adultos estén alfabetizados y tengan nociones elementales de aritmética.</td>
<td><strong>Indicador implícito:</strong> Número de jóvenes y adultos que fortalecen sus competencias en Lengua y Matemáticas a través del programa.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas, independientemente de su situación económica.</td>
<td><strong>Indicador implícito:</strong> Número de estudiantes que acceden a apoyo educativo gratuito, eliminando barreras económicas.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.diarioelargentino.com/gualeguaychu/el-gobierno-refuerza-el-apoyo-educativo-con-clases-gratuitas-para-estudiantes-secundarios.htm">diarioelargentino.com</a></strong></p>
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<title>Advierte CNTE protestas en cada evento al que acuda CSP – Reforma</title>
<link>https://sdgtalks.ai/Es/advierte-cnte-protestas-en-cada-evento-al-que-acuda-csp-reforma</link>
<guid>https://sdgtalks.ai/Es/advierte-cnte-protestas-en-cada-evento-al-que-acuda-csp-reforma</guid>
<description><![CDATA[ Advierte CNTE protestas en cada evento al que acuda CSP  Reforma ]]></description>
<enclosure url="https://www.reforma.com/libre/css/articulo2023/img/expande.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Advierte, CNTE, protestas, cada, evento, que, acuda, CSP, –, Reforma</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Situación Laboral del Sector Educativo y su Vínculo con los Objetivos de Desarrollo Sostenible</h2>
<h3>Resumen Ejecutivo</h3>
<p>Con fecha del 24 de noviembre de 2025, se reporta una intensificación en las acciones de protesta por parte de la Coordinadora Nacional de Trabajadores de la Educación (CNTE). La organización ha manifestado su intención de realizar manifestaciones en cada evento público que cuente con la presencia de la Presidenta Claudia Sheinbaum. Esta situación surge como una medida de presión para que el gobierno federal atienda sus demandas laborales. El presente informe analiza el contexto de esta situación y su profundo impacto en la consecución de los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Contexto del Conflicto</h3>
<ul>
<li><b>Actor Principal:</b> Coordinadora Nacional de Trabajadores de la Educación (CNTE).</li>
<li><b>Acción Anunciada:</b> Manifestaciones sistemáticas en eventos presidenciales.</li>
<li><b>Antecedentes:</b> Protestas previas registradas durante giras presidenciales en los estados de Oaxaca y Chiapas.</li>
<li><b>Objetivo Declarado:</b> Ejercer presión sobre el poder ejecutivo para obtener una respuesta favorable a sus exigencias.</li>
</ul>
<h3>Implicaciones Directas en los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El conflicto entre la CNTE y el gobierno federal trasciende el ámbito laboral y educativo, impactando directamente en el avance de México hacia las metas establecidas en la Agenda 2030. A continuación, se detallan los ODS más afectados:</p>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>La inestabilidad generada por las protestas amenaza la continuidad de los servicios educativos, afectando el derecho fundamental de niños y jóvenes a una educación ininterrumpida y de calidad.</li>
<li>La resolución de las demandas de los docentes es un factor clave para asegurar un personal educativo motivado y calificado, pilar indispensable para cumplir con la meta de garantizar una educación inclusiva y equitativa.</li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>Las exigencias de la CNTE están intrínsecamente ligadas a la promoción del trabajo decente, incluyendo salarios justos, seguridad laboral y condiciones dignas para los profesionales de la educación.</li>
<li>Este escenario subraya la necesidad de proteger los derechos laborales y fomentar un entorno de trabajo seguro y protegido para todos los trabajadores, tal como lo estipula la meta 8.8 de este objetivo.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>Las interrupciones en el sistema educativo tienden a magnificar las desigualdades existentes, afectando de manera desproporcionada a estudiantes en comunidades vulnerables, como las de Oaxaca y Chiapas, donde la CNTE tiene una presencia significativa.</li>
<li>Garantizar condiciones laborales equitativas para los docentes a nivel nacional es un paso fundamental para reducir las brechas en la calidad educativa entre diferentes regiones del país.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>Este conflicto pone a prueba la fortaleza de las instituciones para gestionar disputas sociales a través del diálogo y la negociación.</li>
<li>Es fundamental promover la creación de instituciones eficaces, responsables e inclusivas en todos los niveles, capaces de responder a las demandas ciudadanas y encontrar soluciones pacíficas que fortalezcan el estado de derecho y la gobernanza democrática.</li>
</ul>
</li>
</ol>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en la Coordinadora Nacional de Trabajadores de la Educación (CNTE), un sindicato de maestros. Sus acciones y “exigencias” están intrínsecamente ligadas a las condiciones del sector educativo. Una protesta de docentes sugiere problemas relacionados con sus condiciones laborales, salarios o políticas educativas, todos los cuales impactan directamente la calidad y la provisión de la educación.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>La protesta anunciada por la CNTE es una acción laboral. Los maestros, como trabajadores, buscan presionar al gobierno para que atienda sus demandas, lo que se relaciona directamente con el concepto de “trabajo decente”. El artículo destaca un conflicto laboral donde un grupo de trabajadores ejerce su derecho a manifestarse para mejorar sus condiciones.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo describe una tensión entre una organización de la sociedad civil (la CNTE) y el gobierno (la Presidenta). La decisión de la CNTE de “manifestarse en cada espacio en donde esté la Presidenta” refleja un esfuerzo por participar en el proceso de toma de decisiones y asegurar que las instituciones sean receptivas a sus demandas, un aspecto clave para la gobernanza y la paz social.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ol>
<li>
<h3>Meta 4.c</h3>
<p>Para 2030, aumentar considerablemente la oferta de docentes calificados. Aunque el artículo no detalla las exigencias, las protestas de sindicatos de maestros suelen estar relacionadas con salarios y condiciones laborales. Estos factores son cruciales para la retención y el bienestar del personal docente existente, lo cual es fundamental para mantener una oferta de educadores calificados.</p>
</li>
<li>
<h3>Meta 8.8</h3>
<p>Proteger los derechos laborales y promover un entorno de trabajo seguro y sin riesgos para todos los trabajadores. La acción de la CNTE de organizar protestas es un ejercicio de sus derechos laborales fundamentales, específicamente la libertad de asociación y el derecho a la manifestación para la negociación colectiva. El artículo documenta el plan de ejercer este derecho para “presionarla sobre sus exigencias”.</p>
</li>
<li>
<h3>Meta 16.7</h3>
<p>Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades. La protesta es una forma de participación que busca influir en las decisiones gubernamentales. La advertencia de la CNTE indica un esfuerzo por hacer que el proceso de toma de decisiones sea más receptivo a las demandas del magisterio.</p>
</li>
</ol>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<p>El artículo, por su brevedad, no menciona explícitamente ningún indicador numérico de los ODS. Sin embargo, el contexto de la protesta implica la relevancia de ciertos indicadores para medir el progreso en las metas identificadas:</p>
<ul>
<li>
<h3>Indicador 8.8.2 (Implícito)</h3>
<p>Nivel de cumplimiento nacional de los derechos laborales (libertad de asociación y negociación colectiva). La protesta de la CNTE es una manifestación directa del ejercicio de la libertad de asociación y un intento de forzar la negociación. La existencia de este tipo de acciones y la respuesta del gobierno a ellas son relevantes para medir el cumplimiento de este indicador.</p>
</li>
<li>
<h3>Indicador 16.7.2 (Implícito)</h3>
<p>Proporción de la población que cree que la toma de decisiones es inclusiva y receptiva. La necesidad de la CNTE de recurrir a la protesta pública para ser escuchada sugiere que, desde la perspectiva de este grupo, la toma de decisiones del gobierno no está siendo suficientemente receptiva a sus demandas. El nivel de conflicto social, como el descrito, puede ser un reflejo cualitativo de la percepción sobre la inclusividad de las instituciones.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Implícito en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.c:</strong> Aumentar considerablemente la oferta de docentes calificados.</td>
<td>El artículo no implica un indicador específico, pero el conflicto laboral se relaciona con las condiciones que afectan la retención de docentes.</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>8.8:</strong> Proteger los derechos laborales y promover un entorno de trabajo seguro.</td>
<td><strong>8.8.2:</strong> Nivel de cumplimiento nacional de los derechos laborales (libertad de asociación y negociación colectiva).</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td><strong>16.7:</strong> Garantizar la adopción de decisiones inclusivas, participativas y representativas.</td>
<td><strong>16.7.2:</strong> Proporción de la población que cree que la toma de decisiones es inclusiva y receptiva.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.reforma.com/advierte-cnte-protestas-en-cada-evento-al-que-acuda-csp/ar3111741">reforma.com</a></strong></p>
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<title>Talentos sin barreras: liderazgo, inclusión y desarrollo de capacidades en la educación pública chilena. – Fundación Carolina</title>
<link>https://sdgtalks.ai/Es/talentos-sin-barreras-liderazgo-inclusion-y-desarrollo-de-capacidades-en-la-educacion-publica-chilena-fundacion-carolina</link>
<guid>https://sdgtalks.ai/Es/talentos-sin-barreras-liderazgo-inclusion-y-desarrollo-de-capacidades-en-la-educacion-publica-chilena-fundacion-carolina</guid>
<description><![CDATA[ Talentos sin barreras: liderazgo, inclusión y desarrollo de capacidades en la educación pública chilena.  Fundación Carolina ]]></description>
<enclosure url="https://www.fundacioncarolina.es/wp-content/uploads/2025/11/Noticia-Escuela-Juan-Madrid-Talentos-sin-Fronteras.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 04:30:21 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Talentos, sin, barreras:, liderazgo, inclusión, desarrollo, capacidades, educación, pública, chilena., –, Fundación, Carolina</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Impacto de la Formación en Liderazgo Educativo en la Promoción de los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción al Caso de Estudio</h3>
<p>El presente informe analiza el impacto de una beca de formación de posgrado, otorgada por la Fundación Carolina en 2012 para el Máster en Dirección de Centros Educativos, como catalizador para el desarrollo de proyectos de innovación educativa alineados con los Objetivos de Desarrollo Sostenible (ODS). La experiencia formativa resultó en la implementación de la iniciativa “Talentos sin barreras” en la escuela Juan Madrid de Chillán (Chile), un proyecto que aborda directamente el <strong>ODS 4 (Educación de Calidad)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<h2>Desarrollo de Capacidades y su Vinculación con el ODS 4: Educación de Calidad</h2>
<p>La formación especializada permitió la consolidación de un marco teórico y práctico para ejercer un liderazgo educativo enfocado en el fortalecimiento de la educación pública. Este enfoque es fundamental para la consecución del ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad para todos.</p>
<h3>Aprendizajes Clave del Programa de Máster</h3>
<ul>
<li><strong>Liderazgo Pedagógico y Gestión Estratégica:</strong> Comprensión de la relación entre un liderazgo eficaz y la creación de una cultura escolar que promueve la excelencia académica y el bienestar, un pilar del ODS 4.</li>
<li><strong>Enfoques Colaborativos:</strong> Constatación de que los desafíos educativos en Iberoamérica, como la desigualdad y la fragmentación, requieren soluciones colaborativas y políticas sostenidas, en línea con el espíritu del <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>.</li>
<li><strong>Liderazgo Distribuido e Inclusión:</strong> Adopción del concepto de liderazgo como una práctica social distribuida, donde la transformación educativa emerge del trabajo colectivo. Este modelo es esencial para construir entornos escolares inclusivos que atiendan la diversidad, tal como lo estipula la meta 4.5 del ODS 4.</li>
</ul>
<h2>Implementación del Proyecto “Talentos sin barreras”: Un Modelo de Inclusión y Reducción de Desigualdades (ODS 10)</h2>
<p>La aplicación práctica de los conocimientos adquiridos se materializó en el proyecto “Talentos sin barreras”, una iniciativa que constituye un sello distintivo de la escuela Juan Madrid. El proyecto es un ejemplo concreto de cómo la educación puede ser un motor para la reducción de las desigualdades.</p>
<h3>Objetivos y Estrategias del Proyecto</h3>
<ol>
<li><strong>Empoderamiento de Personas con Discapacidad Visual:</strong> El programa está diseñado para potenciar las altas capacidades de estudiantes con discapacidad visual, principalmente en las artes y la música, contribuyendo directamente a la meta 10.2 del ODS 10 sobre la inclusión social de las personas con discapacidad.</li>
<li><strong>Eliminación de Barreras Físicas y Digitales:</strong> Se promueve la adaptación de espacios y la implementación de tecnologías accesibles, abordando la meta 4.a del ODS 4, que llama a construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad.</li>
<li><strong>Desarrollo Personalizado y Apoyo Familiar:</strong> A través de talleres especializados y sesiones de formación para las familias, el proyecto fomenta un entorno de apoyo integral, reconociendo que la educación de calidad requiere la participación de toda la comunidad educativa.</li>
<li><strong>Transformación de la Percepción Social:</strong> La iniciativa busca cambiar la narrativa sobre la discapacidad, enfocándose en el potencial y las capacidades individuales, lo cual es fundamental para construir sociedades más justas e inclusivas (ODS 10).</li>
</ol>
<h2>Impacto, Reconocimiento y Sinergias Internacionales (ODS 17)</h2>
<p>El proyecto “Talentos sin barreras” ha trascendido el ámbito local, siendo seleccionado para ser presentado en el 1° Foro Iberoamericano de Inclusión Educativa de la RIINEE, organizado por la UNESCO. Este reconocimiento subraya la relevancia de la iniciativa y su potencial para inspirar políticas públicas a nivel regional.</p>
<h3>Contribuciones Clave</h3>
<ul>
<li><strong>Visibilidad de Buenas Prácticas:</strong> La participación en foros internacionales permite el intercambio de conocimientos y enriquece el proyecto, demostrando el valor de las alianzas (ODS 17) para fortalecer los sistemas educativos.</li>
<li><strong>Innovación desde la Educación Pública:</strong> El caso evidencia que las escuelas en contextos de alta diversidad pueden ser focos de innovación con impacto nacional y regional, reforzando el rol de la educación pública como garante del derecho a la educación (ODS 4).</li>
<li><strong>La Diversidad como Riqueza:</strong> El proyecto promueve una visión de la diversidad no como un obstáculo, sino como un activo que enriquece las oportunidades educativas y humanas para toda la comunidad.</li>
</ul>
<h2>Conclusión: La Formación de Líderes como Inversión Estratégica para la Agenda 2030</h2>
<p>La experiencia analizada demuestra que la inversión en la formación de líderes educativos, como la facilitada por la Fundación Carolina, es decisiva para traducir los principios de la Agenda 2030 en acciones concretas. El liderazgo escolar informado y ético es un motor para crear comunidades educativas inclusivas, equitativas y de alta calidad, contribuyendo de manera significativa al avance de los Objetivos de Desarrollo Sostenible, especialmente el ODS 4 y el ODS 10.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo central del artículo. La narrativa se enfoca en el fortalecimiento de la educación pública a través de un liderazgo educativo de calidad, la promoción de una educación inclusiva y la creación de oportunidades reales para todos los estudiantes. El proyecto “Talentos sin barreras” es una manifestación directa de este objetivo, al buscar garantizar una educación inclusiva y equitativa para estudiantes con discapacidad visual.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo aborda explícitamente el desafío de las “desigualdades de origen” en los sistemas educativos. La iniciativa “Talentos sin barreras” está diseñada para empoderar a un grupo vulnerable (personas con discapacidad visual), eliminando barreras y promoviendo su inclusión social y educativa. Al hacerlo, contribuye directamente a reducir las desigualdades dentro del país, en línea con el ODS 10.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>La experiencia de la autora y el desarrollo del proyecto son posibles gracias a alianzas estratégicas. Se mencionan varias colaboraciones clave: la beca de la <strong>Fundación Carolina</strong>, que permitió la formación de la autora; el intercambio con profesionales de otros países; y la participación en el <strong>1° Foro Iberoamericano de Inclusión educativa de la RIINEE organizado por UNESCO</strong>. Estas alianzas son cruciales para compartir conocimiento, fortalecer capacidades y escalar el impacto de las iniciativas locales.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y garantizar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad, los pueblos indígenas y los niños en situaciones de vulnerabilidad.</h3>
<p>El proyecto “Talentos sin barreras” se alinea directamente con esta meta al centrarse en “empoderar a personas con discapacidad visual”, asegurando que tengan la oportunidad de desarrollar sus habilidades y talentos en un entorno educativo inclusivo.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>El artículo menciona que el proyecto busca “eliminar las barreras que enfrentan las personas con dificultades visuales” a través de la “adaptación de espacios físicos y digitales, y la implementación de tecnologías accesibles”, lo cual es una aplicación directa de esta meta.</p>
</li>
<li>
<h3>Meta 10.2: De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>La iniciativa no solo busca la inclusión educativa, sino también “transformar la percepción social sobre las discapacidades visuales”, promoviendo la inclusión social de los participantes al destacar sus capacidades y potencial más allá de sus limitaciones físicas.</p>
</li>
<li>
<h3>Meta 17.16: Mejorar la Alianza Mundial para el Desarrollo Sostenible, complementada por alianzas entre múltiples interesados que movilicen e intercambien conocimientos, especialización, tecnología y recursos financieros, a fin de apoyar el logro de los Objetivos de Desarrollo Sostenible en todos los países, en particular los países en desarrollo.</h3>
<p>La beca de la Fundación Carolina y la participación en el foro de la UNESCO son ejemplos claros de alianzas que movilizan e intercambian conocimientos y especialización para fortalecer las políticas educativas públicas y las prácticas inclusivas a nivel local.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona códigos de indicadores específicos de los ODS, pero describe acciones y resultados que se alinean directamente con la forma en que se miden algunas metas.</p>
<ul>
<li>
<h3>Indicador 4.a.1: Proporción de escuelas que cuentan con acceso a: d) infraestructura y materiales adaptados a los estudiantes con discapacidad.</h3>
<p>Este indicador está fuertemente implícito en la descripción del proyecto “Talentos sin barreras”. La frase “A través de la adaptación de espacios físicos y digitales, y la implementación de tecnologías accesibles” es una acción concreta que contribuye directamente a este indicador. El progreso podría medirse evaluando el alcance y la calidad de estas adaptaciones en la escuela Juan Madrid.</p>
</li>
<li>
<h3>Indicadores cualitativos para las metas 4.5 y 10.2</h3>
<p>Aunque no son indicadores numéricos formales, la existencia misma del programa “Talentos sin barreras” y su reconocimiento internacional (al ser seleccionado para el foro de la UNESCO) funcionan como un indicador cualitativo del progreso. Demuestra la implementación de políticas y prácticas inclusivas destinadas a garantizar la igualdad de oportunidades para las personas con discapacidad, lo cual es el núcleo de las metas 4.5 y 10.2.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos Identificados en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>Meta 4.5:</strong> Garantizar el acceso igualitario a la educación para personas con discapacidad.</li>
<li><strong>Meta 4.a:</strong> Adecuar instalaciones educativas para personas con discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Implícito para 4.a.1(d):</strong> La “adaptación de espacios físicos y digitales, y la implementación de tecnologías accesibles” para estudiantes con discapacidad visual.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y educativa de todas las personas, incluidas aquellas con discapacidad.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Indicador cualitativo:</strong> La creación e implementación del proyecto “Talentos sin barreras” como una iniciativa para empoderar y promover la inclusión de personas con discapacidad visual.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>
<ul>
<li><strong>Meta 17.16:</strong> Mejorar la Alianza Mundial para el Desarrollo Sostenible mediante el intercambio de conocimientos y especialización.</li>
</ul>
</td>
<td>
<ul>
<li><strong>Indicador cualitativo:</strong> La colaboración con la Fundación Carolina para la formación y la participación en el foro de la UNESCO para el intercambio de experiencias exitosas.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.fundacioncarolina.es/talentos-sin-barreras-liderazgo-inclusion-y-desarrollo-de-capacidades-en-la-educacion-publica-chilena/">fundacioncarolina.es</a></strong></p>
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<title>Considere la viabilidad del objetivo de hacer del inglés la segunda lengua en las escuelas – Vietnam.vn</title>
<link>https://sdgtalks.ai/Es/considere-la-viabilidad-del-objetivo-de-hacer-del-ingles-la-segunda-lengua-en-las-escuelas-vietnamvn</link>
<guid>https://sdgtalks.ai/Es/considere-la-viabilidad-del-objetivo-de-hacer-del-ingles-la-segunda-lengua-en-las-escuelas-vietnamvn</guid>
<description><![CDATA[ Considere la viabilidad del objetivo de hacer del inglés la segunda lengua en las escuelas  Vietnam.vn ]]></description>
<enclosure url="https://vstatic.vietnam.vn/vietnam/resource/IMAGE/2025/11/25/1764041422435_bo-truong-giao-duc-va-dao-tao-nguyen-kim-son-anh-media-quoc-hoi-1764038144883999902917.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 04:30:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Considere, viabilidad, del, objetivo, hacer, del, inglés, segunda, lengua, las, escuelas, –, Vietnam.vn</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Política de Inversión para la Modernización Educativa 2026-2035</title>
<h2>Informe sobre la Política de Inversión para el Programa Nacional de Objetivos de Modernización y Mejora de la Calidad de la Educación y la Formación (2026-2035)</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>El 25 de noviembre, el Ministro de Educación y Formación, Nguyen Kim Son, presentó ante la Asamblea Nacional el Informe sobre la Política de Inversión para el Programa Nacional de Objetivos de Modernización y Mejora de la Calidad de la Educación y la Formación para el período 2026-2035. Esta iniciativa estratégica busca generar una transformación fundamental en el sistema educativo, alineándose directamente con los Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas.</p>
<h3>Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El programa está diseñado para contribuir significativamente a la agenda global de desarrollo, con un enfoque primordial en los siguientes ODS:</p>
<ul>
<li><strong>ODS 4 (Educación de Calidad):</strong> El objetivo central del programa es garantizar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos. Esto se logrará mediante la estandarización de infraestructuras, la mejora de la capacidad docente y la modernización de los planes de estudio.</li>
<li><strong>ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> Al invertir en la formación de recursos humanos de alta calidad, el programa busca satisfacer las demandas del mercado laboral, impulsando un desarrollo económico rápido y sostenible.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Se busca ampliar las oportunidades de aprendizaje y garantizar la equidad en el acceso a la educación para todos los segmentos de la población, incluyendo áreas montañosas y de minorías étnicas.</li>
<li><strong>ODS 9 (Industria, Innovación e Infraestructura):</strong> La modernización de instalaciones y la transformación digital en la educación son pilares del programa, fomentando la innovación y preparando a los estudiantes para un futuro tecnológico.</li>
</ul>
<h3>Objetivos Específicos del Programa</h3>
<p>El programa se propone crear un cambio fundamental en la calidad educativa, expandir el acceso al aprendizaje y satisfacer las necesidades de recursos humanos del país. Los objetivos se dividen en dos fases:</p>
<h4>Metas para 2030</h4>
<ul>
<li>Estandarizar progresivamente el sistema de educación preescolar y general, asegurando entornos de aprendizaje seguros y eficaces como dicta la meta 4.a del ODS 4.</li>
<li>Realizar una inversión clave en 18 colegios vocacionales para establecer 6 centros nacionales y 12 centros regionales de formación de recursos humanos altamente calificados, en línea con el ODS 8.</li>
<li>Invertir en aproximadamente 30 colegios vocacionales para capacitar en ocupaciones clave que impulsen el desarrollo socioeconómico regional.</li>
<li>Modernizar la infraestructura de las instituciones de educación superior para expandir su capacidad y eficacia.</li>
<li>Apoyar la transformación digital y el desarrollo integral de docentes y estudiantes para cumplir con los requisitos de la innovación educativa y la integración internacional.</li>
</ul>
<h4>Metas para 2035</h4>
<p>Para 2035, se busca consolidar los avances, con el objetivo de que el 100% de las instalaciones de educación preescolar y general cumplan con los estándares nacionales, incluyendo el equipamiento necesario para implementar el inglés como segunda lengua, promoviendo así competencias para la ciudadanía mundial (meta 4.7 del ODS 4).</p>
<h3>Inversión y Financiamiento</h3>
<p>La movilización de recursos es fundamental para alcanzar estos objetivos, reflejando el espíritu del ODS 17 (Alianzas para lograr los objetivos). El capital total estimado para el período 2026-2035 es de aproximadamente <strong>580.133 mil millones de VND</strong>, distribuido de la siguiente manera:</p>
<ul>
<li><strong>Presupuesto central:</strong> 349.113 mil millones de VND (60,2%)</li>
<li><strong>Presupuesto local:</strong> 115.773 mil millones de VND (19,9%)</li>
<li><strong>Capital de contrapartida de instituciones educativas:</strong> 89.073 mil millones de VND (15,4%)</li>
<li><strong>Otros capitales movilizados:</strong> 26.173 mil millones de VND (4,5%)</li>
</ul>
<p>La inversión se dividirá en dos fases: un mínimo de <strong>174.673 mil millones de VND</strong> para 2026-2030 y <strong>405.460 mil millones de VND</strong> para 2031-2035.</p>
<h3>Proyectos Componentes del Programa</h3>
<p>El programa se estructura en cinco proyectos clave, cada uno diseñado para abordar un aspecto específico de la mejora educativa en consonancia con los ODS:</p>
<ol>
<li><strong>Garantía de instalaciones y equipo:</strong> Asegurar que las infraestructuras cumplan con los requisitos para la implementación de programas educativos de calidad (ODS 4, meta 4.a).</li>
<li><strong>Modernización de la formación profesional:</strong> Aumentar la escala y mejorar la calidad de los recursos humanos calificados para el desarrollo económico (ODS 4, meta 4.4 y ODS 8).</li>
<li><strong>Fortalecimiento de la educación superior:</strong> Invertir en instituciones clave para que alcancen niveles regionales y mundiales, fomentando la ciencia, la tecnología y la innovación (ODS 9).</li>
<li><strong>Desarrollo del equipo docente y estudiantil:</strong> Mejorar las capacidades de docentes, gestores y estudiantes en el contexto de la transformación digital y la integración internacional (ODS 4, meta 4.c).</li>
<li><strong>Inspección, seguimiento y evaluación:</strong> Garantizar la correcta implementación y el impacto del programa a través de un sistema de monitoreo robusto.</li>
</ol>
<h3>Revisión y Recomendaciones del Comité de Cultura y Sociedad</h3>
<p>El Comité de Cultura y Sociedad de la Asamblea Nacional, presidido por Nguyen Dac Vinh, expresó su acuerdo general con la propuesta. Sin embargo, recomendó un análisis más detallado sobre la viabilidad de ciertos objetivos, como la implementación del inglés como segunda lengua en el 100% de las escuelas para 2035. El Comité subrayó la importancia de establecer metas realistas, asegurando que las condiciones, como la disponibilidad de docentes calificados e infraestructura adecuada, sean alcanzables para garantizar el éxito del programa y el cumplimiento efectivo de los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo aborda principalmente el ODS 4, pero también se conecta con el ODS 8 y el ODS 10 a través de sus objetivos y alcance.</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo central del artículo. Todo el texto se centra en el “Programa Nacional de Objetivos de Modernización y Mejora de la Calidad de la Educación y la Formación para el período 2026 – 2035” en Vietnam. El objetivo explícito del programa es “crear un cambio fundamental y fuerte en la calidad de la educación y la formación”. Se discuten inversiones en todos los niveles educativos, desde la educación preescolar hasta la superior, la modernización de instalaciones, la capacitación de docentes y la mejora de los programas de estudio.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El artículo conecta directamente la mejora de la educación con el desarrollo económico del país. Uno de los objetivos del programa es “satisfacer cada vez mejor las necesidades de recursos humanos, especialmente recursos humanos de alta calidad, para el desarrollo rápido y sostenible del país”. Esto se refuerza con la inversión en colegios vocacionales para “capacitar recursos humanos altamente calificados” y en ocupaciones clave para el “desarrollo socioeconómico regional y local”, lo que contribuye a una fuerza laboral más productiva y al crecimiento económico.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa busca explícitamente “ampliar las oportunidades de aprendizaje para todas las personas, garantizar la equidad en el acceso a la educación”. Al enfocarse en estandarizar el sistema educativo a nivel nacional, incluyendo áreas montañosas y de minorías étnicas (aunque algunas escuelas específicas de estas áreas están cubiertas por otro programa), el plan tiene como objetivo reducir las disparidades en la calidad y el acceso a la educación, lo cual es un componente clave para reducir las desigualdades generales dentro de un país.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Se pueden identificar varias metas específicas del ODS 4 en el artículo:</p>
<ol>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas</h3>
<p>El artículo se enfoca fuertemente en esta meta. Menciona explícitamente el objetivo de “invertir en la construcción del 100% de las instalaciones de educación preescolar y general que cumplan con los estándares en términos de instalaciones” para 2035. Además, detalla planes para la “estandarización y modernización de la infraestructura técnica” en instituciones de educación superior y la necesidad de que las instalaciones tengan “suficiente equipo de enseñanza”.</p>
</li>
<li>
<h3>Meta 4.c: Aumentar la oferta de docentes calificados</h3>
<p>El programa incluye un componente específico para el “Desarrollo de un equipo de docentes, directivos de instituciones educativas, gestores educativos”. El objetivo es “mejorar la calidad y la capacidad de los maestros” y “continuar capacitando para mejorar la calidad, la capacidad y la iniciativa del equipo de docentes”.</p>
</li>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad</h3>
<p>El artículo detalla planes de “Inversión clave en 18 colegios vocacionales” y “alrededor de 30 colegios vocacionales para capacitar ocupaciones clave”. También aborda la modernización de “instituciones de educación superior” para formar “recursos humanos de alta calidad”, lo que se alinea directamente con el objetivo de mejorar el acceso y la calidad de la educación terciaria y vocacional.</p>
</li>
<li>
<h3>Meta 4.4: Aumentar el número de jóvenes y adultos con competencias para el empleo</h3>
<p>El objetivo de formar “recursos humanos altamente calificados” y capacitar en “ocupaciones clave, puntas de lanza para el desarrollo socioeconómico” está directamente relacionado con dotar a la población de las habilidades necesarias para el mercado laboral y el desarrollo económico, como lo estipula esta meta.</p>
</li>
<li>
<h3>Meta 4.2: Asegurar el acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad</h3>
<p>El programa incluye explícitamente la “educación preescolar” como uno de sus beneficiarios y tiene como meta “estandarizar paso a paso el sistema de educación preescolar y general”, lo que contribuye a esta meta.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo menciona varios indicadores cuantitativos específicos que, aunque son nacionales, pueden usarse para medir el progreso hacia las metas de los ODS.</p>
<ul>
<li>
<h3>Indicador relacionado con la Meta 4.a (Instalaciones educativas)</h3>
<p>El artículo establece una meta clara y medible: “el 100% de las instalaciones de educación preescolar y general que cumplan con los estándares en términos de instalaciones” para 2035. Este porcentaje es un indicador directo del progreso en la mejora de la infraestructura educativa, similar al Indicador ODS 4.a.1 (Proporción de escuelas con acceso a servicios básicos).</p>
</li>
<li>
<h3>Indicadores relacionados con la Meta 4.4 (Competencias para el empleo)</h3>
<p>Se mencionan cifras concretas de inversión en formación profesional: “Inversión clave en 18 colegios vocacionales para formar gradualmente 06 centros nacionales y 12 centros regionales” y “invertir en alrededor de 30 colegios vocacionales para capacitar ocupaciones clave”. El número de instituciones modernizadas y el número de estudiantes formados en estas instituciones servirían como indicadores del progreso.</p>
</li>
<li>
<h3>Indicador relacionado con la calidad y pertinencia de la educación</h3>
<p>El objetivo de que el “30% (para 2030) y el 100% (para 2035) de los establecimientos de educación preescolar y general que implementen el inglés como segunda lengua” es un indicador específico que el país utilizará para medir la modernización y la calidad de su sistema educativo en el contexto de la integración internacional.</p>
</li>
<li>
<h3>Indicador relacionado con la Meta 4.b (Becas)</h3>
<p>La propuesta del Comité de Cultura y Sociedad de establecer “un objetivo sobre el número de personas enviadas a estudiar a universidades prestigiosas y de calidad en el extranjero utilizando el presupuesto estatal” es una mención implícita de un indicador que se alinea con el Indicador ODS 4.b.1 (Volumen de la asistencia oficial para el desarrollo destinada a becas).</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><b>ODS, metas e indicadores</b></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Mencionado o Implícito en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.a:</b> Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</td>
<td>Porcentaje de instalaciones de educación preescolar y general que cumplen con los estándares nacionales (Meta: 100% para 2035).</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.c:</b> Aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo.</td>
<td>Implementación de un proyecto (Proyecto 4) para el desarrollo y capacitación de un equipo de docentes y gestores educativos.</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>4.3:</b> Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</td>
<td>Número de instituciones de educación superior y vocacional modernizadas (Meta: 18 colegios clave y 30 colegios para ocupaciones específicas).</td>
</tr>
<tr>
<td><b>ODS 8:</b> Trabajo Decente y Crecimiento Económico</td>
<td><b>8.6 (implícito):</b> Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</td>
<td>Número de graduados de programas vocacionales con “recursos humanos altamente calificados” para el desarrollo socioeconómico.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>10.3:</b> Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias y promoviendo legislaciones, políticas y medidas adecuadas a ese respecto.</td>
<td>El objetivo general del programa de “garantizar la equidad en el acceso a la educación” para “todas las personas”.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.vietnam.vn/es/can-nhac-tinh-kha-thi-chi-tieu-dua-tieng-anh-tro-thanh-ngon-ngu-thu-hai-trong-truong-hoc">vietnam.vn</a></strong></p>
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<title>Kiwi: metodología educativa, legado de la gestión emocional por la primera infancia en Manizales – Centro de Información – Alcaldía de Manizales</title>
<link>https://sdgtalks.ai/Es/kiwi-metodologia-educativa-legado-de-la-gestion-emocional-por-la-primera-infancia-en-manizales-centro-de-informacion-alcaldia-de-manizales</link>
<guid>https://sdgtalks.ai/Es/kiwi-metodologia-educativa-legado-de-la-gestion-emocional-por-la-primera-infancia-en-manizales-centro-de-informacion-alcaldia-de-manizales</guid>
<description><![CDATA[ Kiwi: metodología educativa, legado de la gestión emocional por la primera infancia en Manizales  Centro de Información – Alcaldía de Manizales ]]></description>
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<pubDate>Mon, 24 Nov 2025 22:30:17 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Kiwi:, metodología, educativa, legado, gestión, emocional, por, primera, infancia, Manizales, –, Centro, Información, –, Alcaldía, Manizales</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de la Estrategia Socioemocional “Kiwi” en Manizales y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción y Contexto General</h3>
<p>La Alcaldía de Manizales, a través de la Oficina de Infancia, Adolescencia y Juventud, ha concluido la fase de implementación de la estrategia “Solución Educativa Kiwi”. Este programa representa un avance significativo en la política pública local para la primera infancia, alineándose directamente con la Agenda 2030 para el Desarrollo Sostenible. La iniciativa, implementada desde 2022 en colaboración con la Fundación United Way Colombia, se enfoca en el fortalecimiento de la inteligencia socioemocional en niños y niñas, una competencia fundamental para el cumplimiento de múltiples Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>2. Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El proyecto Kiwi constituye un modelo de intervención integral que impacta directamente en varios ODS:</p>
<ul>
<li><strong>ODS 3: Salud y Bienestar:</strong> Al dotar a la infancia de herramientas para la autorregulación y gestión de sus emociones, la estrategia promueve la salud mental y el bienestar desde las primeras etapas de la vida, sentando las bases para una población adulta más resiliente.</li>
<li><strong>ODS 4: Educación de Calidad:</strong> La metodología Kiwi enriquece el currículo de los Centros de Desarrollo Infantil (CDI) e instituciones educativas, ofreciendo una educación inclusiva y equitativa que va más allá de lo académico. Fomenta habilidades para la vida que son cruciales para el aprendizaje permanente.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> La enseñanza de la empatía y el manejo constructivo de emociones como el enojo son pilares para la construcción de sociedades pacíficas. Niños y niñas que comprenden sus sentimientos están mejor preparados para resolver conflictos de manera no violenta.</li>
<li><strong>ODS 17: Alianzas para Lograr los Objetivos:</strong> El éxito de la estrategia se fundamenta en una sólida alianza multisectorial que incluye a la Alcaldía de Manizales, la Secretaría de Educación, la Fundación LUKER y la Fundación United Way, demostrando la eficacia del trabajo conjunto para alcanzar metas de desarrollo.</li>
</ul>
<h3>3. Metodología de la Solución Educativa Kiwi</h3>
<p>El núcleo de la estrategia se basa en la investigación de Robert Plutchik sobre las emociones como funciones adaptativas. La implementación se materializa a través de una herramienta pedagógica central:</p>
<ul>
<li><strong>El Pájaro Didáctico Kiwi:</strong> Un recurso tangible que facilita a los menores el reconocimiento y la verbalización de sus estados anímicos.</li>
<li><strong>Asociación Emoción-Color:</strong> Se asocian nueve emociones fundamentales con colores específicos para simplificar su identificación y gestión.</li>
</ul>
<p>Las emociones trabajadas son las siguientes:</p>
<ol>
<li><strong>Alegría (Amarillo):</strong> Fomento de estados de bienestar y serenidad.</li>
<li><strong>Confianza (Fucsia):</strong> Desarrollo de la seguridad para actuar sin temor.</li>
<li><strong>Anticipación (Naranja):</strong> Estímulo de la curiosidad y la exploración.</li>
<li><strong>Enojo (Rojo):</strong> Comprensión y manejo de la respuesta a la ofensa.</li>
<li><strong>Desagrado (Morado):</strong> Reconocimiento del rechazo y la evitación.</li>
<li><strong>Tristeza (Gris):</strong> Normalización de la reflexión y la reintegración personal.</li>
<li><strong>Miedo (Verde):</strong> Desarrollo de mecanismos de protección y afrontamiento.</li>
<li><strong>Sorpresa (Azul):</strong> Capacidad para enfocar la atención ante lo imprevisto.</li>
</ol>
<h3>4. Implementación, Impacto y Sostenibilidad</h3>
<p>Desde su inicio en 2022, la estrategia Kiwi se ha implementado en diversos Centros de Desarrollo Infantil (CDI) y en el programa “Buenas Noches” de la Alcaldía, logrando un impacto positivo en la comunidad educativa. Durante el evento de cierre del proceso, los docentes compartieron experiencias que evidencian una mejora en la capacidad de los niños para gestionar sus emociones y las de sus compañeros.</p>
<p>La conclusión de esta fase no significa el fin de la iniciativa. El objetivo es la sostenibilidad a largo plazo:</p>
<ul>
<li><strong>Capacitación Docente:</strong> Los educadores han sido formados para integrar permanentemente la metodología en sus prácticas pedagógicas.</li>
<li><strong>Empoderamiento Institucional:</strong> Las instituciones educativas asumen la responsabilidad de perpetuar y expandir el enfoque en la inteligencia emocional.</li>
<li><strong>Legado para el Futuro:</strong> Se busca que el conocimiento adquirido a través de Kiwi continúe construyendo una base sólida para el desarrollo de una ciudadanía más consciente, empática y competente, contribuyendo así a las metas a largo plazo de los ODS en Manizales.</li>
</ul>
<p>Como afirmó Manuela Ramírez Ortiz, encargada de la Oficina de Infancia, Adolescencia y Juventud, la estrategia ayuda a los niños “a manejar sus emociones y a enfrentar con valentía el mundo”, un objetivo fundamental para el desarrollo humano sostenible.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo sobre la estrategia educativa Kiwi en Manizales se conecta principalmente con los siguientes Objetivos de Desarrollo Sostenible:</p>
<ul>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El programa se enfoca en la salud mental y el bienestar emocional de los niños desde la primera infancia. Al enseñarles a <strong><em>“reconocer, nombrar y gestionar sus estados de ánimo”</em></strong>, la estrategia Kiwi promueve herramientas fundamentales para el bienestar psicológico a lo largo de la vida, contribuyendo directamente a la promoción de la salud mental.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo más directamente abordado. La estrategia Kiwi es una <strong><em>“solución educativa”</em></strong> que forma parte del <strong><em>“Ecosistema Innovación Educativa para la Primera Infancia”</em></strong>. Su implementación en instituciones educativas y Centros de Desarrollo Infantil (CDI) busca mejorar la calidad de la educación inicial, asegurando que no solo se centre en lo académico, sino también en el desarrollo socioemocional, preparando a los niños para <strong><em>“afrontar con éxito los desafíos de la adolescencia y la vida adulta”</em></strong>.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo destaca explícitamente la colaboración entre diferentes sectores para llevar a cabo la iniciativa. Se menciona que el programa es una <strong><em>“alianza con la Secretaría de Educación, La Fundación LUKER, y la Fundación United Way”</em></strong>, impulsada por la <strong><em>“Alcaldía de Manizales, por medio de la Oficina de Infancia, Adolescencia y Juventud”</em></strong>. Esta cooperación entre el sector público, la sociedad civil y fundaciones privadas es un claro ejemplo de las alianzas necesarias para alcanzar los ODS.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Basado en el contenido del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li>
<h3>Meta 3.4:</h3>
<p><em>“Para 2030, reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante la prevención y el tratamiento y promover la salud mental y el bienestar”</em>. La estrategia Kiwi contribuye directamente al componente de <strong>promover la salud mental y el bienestar</strong> desde una edad temprana. Al <strong><em>“fortalecer la autorregulación de las emociones de niños y niñas”</em></strong>, el programa actúa como una medida preventiva que dota a la infancia de herramientas para una mejor salud mental en el futuro.</p>
</li>
<li>
<h3>Meta 4.2:</h3>
<p><em>“Para 2030, asegurar que todas las niñas y todos los niños tengan acceso a servicios de atención y desarrollo en la primera infancia y a una enseñanza preescolar de calidad, a fin de que estén preparados para la enseñanza primaria”</em>. El programa se implementa específicamente en la <strong><em>“primera infancia”</em></strong>, en <strong><em>“instituciones educativas y Centros de Desarrollo Infantil (CDI) de Manizales”</em></strong>. Su objetivo de equipar a los niños con herramientas para la vida contribuye a un desarrollo integral y de calidad, preparándolos no solo para la educación primaria, sino para la vida en general.</p>
</li>
<li>
<h3>Meta 17.17:</h3>
<p><em>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”</em>. El artículo evidencia esta meta al describir la colaboración entre la <strong>Alcaldía de Manizales</strong> (esfera pública), la <strong>Secretaría de Educación</strong> (esfera pública), la <strong>Fundación LUKER</strong> (esfera privada/sociedad civil) y la <strong>Fundación United Way</strong> (sociedad civil) para implementar la estrategia Kiwi.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores oficiales de los ODS con sus códigos numéricos, pero sí contiene información que puede ser utilizada para construir indicadores implícitos o cualitativos que midan el progreso:</p>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.2:</h3>
<p>El artículo señala que la estrategia Kiwi <strong><em>“se implementó desde el año 2022 y hemos venido trabajando con diferentes instituciones educativas, Centros de Desarrollo Infantil (CDI)”</em></strong>. A partir de esto, un indicador para medir el progreso sería la <strong>tasa de participación o cobertura del programa</strong>. Se podría medir el “Número de instituciones educativas y CDI que han implementado la metodología Kiwi” o el “Porcentaje de niños en la primera infancia de Manizales que participan en programas de desarrollo socioemocional de calidad”.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 3.4:</h3>
<p>El objetivo del programa es <strong><em>“fortalecer la autorregulación de las emociones”</em></strong>. Aunque no se presenta una métrica cuantitativa, el éxito del programa se mide por el <strong><em>“impacto positivo en los niños y niñas”</em></strong>, según lo reportado por los docentes. Un indicador cualitativo sería la “Existencia y evaluación de programas de promoción de la salud mental y el bienestar emocional integrados en el currículo de la educación para la primera infancia”. El progreso se podría medir a través de las experiencias y testimonios de los docentes, como se menciona en el artículo: <strong><em>“los docentes hablaron de las experiencias que se han obtenido desde que la han implementado en sus clases”</em></strong>.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 17.17:</h3>
<p>La existencia misma de la colaboración es un indicador. El artículo nombra a los socios: <strong><em>“La Oficina de Infancia, Adolescencia y Juventud en alianza con la Secretaría de Educación, La Fundación LUKER, y la Fundación United Way”</em></strong>. Un indicador claro es el “Número y tipo de actores (públicos, privados, sociedad civil) que forman parte de la alianza para la innovación educativa en la primera infancia en Manizales”. El sostenimiento de esta alianza a lo largo del tiempo es una medida de su éxito.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>
<h3>ODS, metas e indicadores</h3>
</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td><strong>3.4:</strong> Promover la salud mental y el bienestar.</td>
<td>Implementación de programas educativos que fortalecen la autorregulación emocional y el bienestar en la primera infancia.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.2:</strong> Asegurar el acceso a servicios de atención y desarrollo en la primera infancia y a una enseñanza preescolar de calidad.</td>
<td>Número de Centros de Desarrollo Infantil (CDI) e instituciones educativas que integran la estrategia Kiwi en su currículo.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td><strong>17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</td>
<td>Existencia de una alianza multisectorial activa (Alcaldía, Secretaría de Educación, Fundación LUKER, Fundación United Way) para la ejecución del programa.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://centrodeinformacion.manizales.gov.co/kiwi-metodologia-educativa-legado-de-la-gestion-emocional-por-la-primera-infancia-en-manizales/">centrodeinformacion.manizales.gov.co</a></strong></p>
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<title>Inforges adquiere BeMyVega: tecnología accesible y expansión educativa – El Ecosistema Startup</title>
<link>https://sdgtalks.ai/Es/inforges-adquiere-bemyvega-tecnologia-accesible-y-expansion-educativa-el-ecosistema-startup</link>
<guid>https://sdgtalks.ai/Es/inforges-adquiere-bemyvega-tecnologia-accesible-y-expansion-educativa-el-ecosistema-startup</guid>
<description><![CDATA[ Inforges adquiere BeMyVega: tecnología accesible y expansión educativa  El Ecosistema Startup ]]></description>
<enclosure url="https://ecosistemastartup.com/wp-content/uploads/2025/11/inforges-adquiere-bemyvega-tecnologia-accesible-expansion-educativa-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 16:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Inforges, adquiere, BeMyVega:, tecnología, accesible, expansión, educativa, –, Ecosistema, Startup</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Adquisición de BeMyVega por Inforges: Un Impulso a los Objetivos de Desarrollo Sostenible</h2>
<h3>Contexto de la Operación y Alineación Estratégica con los ODS</h3>
<p>La compañía de soluciones tecnológicas Inforges ha formalizado la adquisición de la startup BeMyVega, especializada en el desarrollo de tecnología para la educación inclusiva. Esta operación representa un avance significativo en la consolidación de un ecosistema tecnológico comprometido con la Agenda 2030, alineándose directamente con múltiples Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>Análisis del Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La tecnología de BeMyVega, basada en inteligencia artificial, está diseñada para eliminar barreras de aprendizaje, generando un impacto directo y medible en los siguientes ODS:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> Las soluciones de BeMyVega promueven una educación inclusiva y equitativa al facilitar el acceso al conocimiento a personas con discapacidad visual, auditiva o de otra índole. Esto contribuye directamente a la meta 4.5, que busca asegurar el acceso igualitario a todos los niveles de la enseñanza para las personas vulnerables.</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> Al desarrollar herramientas que potencian la autonomía y participación de personas con discapacidad, la iniciativa aborda la meta 10.2, enfocada en potenciar y promover la inclusión social, económica y política de todas las personas.</li>
<li><strong>ODS 9: Industria, Innovación e Infraestructura.</strong> La aplicación de inteligencia artificial para resolver desafíos sociales representa un modelo de innovación tecnológica con propósito, fomentando una industrialización inclusiva y sostenible.</li>
</ul>
<h3>Sinergias y Potencial de Escalabilidad bajo el ODS 17</h3>
<p>La integración de BeMyVega en la estructura de Inforges materializa el <strong>ODS 17: Alianzas para lograr los Objetivos</strong>. Esta colaboración entre una empresa consolidada y una startup de impacto social genera un entorno propicio para escalar la solución y maximizar su alcance. Las ventajas estratégicas clave son:</p>
<ol>
<li><strong>Escalabilidad Acelerada:</strong> BeMyVega aprovechará la red comercial y los recursos de Inforges para expandir su tecnología a un mayor número de instituciones educativas y corporativas.</li>
<li><strong>Fortalecimiento de Recursos:</strong> El acceso a la infraestructura y experiencia de Inforges permitirá robustecer la plataforma tecnológica y acelerar la innovación.</li>
<li><strong>Continuidad del Propósito Social:</strong> La permanencia de los fundadores de BeMyVega en el proyecto asegura que la misión de inclusión y accesibilidad siga siendo el pilar central de la estrategia.</li>
</ol>
<h3>Implicaciones para el Ecosistema y el Crecimiento Inclusivo (ODS 8)</h3>
<p>Esta adquisición sirve como un caso de éxito que valida los modelos de negocio de impacto social. Demuestra que las soluciones tecnológicas que abordan desafíos sociales no solo son viables, sino también estratégicas para el crecimiento económico. Al hacerlo, se fomenta un ecosistema emprendedor que contribuye al <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>, promoviendo un crecimiento económico inclusivo y sostenido.</p>
<h3>Conclusión del Informe</h3>
<p>El acuerdo entre Inforges y BeMyVega constituye un hito en el sector de la tecnología educativa en España. Más allá de una transacción comercial, representa un compromiso tangible con los Objetivos de Desarrollo Sostenible, demostrando cómo la colaboración estratégica y la innovación tecnológica pueden ser catalizadores efectivos para construir una sociedad más justa, inclusiva y equitativa.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) identificados</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en la “educación inclusiva” y en “eliminar barreras en el aprendizaje”. La adquisición de BeMyVega por parte de Inforges tiene como objetivo potenciar tecnologías que aseguren una educación equitativa y accesible, especialmente para personas con discapacidad.</li>
</ul>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<ul>
<li>Se destaca la innovación de la startup BeMyVega, que ha desarrollado “soluciones digitales basadas en inteligencia artificial” para la accesibilidad. La adquisición busca “escalar su plataforma y expandir su alcance”, lo que fomenta la innovación tecnológica con un propósito social y apoya el desarrollo de nuevas tecnologías.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El propósito fundamental de la tecnología de BeMyVega es reducir las desigualdades que enfrentan las personas con discapacidad. El artículo menciona explícitamente que sus plataformas permiten la “participación equitativa de usuarios con discapacidad visual, auditiva o de otro tipo”, contribuyendo directamente a la inclusión social.</li>
</ul>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<ul>
<li>La noticia en sí, la adquisición de una startup de impacto social por una empresa tecnológica consolidada, es un ejemplo de una alianza del sector privado. Esta colaboración entre Inforges y BeMyVega une recursos y experiencia para “escalar su plataforma y expandir su alcance”, demostrando cómo las alianzas pueden acelerar el progreso hacia otros objetivos.</li>
</ul>
<h2>Metas específicas de los ODS identificadas</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li><strong>Meta 4.5:</strong> “De aquí a 2030, eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad…”. El artículo aborda directamente esta meta al centrarse en tecnologías que facilitan el acceso educativo a personas con discapacidad.</li>
<li><strong>Meta 4.a:</strong> “Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad… y que ofrezcan entornos de aprendizaje… inclusivos y eficaces para todos”. La plataforma de BeMyVega busca transformar los entornos educativos digitales en espacios inclusivos y eficaces para estudiantes con diversas discapacidades.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li><strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su… discapacidad…”. La tecnología desarrollada por BeMyVega está diseñada específicamente para promover la inclusión social de personas con discapacidad en entornos educativos y corporativos.</li>
</ul>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<ul>
<li><strong>Meta 9.b:</strong> “Apoyar el desarrollo de tecnologías, la investigación y la innovación nacionales en los países en desarrollo…”. Aunque el caso es en España, el principio es aplicable. La adquisición representa un apoyo a una startup local innovadora para que su tecnología se desarrolle y escale, sirviendo como modelo para otros ecosistemas.</li>
</ul>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<ul>
<li><strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas… público-privada y de la sociedad civil…”. La operación entre Inforges y BeMyVega es un claro ejemplo de una alianza privada-privada que aprovecha los recursos de una empresa grande para potenciar el impacto de una startup innovadora.</li>
</ul>
<h2>Indicadores de los ODS mencionados o implícitos</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales de los ODS. Sin embargo, se pueden inferir varios indicadores cualitativos o de proceso que podrían usarse para medir el progreso hacia las metas identificadas:</p>
<ul>
<li><strong>Indicador implícito para la Meta 4.5:</strong> El “alcance” y la “expansión” de la plataforma de BeMyVega. Un aumento en el número de instituciones educativas y estudiantes con discapacidad que utilizan la tecnología sería una medida directa del progreso hacia un acceso más equitativo.</li>
<li><strong>Indicador implícito para la Meta 10.2:</strong> El grado de “participación equitativa” que la tecnología permite. Se podría medir a través del número de usuarios con discapacidad que acceden a eventos educativos o corporativos que antes eran inaccesibles para ellos.</li>
<li><strong>Indicador implícito para la Meta 9.b:</strong> El éxito de la adquisición en “escalar su plataforma”. Esto se podría medir por el crecimiento en la base de usuarios, la expansión a nuevos mercados o el desarrollo de nuevas funcionalidades de la tecnología post-adquisición.</li>
</ul>
<h2>Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.5:</strong> Asegurar el acceso igualitario a la educación para personas con discapacidad.</li>
<li><strong>4.a:</strong> Ofrecer entornos de aprendizaje inclusivos y eficaces.</li>
</ul>
</td>
<td>Número de instituciones educativas y estudiantes con discapacidad que utilizan la plataforma tecnológica.</td>
</tr>
<tr>
<td><strong>ODS 9: Industria, Innovación e Infraestructura</strong></td>
<td>
<ul>
<li><strong>9.b:</strong> Apoyar el desarrollo de tecnologías y la innovación.</li>
</ul>
</td>
<td>Crecimiento y escalabilidad de la plataforma de BeMyVega tras la adquisición (expansión de su alcance).</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social de personas con discapacidad.</li>
</ul>
</td>
<td>Aumento de la participación equitativa de personas con discapacidad en eventos educativos y corporativos.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>
<ul>
<li><strong>17.17:</strong> Fomentar alianzas eficaces en el sector privado.</li>
</ul>
</td>
<td>La propia adquisición como modelo de alianza exitosa para escalar una solución de impacto social.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://ecosistemastartup.com/inforges-adquiere-bemyvega-tecnologia-accesible-y-expansion-educativa/">ecosistemastartup.com</a></strong></p>
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<title>Cronología de secuestros en escuelas de Nigeria – Boston Herald</title>
<link>https://sdgtalks.ai/Es/cronologia-de-secuestros-en-escuelas-de-nigeria-boston-herald</link>
<guid>https://sdgtalks.ai/Es/cronologia-de-secuestros-en-escuelas-de-nigeria-boston-herald</guid>
<description><![CDATA[ Cronología de secuestros en escuelas de Nigeria  Boston Herald ]]></description>
<enclosure url="https://www.bostonherald.com/wp-content/uploads/2025/11/AFR-GEN_NIGERIA-SECUESTROS_49303_8fdce3.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 16:30:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Cronología, secuestros, escuelas, Nigeria, –, Boston, Herald</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Secuestros Masivos en Nigeria y su Impacto en los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción: Una Crisis Humanitaria en Conflicto con el Desarrollo Global</h3>
<p>La República Federal de Nigeria enfrenta una crisis de seguridad que socava directamente los pilares del desarrollo humano y sostenible. Los secuestros masivos en centros educativos, con más de 300 niños secuestrados en la última semana y un total de al menos 1,799 estudiantes desde 2014, representan un ataque directo a los derechos fundamentales y un obstáculo crítico para la consecución de los Objetivos de Desarrollo Sostenible (ODS). Estos actos de violencia no solo interrumpen la vida de las víctimas, sino que también desestabilizan comunidades enteras, perpetuando ciclos de miedo, pobreza y desigualdad que contravienen los principios de la Agenda 2030.</p>
<h3>Cronología de Ataques a Centros Educativos</h3>
<p>La siguiente cronología detalla los principales secuestros de estudiantes que han afectado a la nación, evidenciando un patrón de violencia sistemática contra la educación:</p>
<ol>
<li><b>14 de abril de 2014:</b> El grupo Boko Haram secuestra a 276 estudiantes en Chibok, estado de Borno. Este evento marcó un punto de inflexión en la crisis, con más de 90 estudiantes aún desaparecidas.</li>
<li><b>19 de febrero de 2018:</b> 110 niñas son secuestradas de una escuela en Danchi, estado de Yobe. La mayoría fueron liberadas, pero cinco perdieron la vida.</li>
<li><b>11 de diciembre de 2020:</b> Más de 300 niños son secuestrados de una escuela en Kankara, estado de Katsina, y liberados tras negociaciones.</li>
<li><b>17 de febrero de 2021:</b> 27 estudiantes y personal son secuestrados en Kagara, estado de Níger.</li>
<li><b>26 de febrero de 2021:</b> Más de 300 niñas son secuestradas en Jangebe, estado de Zamfara.</li>
<li><b>11 de marzo de 2021:</b> 39 estudiantes son secuestrados en Afaka, estado de Kaduna.</li>
<li><b>20 de abril de 2021:</b> Al menos 20 estudiantes son secuestrados de la Universidad Privada Greenfield, Kaduna. Cinco de ellos fueron asesinados.</li>
<li><b>5 de julio de 2021:</b> Más de 100 estudiantes son secuestrados en la Escuela Secundaria Bautista Bethel, Kaduna.</li>
<li><b>7 de marzo de 2024:</b> 287 estudiantes son secuestrados en Kuriga, estado de Kaduna.</li>
<li><b>9 de marzo de 2024:</b> 15 niños son secuestrados de un internado en Gidan Bakuso, estado de Sokoto.</li>
<li><b>17 de noviembre de 2025:</b> 25 estudiantes son secuestrados en el estado de Kebbi, con al menos un miembro del personal asesinado.</li>
<li><b>22 de noviembre de 2025:</b> Más de 300 estudiantes y personal son secuestrados de una escuela católica en el estado de Níger.</li>
</ol>
<h3>Análisis del Impacto sobre los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Estos ataques tienen consecuencias devastadoras y multifacéticas que impiden el progreso de Nigeria hacia varios ODS clave:</p>
<ul>
<li><b>ODS 4: Educación de Calidad:</b> Los secuestros son un ataque frontal a este objetivo. Crean un ambiente de terror que provoca el cierre de escuelas, el ausentismo de estudiantes y maestros, y la reticencia de los padres a enviar a sus hijos, especialmente a las niñas, a la escuela. Esto niega a una generación el derecho a una educación inclusiva y equitativa, fundamental para salir de la pobreza.</li>
<li><b>ODS 16: Paz, Justicia e Instituciones Sólidas:</b> La incapacidad de garantizar la seguridad en los centros educativos refleja una debilidad institucional y un fracaso en el mantenimiento de la paz y el estado de derecho. La impunidad de los grupos armados socava la confianza en las instituciones públicas y perpetúa un ciclo de violencia que impide la construcción de sociedades pacíficas y justas.</li>
<li><b>ODS 5: Igualdad de Género:</b> Muchos de estos secuestros, como los de Chibok y Jangebe, tienen como objetivo específico a las niñas. Esta violencia de género busca intimidar y subyugar a las mujeres, negándoles el acceso a la educación como herramienta de empoderamiento. Impide directamente el avance hacia la igualdad de género y la eliminación de todas las formas de violencia contra mujeres y niñas.</li>
<li><b>ODS 3: Salud y Bienestar:</b> Las víctimas de secuestro sufren traumas físicos y psicológicos profundos y duraderos. El estrés postraumático, la ansiedad y la depresión afectan no solo a los sobrevivientes, sino también a sus familias y comunidades, representando una grave crisis de salud mental que obstaculiza el objetivo de garantizar una vida sana y promover el bienestar para todos.</li>
</ul>
<p>En conclusión, la crisis de secuestros escolares en Nigeria es más que un problema de seguridad; es una barrera fundamental para el desarrollo sostenible. Abordarla requiere una respuesta integral que no solo fortalezca la seguridad, sino que también garantice la justicia para las víctimas y reafirme el compromiso nacional e internacional con la educación como un derecho humano inalienable y pilar para un futuro pacífico y próspero.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este objetivo es central, ya que los secuestros masivos ocurren directamente en las escuelas. El artículo detalla numerosos ataques a instituciones educativas, como la “escuela secundaria gubernamental en Chibok”, la “escuela de ciencias en Danchi” y el “Colegio Federal de Mecanización Forestal en Afaka”. Estos actos violentos interrumpen la educación de cientos de niños y crean un ambiente de miedo que impide el acceso a una educación segura y de calidad.</p>
</li>
<li>
<h3>ODS 5: Igualdad de Género</h3>
<p>Varios de los secuestros masivos mencionados en el artículo se dirigen específicamente a niñas. Por ejemplo, el secuestro de “276 estudiantes femeninas” en Chibok y el de “110 niñas” en Danchi. Estos ataques ponen de manifiesto la vulnerabilidad particular de las niñas y el uso de la violencia para impedir su acceso a la educación, lo que representa una grave barrera para alcanzar la igualdad de género.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo describe un contexto de violencia e inseguridad generalizada en el “inestable norte del país”, donde “bandas armadas” y “guerrilleros de Boko Haram” operan con impunidad. La repetición de secuestros masivos desde 2014 hasta 2025 (según las fechas del artículo) evidencia un fracaso de las instituciones para proteger a sus ciudadanos, especialmente a los niños. El tema central es la violencia contra los niños y la falta de justicia para las víctimas, lo que se alinea directamente con la necesidad de construir sociedades pacíficas y justas.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>Los ataques sistemáticos a escuelas demuestran que estas no son “entornos de aprendizaje seguros”. El artículo enumera una docena de ataques a escuelas, lo que indica un incumplimiento total de esta meta en las regiones afectadas de Nigeria.</p>
</li>
<li>
<h3>Meta 5.2: Eliminar todas las formas de violencia contra todas las mujeres y las niñas en los ámbitos público y privado, incluidas la trata y la explotación sexual y otros tipos de explotación.</h3>
<p>El secuestro de cientos de niñas en Chibok, Danchi y Jangebe es una forma extrema de violencia de género. Estos actos no solo les privan de su libertad y educación, sino que también las exponen a otros tipos de explotación, contraviniendo directamente esta meta.</p>
</li>
<li>
<h3>Meta 16.1: Reducir significativamente todas las formas de violencia y las correspondientes tasas de mortalidad en todo el mundo.</h3>
<p>El artículo informa sobre muertes directamente relacionadas con los secuestros. Se menciona que “cinco de las niñas fueron asesinadas” tras el secuestro de Danchi, y en el ataque a la Universidad Privada Greenfield “cinco fueron asesinados”. Estos hechos son un claro indicador de la prevalencia de la violencia letal que esta meta busca reducir.</p>
</li>
<li>
<h3>Meta 16.2: Poner fin al maltrato, la explotación, la trata y todas las formas de violencia y tortura contra los niños.</h3>
<p>El secuestro masivo de niños es una violación directa y grave de esta meta. El recuento de “al menos 1.799 estudiantes han sido secuestrados” desde 2014 es una estadística alarmante que subraya la urgencia de proteger a los niños de esta forma de violencia y explotación.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 16.1.1: Número de víctimas de homicidios intencionales por cada 100.000 habitantes, desglosado por sexo y edad.</h3>
<p>El artículo proporciona datos cualitativos y cuantitativos que contribuyen a este indicador. Menciona explícitamente las muertes de estudiantes y personal escolar durante los ataques, como las “cinco de las niñas” asesinadas en 2018 y los “cinco” estudiantes asesinados en 2021. Estos números, aunque no están expresados como una tasa, son datos brutos para medir la violencia letal.</p>
</li>
<li>
<h3>Indicador 16.2.2: Número de víctimas de la trata de personas por cada 100.000 habitantes, desglosado por sexo, edad y forma de explotación.</h3>
<p>Aunque el artículo no usa el término “trata”, el secuestro masivo de niños para obtener un rescate o por motivos ideológicos es una forma de explotación y puede ser clasificado dentro de este indicador. El dato clave proporcionado es el número total de víctimas: “al menos 1.799 estudiantes han sido secuestrados”, lo que sirve como una medida directa del alcance del problema.</p>
</li>
<li>
<h3>Indicador 4.a.2 (Conceptualmente similar): Número de ataques a estudiantes, personal e instituciones educativas.</h3>
<p>El artículo funciona como un registro de estos ataques. La cronología detalla al menos una docena de “secuestros masivos en escuelas” entre 2014 y 2025. Este recuento de incidentes es un indicador directo y tangible de la inseguridad en el entorno educativo y puede ser utilizado para medir si las intervenciones para proteger las escuelas están funcionando.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Identificado en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.a: Garantizar entornos de aprendizaje seguros y no violentos.</td>
<td>El número de ataques a escuelas (el artículo enumera una docena de secuestros masivos en instituciones educativas).</td>
</tr>
<tr>
<td><strong>ODS 5: Igualdad de Género</strong></td>
<td>5.2: Eliminar todas las formas de violencia contra todas las mujeres y las niñas.</td>
<td>El número de niñas secuestradas en ataques dirigidos, como las “276 estudiantes femeninas” en Chibok y las “110 niñas” en Danchi.</td>
</tr>
<tr>
<td rowspan="2"><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>16.1: Reducir significativamente todas las formas de violencia y las tasas de mortalidad conexas.</td>
<td>El número de muertes reportadas durante los secuestros (ej. “cinco de las niñas fueron asesinadas”, “cinco fueron asesinados”).</td>
</tr>
<tr>
<td>16.2: Poner fin al maltrato, la explotación, la trata y todas las formas de violencia contra los niños.</td>
<td>El número total de niños víctimas de secuestro (“al menos 1.799 estudiantes han sido secuestrados”).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.bostonherald.com/2025/11/24/cronologa-de-secuestros-en-escuelas-de-nigeria/">bostonherald.com</a></strong></p>
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<title>Estudiantes de Educación Media realizaron presentación en Teatro Español de Durazno – ANEP</title>
<link>https://sdgtalks.ai/Es/estudiantes-de-educacion-media-realizaron-presentacion-en-teatro-espanol-de-durazno-anep</link>
<guid>https://sdgtalks.ai/Es/estudiantes-de-educacion-media-realizaron-presentacion-en-teatro-espanol-de-durazno-anep</guid>
<description><![CDATA[ Estudiantes de Educación Media realizaron presentación en Teatro Español de Durazno  ANEP ]]></description>
<enclosure url="https://www.anep.edu.uy/sites/default/files/images/2025/noticias/noviembre/251124/teatro/Club de arte 1.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 16:30:18 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Estudiantes, Educación, Media, realizaron, presentación, Teatro, Español, Durazno, –, ANEP</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre los Clubes de Arte 2024 y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción y Contexto General</h3>
<p>La iniciativa “Clubes de Arte 2024”, culminó con una muestra final en el Teatro Español de Durazno, donde estudiantes de Educación Media presentaron diversas propuestas artísticas. Este programa, impulsado por la Asesoría Educativo Cultural, se alinea directamente con la Agenda 2030, utilizando el arte como vehículo para el desarrollo integral de los jóvenes y el fortalecimiento del tejido social, en consonancia con múltiples Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<h3>ODS 4: Educación de Calidad</h3>
<p>Los Clubes de Arte constituyen una plataforma fundamental para garantizar una educación inclusiva, equitativa y de calidad, promoviendo oportunidades de aprendizaje permanente para todos.</p>
<ul>
<li><strong>Fomento de la Creatividad:</strong> El programa estimula el pensamiento crítico y la creatividad, competencias esenciales para el siglo XXI, al permitir a los estudiantes desarrollar un espectáculo desde su concepción hasta su representación escénica.</li>
<li><strong>Aprendizaje Integral:</strong> Se ofrece un espacio de educación no formal que complementa el currículo tradicional, desarrollando habilidades socioemocionales y culturales en los estudiantes de Educación Media Superior y CECAP.</li>
<li><strong>Inclusión y Equidad:</strong> Al desarrollarse en centros de educación pública de todo el país, la iniciativa asegura el acceso a experiencias culturales y artísticas de alta calidad para jóvenes de diversos contextos socioeconómicos.</li>
</ul>
<h3>ODS 5, 10 y 16: Igualdad de Género, Reducción de las Desigualdades y Paz, Justicia e Instituciones Sólidas</h3>
<p>Las temáticas abordadas en las propuestas artísticas reflejan un profundo compromiso con la construcción de una sociedad más justa, pacífica e inclusiva.</p>
<ul>
<li><strong>Promoción de la Igualdad:</strong> Proyectos como “El ritmo nos une, la violencia nos divide” del Liceo N° 3 de Las Piedras, abordan directamente la necesidad de erradicar la violencia, contribuyendo a las metas del ODS 5.</li>
<li><strong>Diálogo y Reflexión Social:</strong> Espectáculos como “Realidad sin filtros” y “¿A dónde vamos?” invitan a la reflexión sobre problemáticas sociales, fomentando el diálogo y la construcción de paz (ODS 16).</li>
<li><strong>Reducción de Brechas:</strong> La participación de centros educativos de distintas localidades (Salto, Tacuarembó, Fray Bentos, Sarandí del Yi, etc.) garantiza la descentralización de las oportunidades culturales, un pilar clave para la reducción de las desigualdades (ODS 10).</li>
</ul>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El éxito de los Clubes de Arte es un claro ejemplo del poder de las alianzas multisectoriales para alcanzar los objetivos de desarrollo.</p>
<ul>
<li><strong>Colaboración Interinstitucional:</strong> La iniciativa es el resultado de una articulación estratégica entre:
<ul>
<li>La Asesoría Educativo Cultural de la ANEP</li>
<li>La Dirección General de Educación Secundaria</li>
<li>La Dirección General de Educación Técnico Profesional</li>
<li>La Dirección Nacional de Cultura (MEC)</li>
<li>La Dirección Nacional de Educación (MEC)</li>
</ul>
</li>
<li><strong>Sostenibilidad del Programa:</strong> Esta sólida alianza asegura la continuidad del proyecto, como lo demuestra el anuncio de un nuevo llamado para el próximo año, garantizando un impacto a largo plazo.</li>
</ul>
<h3>Detalles Operativos y Propuestas Presentadas</h3>
<p>Los clubes tienen como objetivo principal la creación y presentación de una propuesta artística de temática y técnica libre. Las características del programa son:</p>
<ol>
<li>Desarrollo en centros educativos de educación pública.</li>
<li>Duración de cuatro meses con el acompañamiento de un docente orientador.</li>
<li>Creación de un espectáculo representable en un máximo de treinta minutos.</li>
<li>Abarca disciplinas como teatro, música, danza, circo, títeres, artes visuales y audiovisual.</li>
</ol>
<h3>Centros Educativos y Proyectos Destacados en la Muestra Final</h3>
<ul>
<li><strong>Liceo N° 2 de Salto:</strong> “Entre cuentos”</li>
<li><strong>Liceo Militar de Tacuarembó:</strong> “Realidad sin filtros”</li>
<li><strong>Liceo N° 3 de Las Piedras:</strong> “El ritmo nos une, la violencia nos divide”</li>
<li><strong>Liceo N° 1 de Colonia Nicolich:</strong> “¿A dónde vamos?”</li>
<li><strong>CECAP de Fray Bentos:</strong> “Matrika, mi tambor me dijo”</li>
<li><strong>Escuela Técnica de Colón:</strong> “ContArte: relatos que se transforman en arte”</li>
<li><strong>Liceo de los Cerrillos:</strong> “Deseos a medias”</li>
<li><strong>Liceo Dr. Francisco Ríos de Sarandí del Yi:</strong> “150 páginas de historia”</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo sobre los “Clubes de Arte 2024” se conecta principalmente con los siguientes Objetivos de Desarrollo Sostenible:</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo más directamente relacionado. La iniciativa “Clubes de Arte” es un programa educativo que busca enriquecer la formación de los estudiantes de Educación Media. Al ofrecer un espacio para el desarrollo de propuestas artísticas, se promueve una educación integral que va más allá del currículo tradicional, fomentando la creatividad, la expresión cultural y habilidades blandas. El artículo destaca que se desarrolla en “centros educativos de educación pública con la participación de estudiantes de educación Media Superior”, lo que subraya su enfoque en mejorar la calidad y la oferta educativa dentro del sistema público.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los objetivos</h3>
<p>El artículo especifica claramente que la iniciativa es el resultado de una colaboración interinstitucional. Se menciona que los Clubes de Arte son “una iniciativa conjunta entre la Asesoría Educativo Cultural de la ANEP, la Dirección General de Educación Secundaria, la Dirección General de Educación Técnico Profesional, la Dirección Nacional de Cultura y la Dirección Nacional de Educación del Ministerio de Educación y Cultura (MEC)”. Esta cooperación entre múltiples organismos gubernamentales para alcanzar un objetivo común es un ejemplo claro de la creación de alianzas estratégicas para el desarrollo, como lo promueve el ODS 17.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Basado en el análisis del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li>
<h3>Meta 4.7 (ODS 4)</h3>
<p><em>“Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, […] la promoción de una cultura de paz y no violencia, la ciudadanía mundial y la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible”.</em></p>
<p>Los Clubes de Arte contribuyen directamente a esta meta al utilizar la cultura y el arte como herramientas educativas. El objetivo de presentar una “propuesta artística de temática y técnica libre” permite a los estudiantes explorar y valorar la diversidad cultural. Además, el título de una de las obras, “El ritmo nos une, la violencia nos divide”, del Liceo N° 3 de Las Piedras, es un ejemplo explícito de cómo el programa promueve una cultura de paz y no violencia a través de la expresión artística.</p>
</li>
<li>
<h3>Meta 17.17 (ODS 17)</h3>
<p><em>“Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”.</em></p>
<p>El artículo demuestra la aplicación de esta meta al describir la estructura organizativa del programa. La colaboración entre cinco entidades públicas distintas (ANEP, DGES, DGETP, Dirección Nacional de Cultura y Dirección Nacional de Educación del MEC) para implementar los Clubes de Arte es un modelo de alianza en la esfera pública, que une recursos y competencias del sector educativo y cultural para beneficiar a los estudiantes.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales de los ODS, pero sí contiene información que puede ser utilizada como indicadores implícitos o proxy para medir el progreso:</p>
<ul>
<li>
<h3>Indicadores implícitos para la Meta 4.7</h3>
<ol>
<li><strong>Número de centros educativos y estudiantes participantes:</strong> El artículo menciona la participación de ocho centros educativos de distintas partes del país (Salto, Tacuarembó, Las Piedras, Colonia Nicolich, Fray Bentos, Colón, Los Cerrillos y Sarandí del Yi). Un aumento en el número de participantes y centros en futuras ediciones, como sugiere el anuncio de que “el próximo año retomará el llamado a estudiantes de todo el país”, serviría como un indicador del alcance de la educación para el desarrollo sostenible y cultural.</li>
<li><strong>Contenido temático de las propuestas artísticas:</strong> El análisis de los temas de las obras presentadas, como la ya mencionada “El ritmo nos une, la violencia nos divide”, puede servir como un indicador cualitativo del grado en que se promueven valores como la paz, la no violencia y la reflexión social a través del programa.</li>
</ol>
</li>
<li>
<h3>Indicador implícito para la Meta 17.17</h3>
<ol>
<li><strong>Número y tipo de instituciones involucradas en la alianza:</strong> El artículo identifica a cinco instituciones públicas específicas que colaboran en la iniciativa. La existencia y continuidad de esta alianza multisectorial es en sí misma un indicador de progreso hacia la meta 17.17. La consolidación o ampliación de esta alianza en el futuro podría ser un indicador de su fortalecimiento.</li>
</ol>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>

<table>
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>Objetivos de Desarrollo Sostenible (ODS)</th>
<th>Metas de los ODS</th>
<th>Indicadores (Implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran conocimientos para promover el desarrollo sostenible, la valoración de la diversidad cultural y una cultura de paz.</td>
<td>
<ul>
<li>Número de centros educativos y estudiantes que participan en los “Clubes de Arte”.</li>
<li>Análisis cualitativo de las temáticas de las obras presentadas (ej. “El ritmo nos une, la violencia nos divide”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td><strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en la esfera pública.</td>
<td>
<ul>
<li>Número de instituciones públicas que forman la alianza (el artículo identifica 5 entidades específicas).</li>
<li>La continuidad y formalización de la “iniciativa conjunta” año tras año.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.anep.edu.uy/estudiantes-de-educacion-media-realizaron-presentacion-en-teatro-espanol-de-durazno">anep.edu.uy</a></strong></p>
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<title>La mercantilización de la educación superior – El Mostrador</title>
<link>https://sdgtalks.ai/Es/la-mercantilizacion-de-la-educacion-superior-el-mostrador</link>
<guid>https://sdgtalks.ai/Es/la-mercantilizacion-de-la-educacion-superior-el-mostrador</guid>
<description><![CDATA[ La mercantilización de la educación superior  El Mostrador ]]></description>
<enclosure url="https://media-front.elmostrador.cl/2025/09/Admision-2026-Puntajes-PAES-que-pide-tu-carrera-700x525.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 11:45:32 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>mercantilización, educación, superior, –, Mostrador</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Transformación del Sistema Universitario y su Alineación con los Objetivos de Desarrollo Sostenible</title>
<h2>Análisis de la Mercantilización Universitaria y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El presente informe analiza la evolución del sistema de educación superior, transitando desde una distinción jurídica tradicional entre entidades públicas y privadas hacia una lógica de mercado que permea a ambas. Esta transformación plantea desafíos significativos para el cumplimiento de los Objetivos de Desarrollo Sostenible, en particular el <strong>ODS 4 (Educación de Calidad)</strong>, el <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong> y el <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>.</p>
<h2>La Dicotomía Jurídica Frente a la Realidad Institucional</h2>
<h3>Superación de la Distinción entre Entidades Estatales y Privadas</h3>
<p>La clasificación de las universidades como estatales o privadas ha demostrado ser insuficiente para determinar su calidad o su contribución al desarrollo social. La excelencia académica no está intrínsecamente ligada a la forma jurídica de una institución.</p>
<ul>
<li>Ejemplos internacionales, como los de Estados Unidos (Berkeley vs. Harvard) y Europa (Universidad de Barcelona vs. Universidad Autónoma de Barcelona), demuestran que tanto instituciones públicas como privadas pueden alcanzar altos estándares de calidad.</li>
<li>La clave no reside en la titularidad (estatal o privada), sino en la lógica institucional que las gobierna. La privatización como forma jurídica no es sinónimo de mercantilización como modelo operativo.</li>
</ul>
<h3>El Avance de la Mercantilización y sus Riesgos para el ODS 4</h3>
<p>El fenómeno central es la mercantilización, que redefine el propósito de la educación superior y la aleja de los principios del <strong>ODS 4</strong>, que busca garantizar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos. La transformación de la universidad en una “industria académica” amenaza directamente la esencia de una educación orientada al desarrollo del pensamiento crítico y la formación integral.</p>
<h2>La Universidad como “Industria Académica”: Un Modelo en Conflicto con la Agenda 2030</h2>
<h3>Rasgos Estructurales del Modelo Mercantilizado</h3>
<p>El modelo de “industria académica” se caracteriza por la adopción de lógicas empresariales que reconfiguran la misión universitaria:</p>
<ul>
<li><strong>El conocimiento</strong> es tratado como un “output” o producto medible.</li>
<li><strong>La competencia</strong> entre instituciones se rige por lógicas de mercado, evidenciada en el uso de “rankings”.</li>
<li><strong>Los procesos formativos</strong> se estandarizan según métricas de productividad, en detrimento de la formación de virtudes intelectuales.</li>
<li><strong>El investigador</strong> se convierte en un productor de “papers” para cumplir con indicadores.</li>
<li><strong>Los roles se transforman:</strong> el estudiante pasa a ser un “cliente”, el profesor un “colaborador” y los directivos son seleccionados por su capacidad de gestión administrativa.</li>
</ul>
<h3>Impacto en los Objetivos de Desarrollo Sostenible</h3>
<ol>
<li><strong>ODS 4 (Educación de Calidad):</strong> La evaluación docente basada en encuestas de “satisfacción del cliente”, propias del retail, y los currículos centrados en la “productividad” y el “enfoque de capacidades” socavan la formación de un criterio sólido y el pensamiento crítico, pilares de una educación de calidad.</li>
<li><strong>ODS 8 (Trabajo Decente y Crecimiento Económico):</strong> Al enfocarse exclusivamente en capacitar para el mercado laboral inmediato, se corre el riesgo de formar profesionales con competencias técnicas limitadas, en lugar de ciudadanos adaptables y creativos capaces de impulsar un crecimiento económico sostenible e inclusivo a largo plazo.</li>
<li><strong>ODS 9 (Industria, Innovación e Infraestructura):</strong> La presión por la producción masiva de publicaciones puede desincentivar la investigación fundamental y la innovación disruptiva, que requieren tiempo y no siempre generan resultados inmediatos cuantificables, pero son cruciales para el progreso científico y tecnológico.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> El modelo de “universidad-mall”, que compite por atraer “clientes”, puede exacerbar las desigualdades en el acceso a una educación verdaderamente universitaria, diferenciándola de la mera capacitación laboral.</li>
</ol>
<h2>Hacia un Nuevo Marco Regulatorio Alineado con el Desarrollo Sostenible</h2>
<h3>Necesidad de un Enfoque Regulatorio Actualizado</h3>
<p>El marco legal actual, basado en la distinción obsoleto entre público y privado, es incapaz de regular eficazmente la realidad del sistema. Es imperativo reconocer que conviven dos modelos institucionales distintos:</p>
<ul>
<li><strong>Universidades académicas:</strong> Orientadas a la producción intelectual, la investigación y la formación de criterio.</li>
<li><strong>Universidades productivas:</strong> Orientadas a la producción de capital humano y la capacitación para el mercado.</li>
</ul>
<p>Esta distinción es más pertinente para el Sistema de Aseguramiento de la Calidad y para orientar las políticas públicas hacia el cumplimiento de los ODS.</p>
<h3>Recomendaciones para una Reforma Estratégica</h3>
<p>Para asegurar que la educación superior contribuya efectivamente a la construcción de una sociedad más justa y sostenible, se requiere una respuesta que trascienda lo técnico y aborde una visión de país. Se proponen las siguientes líneas de acción:</p>
<ol>
<li><strong>Reconocer la Diversidad Institucional:</strong> El Estado debe supervisar el sistema reconociendo explícitamente que no todas las instituciones cumplen la misma función. El marco regulatorio debe diferenciar entre aquellas que producen conocimiento y aquellas que solo lo consumen, en línea con el <strong>ODS 17 (Alianzas para lograr los objetivos)</strong>.</li>
<li><strong>Reformar los Mecanismos de Aseguramiento de la Calidad:</strong> Los sistemas de evaluación deben ser capaces de valorar la formación de criterio, la investigación fundamental y la contribución al bien público, más allá de los indicadores de productividad y satisfacción del cliente, para fortalecer el <strong>ODS 4</strong>.</li>
<li><strong>Promover un Debate Nacional:</strong> Es urgente abrir un diálogo sobre el rol de la universidad en la sociedad del siglo XXI, asegurando que su desarrollo responda a los desafíos del desarrollo sostenible y no únicamente a las presiones del mercado.</li>
</ol>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
<h4>ODS 4: Educación de Calidad</h4>
<ul>
<li>El artículo se centra exclusivamente en la educación superior, analizando la transformación de las universidades chilenas. Cuestiona la “mercantilización” de la educación, un fenómeno que impacta directamente en la calidad y los fines de la enseñanza universitaria. La discusión sobre si las universidades deben ser “académicas” (producción intelectual, formación de criterio) o “productivas” (producción de capital humano, capacitación para el mercado laboral) es un debate fundamental sobre la calidad y el propósito de la educación, que es el núcleo del ODS 4.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
<h4>Meta 4.3: Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</h4>
<ul>
<li>El artículo aborda directamente el componente de “calidad” de esta meta. La crítica a la mercantilización y la estandarización de la educación superior sugiere una preocupación por si el sistema actual realmente ofrece una “enseñanza universitaria de calidad”. La distinción que hace el autor entre “universidades académicas” y “universidades productivas” pone en duda que todas las instituciones ofrezcan el mismo nivel de calidad educativa, a pesar de operar bajo el mismo sistema. La transformación del “alumno en cliente” y la competencia por la “matrícula” son fenómenos que, según el texto, alteran la naturaleza de la calidad educativa.</li>
</ul>
</li>
<li>
<h4>Meta 4.4: Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</h4>
<ul>
<li>Esta meta se refleja en la descripción de las universidades que se han orientado a la “producción de capital humano”. El artículo menciona que algunas instituciones “solo entregan competencias” y “solo capacitan para el mercado laboral”, en contraposición a aquellas que “forman criterio” y “educan universitariamente”. Este análisis aborda directamente el tipo de “competencias necesarias” que se están impartiendo, cuestionando si un enfoque puramente mercantilizado cumple con el objetivo más amplio de una educación integral o si solo se enfoca en la empleabilidad inmediata.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona indicadores oficiales de los ODS, pero sí hace referencia a varias métricas y mecanismos de evaluación que el sistema universitario chileno utiliza para medir el rendimiento y la calidad, los cuales pueden considerarse indicadores implícitos o análogos a los que se usarían para medir el progreso hacia las metas del ODS 4. Estos son mencionados de manera crítica:</p>
<ol>
<li>
<h4>Indicadores de rendimiento y competencia (implícitos para la Meta 4.3)</h4>
<ul>
<li><strong>Rankings internacionales:</strong> El texto los menciona como una herramienta de competencia empresarial entre universidades (“es cosa de ver que hablamos de ‘rankings’”). Estos se utilizan como un proxy para medir la calidad y el prestigio a nivel global.</li>
<li><strong>Financiamiento condicionado a indicadores de logro y metas:</strong> Se señala que las instituciones estatales están sometidas a “financiamiento condicionado a indicadores de logro y metas”, lo que demuestra que el sistema utiliza métricas de rendimiento para asignar recursos y, por ende, para evaluar la calidad y el éxito.</li>
<li><strong>Evaluaciones de “satisfacción del cliente”:</strong> El autor critica la “insoportable dependencia” de estas evaluaciones, comparándolas con encuestas del sector <em>retail</em>. Este es un indicador directo que se utiliza para medir la percepción de la calidad desde la perspectiva del estudiante, tratado como un cliente.</li>
</ul>
</li>
<li>
<h4>Indicadores de productividad y capacitación (implícitos para la Meta 4.4)</h4>
<ul>
<li><strong>Métricas de productividad:</strong> Se menciona la “estandarización de procesos formativos según métricas de productividad” y la transformación del investigador en un “productor de <em>papers</em>“. Estos son indicadores cuantitativos que miden los “outputs” del sistema académico.</li>
<li><strong>Modelos centrados en el “enfoque de capacidades”:</strong> El artículo critica cómo los “curriculistas” reemplazan la formación de virtudes intelectuales por modelos centrados en la “productividad” y el “enfoque de capacidades”, lo que implica que el éxito se mide por la adquisición de competencias específicas para el mercado laboral.</li>
</ul>
</li>
</ol>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o implícitos en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.3:</strong> Asegurar el acceso a una formación superior de calidad.</td>
<td>
<ul>
<li>Rankings internacionales como medida de competencia y calidad.</li>
<li>Indicadores de logro y metas para la asignación de financiamiento.</li>
<li>Evaluaciones de “satisfacción del cliente” (encuestas a estudiantes).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.4:</strong> Aumentar el número de jóvenes y adultos con competencias para el empleo.</td>
<td>
<ul>
<li>Métricas de productividad (ej. número de <em>papers</em>).</li>
<li>Modelos curriculares basados en el “enfoque de capacidades” y la capacitación para el mercado laboral.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.elmostrador.cl/noticias/opinion/2025/11/24/universidades-en-modo-mall-la-mercantilizacion-de-la-educacion-superior/">elmostrador.cl</a></strong></p>
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<title>Gran cambio escolar en Texas: aprueban un plan de clases virtuales que transformará este distrito en 2026 – La Nación</title>
<link>https://sdgtalks.ai/Es/gran-cambio-escolar-en-texas-aprueban-un-plan-de-clases-virtuales-que-transformara-este-distrito-en-2026-la-nacion</link>
<guid>https://sdgtalks.ai/Es/gran-cambio-escolar-en-texas-aprueban-un-plan-de-clases-virtuales-que-transformara-este-distrito-en-2026-la-nacion</guid>
<description><![CDATA[ Gran cambio escolar en Texas: aprueban un plan de clases virtuales que transformará este distrito en 2026  La Nación ]]></description>
<enclosure url="https://resizer.glanacion.com/resizer/v2/cy-fair-implementara-tres-opciones-de-educacion-5YCO53HHNVHELNZFPFJ5DNSXQA.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 11:45:32 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gran, cambio, escolar, Texas:, aprueban, plan, clases, virtuales, que, transformará, este, distrito, 2026, –, Nación</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre la Implementación de Modalidades Educativas Virtuales en el Distrito Escolar Cypress-Fairbanks</title>
<h2>Análisis de la Iniciativa “Virtual Pathways” y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El Distrito Escolar Independiente de Cypress-Fairbanks (CFISD) ha anunciado la implementación de un nuevo programa de enseñanza virtual denominado “Virtual Pathways”, que dará inicio en el ciclo académico 2026-2027. Esta iniciativa representa un avance significativo hacia la consecución del <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>, al diversificar la oferta educativa para garantizar una educación inclusiva, equitativa y de calidad, y promover oportunidades de aprendizaje permanente para todos.</p>
<h2>Descripción del Programa “Virtual Pathways”</h2>
<p>El programa surge como respuesta a una nueva legislación en Texas (Proyecto de Ley 569 del Senado) que establece un marco regulatorio y de financiamiento para la educación no presencial. La iniciativa busca retener a los 1,112 estudiantes del distrito que actualmente cursan en instituciones en línea externas, ofreciendo alternativas locales que se ajustan a las necesidades familiares y promueven la equidad educativa.</p>
<h3>Objetivos Estratégicos del Programa</h3>
<ul>
<li><strong>Fomentar la Inclusión y Equidad (ODS 4 y ODS 10):</strong> Ofrecer modelos educativos flexibles que eliminen barreras geográficas, físicas o familiares, garantizando que todos los estudiantes tengan acceso a las mismas oportunidades de aprendizaje.</li>
<li><strong>Garantizar la Calidad Educativa (ODS 4):</strong> Mantener el mismo currículo y nivel de exigencia académica que los programas presenciales, adaptándolos al entorno digital para asegurar resultados de aprendizaje efectivos.</li>
<li><strong>Fortalecer Instituciones Educativas (ODS 16):</strong> Implementar un programa robusto y bien estructurado que responda a un marco legal moderno, demostrando la capacidad del distrito para innovar y adaptarse a las nuevas realidades educativas.</li>
</ul>
<h3>Modalidades Educativas Ofrecidas</h3>
<p>El programa se estructura en tres rutas educativas diseñadas para cubrir distintos perfiles de estudiantes, contribuyendo a una personalización del aprendizaje alineada con el ODS 4:</p>
<ol>
<li><strong>Academia Virtual de Tiempo Completo:</strong> Un modelo 100% en línea para estudiantes que requieren o prefieren un entorno de aprendizaje completamente remoto.</li>
<li><strong>Campus Híbrido:</strong> Un esquema flexible que combina clases virtuales con asistencia presencial en campus tradicionales para actividades específicas, promoviendo un equilibrio entre la autonomía y la interacción social.</li>
<li><strong>Cursos Suplementarios en Línea:</strong> Clases adicionales con costo que los estudiantes pueden tomar fuera del horario escolar para enriquecer su formación académica.</li>
</ol>
<h2>Impacto del Nuevo Marco Normativo en la Educación Sostenible</h2>
<p>La implementación de “Virtual Pathways” es posible gracias a la aprobación del Proyecto de Ley 569 del Senado, que moderniza la regulación de la educación virtual en Texas y se alinea con el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong> al crear un marco institucional transparente y eficaz.</p>
<h3>Principales Disposiciones de la Nueva Legislación</h3>
<ul>
<li><strong>Financiamiento Equitativo:</strong> Se establece un sistema de financiamiento basado en la asistencia diaria promedio (ADA) tanto para programas completos como para cursos individuales, asegurando la sostenibilidad financiera de los modelos virtuales.</li>
<li><strong>Flexibilidad para los Distritos:</strong> La ley amplía la capacidad de los distritos escolares para diseñar e implementar sus propios modelos educativos híbridos y en línea.</li>
<li><strong>Regulación del Acceso:</strong> Se definen criterios claros para la elegibilidad de los estudiantes, garantizando un acceso ordenado y justo a los programas de tiempo completo.</li>
</ul>
<h2>Criterios de Participación y Garantía de Inclusión</h2>
<p>El programa establece directrices claras para la admisión y participación, asegurando que la transición hacia modelos virtuales no comprometa los principios de equidad y calidad educativa, pilares del <strong>ODS 4</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<h3>Requisitos y Condiciones</h3>
<ul>
<li><strong>Elegibilidad:</strong> Para los campus de tiempo completo, se requiere que el estudiante haya asistido previamente a una escuela pública de Texas, con excepciones para grupos vulnerables como dependientes militares o estudiantes en cuidado sustituto.</li>
<li><strong>Límite de Cursos:</strong> Se limita a tres el número de clases virtuales financiadas por el distrito por año, aunque las familias pueden adquirir cursos adicionales por su cuenta.</li>
<li><strong>Derechos del Estudiante:</strong> Se garantiza la participación en actividades extracurriculares y se asegura que los estudiantes con necesidades educativas especiales reciban las adaptaciones correspondientes, reforzando el compromiso con una educación verdaderamente inclusiva.</li>
</ul>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. El texto se centra en la implementación de nuevas modalidades de enseñanza en línea por parte del Distrito Escolar Independiente de Cypress-Fairbanks (CFISD) para mejorar el acceso y la flexibilidad de la educación primaria y secundaria. La iniciativa “Virtual Pathways” busca ofrecer una educación de calidad adaptada a las diversas necesidades de los estudiantes y sus familias, utilizando el mismo currículo que los cursos presenciales.</p>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>El artículo se conecta con este ODS a través de su enfoque en la tecnología y la infraestructura digital como herramientas para la educación. La creación de un programa de “clases virtuales” y “esquemas híbridos” depende directamente de una infraestructura de tecnología de la información y las comunicaciones (TIC) robusta y accesible. La nueva legislación en Texas que apoya y financia estos modelos educativos fomenta la innovación en el sector educativo.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad.</h3>
<p>El programa “Virtual Pathways” está diseñado para alumnos de primaria (cuarto y quinto grado) y preparatoria (noveno a decimosegundo grado). Al ofrecer opciones flexibles, el distrito busca retener a los estudiantes que de otro modo podrían abandonar el sistema o buscar alternativas fuera del distrito, contribuyendo así a la finalización de su educación. El artículo subraya que el programa utilizará “el mismo currículo y nivel de exigencia académica que los cursos presenciales”, apuntando al componente de “calidad”.</p>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades de género en la educación y asegurar el acceso igualitario a todos los niveles de la enseñanza y la formación profesional para las personas vulnerables, incluidas las personas con discapacidad.</h3>
<p>El artículo menciona explícitamente que los alumnos en cualquiera de las modalidades “deberán recibir adaptaciones correspondientes si tienen necesidades educativas especiales”. Esto demuestra un compromiso con la inclusión y el acceso equitativo para estudiantes vulnerables, alineándose directamente con esta meta.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>La creación de un ecosistema de aprendizaje virtual es una forma de “adecuar” la oferta educativa a las necesidades del siglo XXI. El programa ofrece un “entorno de aprendizaje” alternativo y eficaz para aquellos estudiantes para quienes el modelo presencial tradicional no es ideal. La diversificación de opciones (completamente en línea, híbrido, cursos adicionales) busca crear un entorno inclusivo que se adapte a diferentes perfiles de estudiantes.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador relacionado con la participación en la educación (Implícito en la Meta 4.1)</h3>
<p>El artículo proporciona un dato cuantitativo clave: “1112 alumnos residentes de Cy-Fair asistieron a instituciones en línea durante el periodo escolar 2024-2025”. Este número sirve como un indicador de base. El progreso hacia la meta de retener a los estudiantes se podría medir monitoreando la tasa de inscripción y participación de los estudiantes en el nuevo programa “Virtual Pathways” en los años venideros. Un indicador sería el “número de estudiantes matriculados en programas de educación virtual ofrecidos por el distrito”.</p>
</li>
<li>
<h3>Indicador de inclusión para estudiantes con necesidades especiales (Implícito en la Meta 4.5)</h3>
<p>Aunque no se proporciona un número, la afirmación de que los estudiantes “deberán recibir adaptaciones correspondientes si tienen necesidades educativas especiales” implica la necesidad de un sistema de seguimiento. Un indicador implícito sería la “proporción de estudiantes con necesidades especiales inscritos en modalidades virtuales que reciben los recursos y adaptaciones requeridos”, lo que permitiría medir el cumplimiento del acceso igualitario.</p>
</li>
<li>
<h3>Indicador de infraestructura tecnológica para la educación (Implícito en la Meta 4.a)</h3>
<p>El lanzamiento del programa “Virtual Pathways” en sí mismo es un indicador de la existencia de infraestructura tecnológica adecuada para la educación a distancia. El progreso podría medirse por el “número de programas o modalidades de aprendizaje en línea e híbridos implementados por el distrito escolar”, lo que refleja una mejora en las instalaciones y entornos de aprendizaje digitales disponibles para los estudiantes.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos Identificados en el Artículo</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>
<ul>
<li><b>Meta 4.1:</b> Asegurar la finalización de una educación primaria y secundaria de calidad.</li>
<li><b>Meta 4.5:</b> Asegurar el acceso igualitario para personas vulnerables, incluyendo aquellas con discapacidad.</li>
<li><b>Meta 4.a:</b> Ofrecer entornos de aprendizaje inclusivos y eficaces.</li>
</ul>
</td>
<td>
<ul>
<li>Número de estudiantes del distrito que actualmente asisten a escuelas en línea (1,112), que sirve como línea de base para medir la retención y participación en el nuevo programa.</li>
<li>Provisión de “adaptaciones correspondientes” para estudiantes con necesidades educativas especiales (indicador cualitativo de inclusión).</li>
<li>Lanzamiento de tres modalidades de enseñanza en línea como indicador de la disponibilidad de entornos de aprendizaje digitales.</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 9: Industria, Innovación e Infraestructura</b></td>
<td>
<ul>
<li><b>Meta 9.c (Principio):</b> Aumentar el acceso a la tecnología de la información y las comunicaciones (TIC).</li>
</ul>
</td>
<td>
<ul>
<li>La implementación de un programa educativo basado en “clases virtuales” y “esquemas híbridos” es un indicador directo del uso de la infraestructura de TIC para la prestación de servicios públicos (educación).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.lanacion.com.ar/estados-unidos/texas/gran-cambio-escolar-en-texas-aprueban-un-plan-de-clases-virtuales-que-transformara-este-distrito-en-nid24112025/">lanacion.com.ar</a></strong></p>
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<title>Instituciones educativas de Florida con variadas actividades para fortalecer la educación vial – radioflorida.icrt.cu</title>
<link>https://sdgtalks.ai/Es/instituciones-educativas-de-florida-con-variadas-actividades-para-fortalecer-la-educacion-vial-radiofloridaicrtcu</link>
<guid>https://sdgtalks.ai/Es/instituciones-educativas-de-florida-con-variadas-actividades-para-fortalecer-la-educacion-vial-radiofloridaicrtcu</guid>
<description><![CDATA[ Instituciones educativas de Florida con variadas actividades para fortalecer la educación vial  radioflorida.icrt.cu ]]></description>
<enclosure url="https://www.radioflorida.icrt.cu/wp-content/uploads/2024/05/seguridad-vial-735x400-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 09:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Instituciones, educativas, Florida, con, variadas, actividades, para, fortalecer, educación, vial, –, radioflorida.icrt.cu</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Seguridad Vial en Florida y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Diagnóstico de la Situación Actual</h3>
<p>Los accidentes de tránsito representan una de las principales causas de lesiones y mortalidad en la municipalidad de Florida. Según declaraciones de Heriberto Cuello Campo, director de Transporte local, una gran parte de estos incidentes son prevenibles. La prevención emerge como el pilar fundamental no solo para la preservación de vidas humanas, sino también para la construcción de una cultura vial que sea intrínsecamente responsable y sostenible.</p>
<h3>Vinculación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La problemática de la seguridad vial está directamente interconectada con la Agenda 2030 para el Desarrollo Sostenible. Abordar esta cuestión es crucial para avanzar en varios ODS clave:</p>
<ul>
<li><strong>ODS 3: Salud y Bienestar.</strong> La reducción de lesiones y muertes por accidentes de tráfico es una meta explícita (Meta 3.6). Cada accidente evitado contribuye a disminuir la carga sobre los sistemas de salud y a mejorar la calidad de vida de la población.</li>
<li><strong>ODS 11: Ciudades y Comunidades Sostenibles.</strong> Fomentar una cultura vial responsable es indispensable para lograr sistemas de transporte seguros, accesibles y sostenibles para todos (Meta 11.2). Esto incluye la protección de peatones, ciclistas y otros usuarios vulnerables de la vía.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> Los accidentes viales generan costos económicos significativos, incluyendo la pérdida de productividad y los gastos médicos. La prevención contribuye a la estabilidad económica y al bienestar de las familias trabajadoras.</li>
</ul>
<h3>Recomendaciones para el Fomento de una Cultura Vial Responsable</h3>
<p>Para transformar el panorama actual y alinearlo con los principios del desarrollo sostenible, se propone la implementación de un enfoque multifactorial basado en las siguientes acciones prioritarias:</p>
<ol>
<li><strong>Educación y Sensibilización Continua:</strong> Desarrollar campañas de concienciación dirigidas a todos los actores viales (conductores, peatones, ciclistas) sobre la importancia del respeto a las normas de tránsito y la conducción preventiva.</li>
<li><strong>Mejora de la Infraestructura Vial:</strong> Invertir en el mantenimiento y la señalización adecuada de las vías, así como en la creación de infraestructuras seguras para peatones y ciclistas, promoviendo una movilidad sostenible y segura.</li>
<li><strong>Fortalecimiento de la Aplicación de la Ley:</strong> Asegurar una vigilancia y aplicación rigurosa de las normativas de tránsito para disuadir comportamientos de riesgo.</li>
<li><strong>Colaboración Interinstitucional y Comunitaria:</strong> Promover la colaboración entre el gobierno local, instituciones educativas, el sector privado y la sociedad civil para desarrollar e implementar soluciones integrales de seguridad vial.</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 3: Salud y Bienestar:</strong> El artículo se centra directamente en la prevención de “lesiones y pérdidas humanas” causadas por accidentes viales. La seguridad vial es un componente crucial de la salud pública, y la reducción de muertes y lesiones por accidentes de tráfico contribuye directamente a garantizar una vida sana y promover el bienestar para todos en todas las edades.
    </li>
<li>
        <strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> El fomento de una “cultura vial más responsable” es fundamental para crear sistemas de transporte seguros y sostenibles. La seguridad en las carreteras es un pilar para que las ciudades y los asentamientos humanos sean inclusivos, seguros, resilientes y sostenibles.
    </li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 3.6:</strong> <em>Para 2020, reducir a la mitad el número de muertes y lesiones causadas por accidentes de tráfico en el mundo.</em> Aunque la meta temporal es de 2020, el espíritu de la misma sigue vigente. El llamado del artículo a la prevención para “salvar vidas” y evitar “lesiones y pérdidas humanas” se alinea perfectamente con el objetivo de esta meta de reducir drásticamente las víctimas de accidentes viales.
    </li>
<li>
        <strong>Meta 11.2:</strong> <em>Para 2030, proporcionar acceso a sistemas de transporte seguros, asequibles, accesibles y sostenibles para todos y mejorar la seguridad vial.</em> El artículo, al instar a “construir una cultura vial más responsable”, aborda directamente el componente de “mejorar la seguridad vial” de esta meta. Un sistema de transporte no puede ser sostenible si no es seguro para sus usuarios.
    </li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, hay un indicador que está implícito en el texto:</p>
<ul>
<li>
        <strong>Indicador 3.6.1:</strong> <em>Tasa de mortalidad por lesiones causadas por accidentes de tráfico.</em> El artículo menciona explícitamente los “accidentes viales” como una de las “principales causas de lesiones y pérdidas humanas”. Aunque no proporciona cifras, se refiere directamente al fenómeno que este indicador mide. El objetivo de la prevención, que es el tema central del artículo, es reducir esta tasa de mortalidad y lesiones.
    </li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3:</strong> Salud y Bienestar</td>
<td><strong>Meta 3.6:</strong> Reducir a la mitad el número de muertes y lesiones causadas por accidentes de tráfico.</td>
<td><strong>Indicador 3.6.1:</strong> Tasa de mortalidad por lesiones causadas por accidentes de tráfico (implícito en la mención de “lesiones y pérdidas humanas”).</td>
</tr>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td><strong>Meta 11.2:</strong> Proporcionar acceso a sistemas de transporte seguros, asequibles, accesibles y sostenibles para todos y mejorar la seguridad vial.</td>
<td>N/A (El artículo se enfoca en el aspecto de la seguridad vial de la meta, pero no menciona datos que se alineen con un indicador específico como el 11.2.1).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.radioflorida.icrt.cu/132658-urge-fomentar-en-florida-una-cultura-vial-responsable-audio/">radioflorida.icrt.cu</a></strong></p>
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<title>El Ministerio de Educación Básica ofrece becas para 150.000 profesores en toda Indonesia hasta 2026 – archivoprisma.com.ar</title>
<link>https://sdgtalks.ai/Es/el-ministerio-de-educacion-basica-ofrece-becas-para-150000-profesores-en-toda-indonesia-hasta-2026-archivoprismacomar</link>
<guid>https://sdgtalks.ai/Es/el-ministerio-de-educacion-basica-ofrece-becas-para-150000-profesores-en-toda-indonesia-hasta-2026-archivoprismacomar</guid>
<description><![CDATA[ El Ministerio de Educación Básica ofrece becas para 150.000 profesores en toda Indonesia hasta 2026  archivoprisma.com.ar ]]></description>
<enclosure url="https://cdn.antaranews.com/cache/1200x800/2025/11/24/IMG_20251124_131304.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 09:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ministerio, Educación, Básica, ofrece, becas, para, 150.000, profesores, toda, Indonesia, hasta, 2026, –, archivoprisma.com.ar</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Programa de Becas para Docentes en Indonesia y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>El Ministerio de Educación Primaria y Secundaria de Indonesia (Kemendikdasmen) ha anunciado una iniciativa estratégica para fortalecer el sistema educativo nacional. El programa consiste en la adjudicación de 150,000 becas para docentes en todo el país para el año 2026. Esta medida está diseñada para elevar las cualificaciones académicas de los educadores al nivel de licenciatura (S1) o diplomatura (D4), abordando directamente varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<h3>Contribución Directa al ODS 4: Educación de Calidad</h3>
<p>El núcleo de esta iniciativa reside en su impacto directo sobre el <b>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</b>. La calidad de un sistema educativo está intrínsecamente ligada a la competencia de sus docentes.</p>
<ul>
<li><b>Mejora de Competencias Docentes:</b> Al facilitar el acceso a la educación superior, el programa asegura que los educadores posean las credenciales y conocimientos necesarios para impartir una enseñanza efectiva y adaptada a las competencias del siglo XXI.</li>
<li><b>Cumplimiento de la Meta 4.c:</b> La iniciativa contribuye significativamente a la meta 4.c de los ODS, que busca “aumentar considerablemente la oferta de docentes calificados” para 2030. La profesionalización de 150,000 docentes es un paso concreto hacia este objetivo.</li>
<li><b>Sostenibilidad del Sistema:</b> El Ministro Abdul Mu’ti destacó que “la educación de calidad comienza con docentes de calidad”, subrayando que esta inversión es fundamental para construir un sistema educativo resiliente y sostenible.</li>
</ul>
<h3>Impacto en el ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El programa no solo mejora la calidad educativa, sino que también promueve el <b>ODS 8: Promover el crecimiento económico sostenido, inclusivo y sostenible, el empleo pleno y productivo y el trabajo decente para todos</b>. La mejora de las cualificaciones de los docentes tiene un efecto directo en su bienestar y desarrollo profesional.</p>
<ol>
<li><b>Acceso a la Certificación Profesional:</b> La obtención de un título de licenciatura es un requisito para que los docentes puedan participar en la Formación Profesional Docente (PPG).</li>
<li><b>Mejora del Bienestar Económico:</b> La finalización exitosa del PPG permite a los docentes acceder a subsidios de certificación, mejorando así su estabilidad económica y reconociendo su profesionalismo.</li>
<li><b>Formalización y Reconocimiento:</b> Este proceso eleva el estatus de la profesión docente, asegurando condiciones de trabajo más dignas y un mayor reconocimiento a su labor.</li>
</ol>
<h3>Reducción de Desigualdades (ODS 10) y Fomento de Alianzas (ODS 17)</h3>
<p>La estructura del programa está diseñada para ser inclusiva y colaborativa, alineándose con el <b>ODS 10 (Reducción de las desigualdades)</b> y el <b>ODS 17 (Alianzas para lograr los objetivos)</b>.</p>
<ul>
<li><b>Inclusión y Equidad:</b> La beca está abierta a todos los docentes que aún no han completado sus estudios de D4/S1, lo que reduce las barreras para el desarrollo profesional y promueve la igualdad de oportunidades dentro del cuerpo docente.</li>
<li><b>Metodología Innovadora:</b> El uso del sistema de Reconocimiento de Aprendizajes Previos (RPL) valora la experiencia práctica de los docentes, permitiéndoles convalidar sus años de servicio como créditos académicos. Esto acelera su proceso de titulación y hace el programa más accesible.</li>
<li><b>Alianza Estratégica:</b> La colaboración entre el Ministerio de Educación y la Universidad Abierta (UT) es un ejemplo claro del ODS 17. El rector de la UT, Ali Muktiyanto, confirmó la disposición de la universidad para asociarse en este esfuerzo, creando una sinergia crucial entre la educación básica y la superior para alcanzar un objetivo común.</li>
</ul>
<h3>Detalles Operativos del Programa</h3>
<p>A continuación, se detallan los componentes clave de la iniciativa:</p>
<ol>
<li><b>Número de Beneficiarios:</b> 150,000 docentes en toda Indonesia.</li>
<li><b>Financiamiento:</b> Beca de 3 millones de rupias por semestre para cada docente.</li>
<li><b>Plazo de Ejecución:</b> El objetivo es alcanzar la meta para el año 2026.</li>
<li><b>Modelo de Implementación:</b> A través del sistema de Reconocimiento de Aprendizajes Previos (RPL).</li>
<li><b>Continuidad:</b> El programa representa una expansión significativa de una iniciativa existente que ya beneficia a 12,500 docentes.</li>
</ol>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra directamente en mejorar la calidad de la educación en Indonesia. La iniciativa del Ministerio de Educación Primaria y Secundaria (Kemendikdasmen) de proporcionar becas a los profesores para que obtengan títulos de licenciatura (S1/D4) es un esfuerzo fundamental para mejorar las competencias del profesorado. Como afirma el ministro Abdul Mu’ti, “la educación de calidad comienza con docentes de calidad”.</li>
</ul>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>El programa de becas está vinculado a la mejora del bienestar de los docentes. Al obtener una licenciatura, los profesores se vuelven elegibles para la Formación Profesional Docente (PPG), lo que a su vez les permite recibir “subsidios de certificación”. Esto se traduce en mejores ingresos y un trabajo más decente para los educadores, contribuyendo a su crecimiento económico y estabilidad profesional.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El programa de becas promueve la igualdad de oportunidades para los docentes que no han podido completar su educación superior. Al ofrecer apoyo financiero y un sistema de Reconocimiento de Aprendizaje Pasado (RPL), el gobierno está reduciendo las barreras económicas y estructurales, permitiendo que más docentes, independientemente de su situación económica, mejoren sus cualificaciones y perspectivas de carrera.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.c:</h3>
<p><em>“De aquí a 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo”.</em></p>
<p>El artículo aborda directamente esta meta al describir un programa a gran escala para mejorar las cualificaciones de 150.000 docentes en Indonesia. El objetivo es garantizar que los profesores tengan la titulación mínima requerida (una licenciatura) para ser considerados formalmente calificados, lo que aumenta directamente la oferta de docentes cualificados en el país.</p>
</li>
<li>
<h3>Meta 4.3:</h3>
<p><em>“De aquí a 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em></p>
<p>La iniciativa de becas proporciona un acceso asequible a la educación superior (universitaria) para los docentes en servicio. El artículo menciona una beca de “3 millones de rupias por semestre”, lo que hace que la obtención de un título sea financieramente viable y accesible para un gran número de educadores.</p>
</li>
<li>
<h3>Meta 8.5:</h3>
<p><em>“De aquí a 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y los hombres, incluidos los jóvenes y las personas con discapacidad, así como la igualdad de remuneración por trabajo de igual valor”.</em></p>
<p>El artículo vincula la mejora de las cualificaciones educativas con la mejora del bienestar de los docentes a través del acceso a subsidios de certificación. Esto se alinea con el objetivo de lograr un trabajo decente y una remuneración más equitativa, ya que los subsidios aumentan los ingresos de los docentes y reconocen formalmente su valor profesional.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.c.1:</h3>
<p><em>“Proporción de docentes de (a) educación preescolar; (b) enseñanza primaria; (c) primer ciclo de enseñanza secundaria; y (d) segundo ciclo de enseñanza secundaria que han recibido al menos la formación docente organizada mínima (por ejemplo, formación pedagógica), previa al empleo o en el empleo, necesaria para impartir enseñanza en un nivel educativo determinado en un país determinado”.</em></p>
<p>Aunque el artículo no menciona el indicador por su código, proporciona datos cuantitativos directos que miden el progreso hacia él. El objetivo de proporcionar becas a <strong>150.000 profesores</strong> para 2026 para que obtengan una licenciatura es una medida concreta para aumentar la proporción de docentes con la cualificación mínima requerida. El artículo también menciona que <strong>12.500 docentes</strong> ya son beneficiarios, lo que sirve como un punto de datos de progreso actual.</p>
</li>
<li>
<h3>Indicadores Cuantitativos Implícitos:</h3>
<p>El artículo también proporciona otras cifras que pueden servir como indicadores de progreso para las metas relacionadas:</p>
<ul>
<li><strong>Monto de la beca:</strong> La cifra de “3 millones de rupias por semestre” es un indicador del nivel de apoyo financiero proporcionado para hacer accesible la educación superior (relacionado con la Meta 4.3).</li>
<li><strong>Número de beneficiarios:</strong> El objetivo de “150.000 profesores” y el número actual de “12.500” son indicadores clave del alcance y la escala del programa para aumentar el número de docentes cualificados (relacionado con la Meta 4.c).</li>
</ul>
</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados.</td>
<td><strong>Indicador 4.c.1 (implícito):</strong> El programa tiene como objetivo proporcionar becas a 150.000 profesores para 2026 para que obtengan una licenciatura, aumentando así la proporción de docentes cualificados. Actualmente, 12.500 docentes ya son beneficiarios.</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>Meta 4.3:</strong> Asegurar el acceso igualitario a una formación superior de calidad.</td>
<td>El gobierno ha asignado becas de 3 millones de rupias por semestre para cada profesor, haciendo que la educación universitaria sea financieramente accesible.</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td><strong>Meta 8.5:</strong> Lograr el trabajo decente y la igualdad de remuneración por trabajo de igual valor.</td>
<td>Al obtener una licenciatura, los profesores pueden participar en la Formación Profesional Docente (PPG) y calificar para “subsidios de certificación”, lo que mejora su bienestar y remuneración.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td><strong>Meta 10.2 (implícita):</strong> Promover la inclusión económica y social.</td>
<td>El programa de becas ofrece una oportunidad para que los docentes sin título mejoren su estatus económico y profesional, reduciendo la desigualdad dentro de la profesión docente.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.archivoprisma.com.ar/noticias/el-ministerio-de-educacion-basica-ofrece-becas-para-150-000-profesores-en-toda-indonesia-hasta-2026/112192/">archivoprisma.com.ar</a></strong></p>
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<title>Reparar urgentemente las instalaciones educativas y médicas dañadas tras las inundaciones – Vietnam.vn</title>
<link>https://sdgtalks.ai/Es/reparar-urgentemente-las-instalaciones-educativas-y-medicas-danadas-tras-las-inundaciones-vietnamvn</link>
<guid>https://sdgtalks.ai/Es/reparar-urgentemente-las-instalaciones-educativas-y-medicas-danadas-tras-las-inundaciones-vietnamvn</guid>
<description><![CDATA[ Reparar urgentemente las instalaciones educativas y médicas dañadas tras las inundaciones  Vietnam.vn ]]></description>
<enclosure url="https://vstatic.vietnam.vn/vietnam/resource/IMAGE/2025/11/23/1763868574842_dji_0729_20251123100504.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 03:00:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Reparar, urgentemente, las, instalaciones, educativas, médicas, dañadas, tras, las, inundaciones, –, Vietnam.vn</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Respuesta a Desastres y Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p>Tras las recientes inundaciones, se ha iniciado un plan de acción coordinado para la recuperación de infraestructuras críticas, con un enfoque estratégico en la consecución de los Objetivos de Desarrollo Sostenible (ODS). Este informe detalla las directivas emitidas y las responsabilidades asignadas a las diversas entidades gubernamentales.</p>
<h3>Directivas del Comité Popular Provincial: Un Enfoque en la Resiliencia Comunitaria (ODS 11)</h3>
<p>El Comité Popular Provincial, en su rol de liderazgo y en consonancia con el <b>ODS 11 (Ciudades y Comunidades Sostenibles)</b> y el <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b>, ha emitido las siguientes directivas para una recuperación rápida y eficaz:</p>
<ol>
<li><b>Evaluación Integral de Daños:</b> Se ha ordenado a los Comités Populares Comunales realizar una revisión exhaustiva y una evaluación completa de los daños en las instalaciones educativas y médicas. Este paso es fundamental para planificar una reconstrucción resiliente.</li>
<li><b>Movilización de Recursos:</b> Se ha solicitado la movilización de fuerzas militares, policiales, uniones juveniles y la población civil para las labores de limpieza y restauración, demostrando un enfoque de toda la sociedad alineado con el <b>ODS 17 (Alianzas para lograr los Objetivos)</b>.</li>
<li><b>Plazos de Ejecución:</b> Se han establecido plazos estrictos para la finalización de las reparaciones (23 de noviembre) y la presentación de informes consolidados (24 de noviembre) para garantizar la rendición de cuentas y la eficiencia institucional.</li>
</ol>
<h3>Departamento de Educación y Capacitación: Garantizando la Educación de Calidad (ODS 4)</h3>
<p>La interrupción de la educación representa una amenaza directa para el <b>ODS 4 (Educación de Calidad)</b>. Para mitigar este riesgo, el Departamento de Educación y Capacitación debe:</p>
<ul>
<li><b>Restauración de Infraestructura Escolar:</b> Liderar la evaluación de daños en todos los centros educativos y coordinar con el Comando Militar Provincial el apoyo para la limpieza y reparación de campus, aulas y patios escolares.</li>
<li><b>Continuidad del Aprendizaje:</b> Asegurar que ningún estudiante se vea privado de acceso a la educación. Esto incluye garantizar la disponibilidad de escuelas, aulas, maestros, ropa, libros y material didáctico.</li>
<li><b>Fomento de Alianzas (ODS 17):</b> Movilizar activamente a agencias, empresas y otras unidades para que brinden apoyo material (equipos, libros de texto, útiles escolares) a las escuelas afectadas, reforzando las alianzas para el desarrollo sostenible.</li>
</ul>
<h3>Departamento de Salud: Salvaguardando la Salud y el Bienestar (ODS 3)</h3>
<p>La protección de la salud pública es una prioridad absoluta, en línea con el <b>ODS 3 (Salud y Bienestar)</b>. Las responsabilidades del Departamento de Salud incluyen:</p>
<ul>
<li><b>Rehabilitación de Centros Médicos:</b> Realizar una evaluación completa de los daños en las instalaciones médicas y coordinar con el Comando Militar Provincial el apoyo para la limpieza y saneamiento.</li>
<li><b>Prevención de Enfermedades:</b> Implementar medidas de saneamiento ambiental y control de enfermedades para prevenir brotes post-inundación, garantizando la seguridad sanitaria de la comunidad.</li>
<li><b>Garantía de Suministros Médicos:</b> Revisar y reponer las reservas de medicamentos, productos químicos y suministros para asegurar una atención médica ininterrumpida, especialmente para los servicios de emergencia.</li>
</ul>
<h3>Coordinación con Fuerzas Militares y Policiales: Fortaleciendo las Instituciones y Alianzas (ODS 16 y ODS 17)</h3>
<p>El Comité Popular Provincial ha solicitado al Comando Militar y a la Policía Provincial que desempeñen un papel crucial en la recuperación, lo que subraya la importancia de instituciones sólidas y alianzas multisectoriales:</p>
<ol>
<li><b>Apoyo Logístico y Humano:</b> Movilizar el máximo de personal, medios y materiales para apoyar a las localidades afectadas en la limpieza y reparación de infraestructuras educativas y médicas.</li>
<li><b>Respuesta Coordinada:</b> Actuar en función de las solicitudes específicas del Departamento de Educación, el Departamento de Salud y los comités locales, asegurando que el apoyo se dirija a donde más se necesita.</li>
</ol>
<p>Esta respuesta integral no solo busca reparar los daños inmediatos causados por el desastre natural, sino también fortalecer la resiliencia de la comunidad frente a futuros eventos climáticos, contribuyendo directamente a la agenda del <b>ODS 13 (Acción por el Clima)</b>.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El artículo se centra significativamente en la recuperación de la infraestructura sanitaria tras la inundación. Se ordena al Departamento de Salud que evalúe los daños a las “instalaciones médicas”, que reponga las “reservas de medicamentos, productos químicos y suministros” y que organice la “prevención y el control de enfermedades” para evitar interrupciones en la atención médica. Esto se alinea directamente con el objetivo de garantizar una vida sana y promover el bienestar para todos.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Una parte central del artículo es la respuesta a los daños sufridos por las instalaciones educativas. Se dan instrucciones claras para la “limpieza de escuelas y aulas”, la “reparación y restauración de las escuelas” y la movilización de apoyo para que no haya “estudiantes que carezcan de escuelas, aulas, maestros, ropa, libros, material didáctico y útiles escolares”. El objetivo es reanudar la enseñanza de forma “segura, eficaz y de acuerdo con las regulaciones”, lo que se conecta directamente con garantizar una educación inclusiva y de calidad.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>El artículo aborda la respuesta de una comunidad a un desastre natural (inundación), un tema clave del ODS 11. Las acciones descritas, como la evaluación de daños, la reparación de infraestructuras críticas (escuelas e instalaciones médicas) y la movilización de fuerzas para la “superación de las consecuencias de los desastres naturales”, están orientadas a hacer que la comunidad sea más resiliente y a reducir el impacto del desastre en la población y los servicios esenciales.</p>
</li>
<li>
<h3>ODS 13: Acción por el Clima</h3>
<p>Las inundaciones son un desastre natural frecuentemente exacerbado por el cambio climático. La respuesta de emergencia y los esfuerzos de recuperación descritos en el artículo son un ejemplo de adaptación y fortalecimiento de la resiliencia ante los riesgos relacionados con el clima. La directiva de “superar las consecuencias de los desastres naturales en general” es una acción directa para hacer frente a los impactos climáticos a nivel local.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>El artículo destaca una fuerte colaboración entre múltiples actores. El Comité Popular Provincial coordina los esfuerzos del Departamento de Educación y Capacitación, el Departamento de Salud, el Comando Militar Provincial y la Policía Provincial. Además, se menciona la movilización de “las fuerzas de la unión juvenil y a la población”, lo que demuestra una alianza multisectorial para la recuperación, un principio fundamental del ODS 17.</p>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
<h3>Meta 3.d: Reforzar la capacidad de todos los países […] en materia de alerta temprana, reducción de riesgos y gestión de los riesgos para la salud nacional y mundial.</h3>
<p>Las acciones del Departamento de Salud, como “revisen y complementen con prontitud las reservas de medicamentos”, “organizar el saneamiento ambiental, la prevención y el control de enfermedades” y “evitar interrupciones en la atención y el tratamiento de emergencia”, son medidas directas para gestionar los riesgos para la salud que surgen después de una inundación.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que […] ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>El mandato de “acelerar la reparación y restauración de las escuelas” y “garantizar las condiciones para que la enseñanza y el aprendizaje se reanuden de forma segura, eficaz” se alinea directamente con esta meta, ya que el objetivo es restaurar un entorno de aprendizaje seguro y funcional después del desastre.</p>
</li>
<li>
<h3>Meta 11.5: Reducir significativamente el número de muertes y de personas afectadas por los desastres […] y disminuir sustancialmente las pérdidas económicas directas que provocan.</h3>
<p>Todo el artículo es una respuesta a un desastre relacionado con el agua. Las instrucciones para “evaluar completamente el alcance de los daños” y reparar la infraestructura esencial buscan mitigar el impacto en las personas afectadas (estudiantes y pacientes) y comenzar a cuantificar y revertir las pérdidas materiales en instalaciones educativas y médicas.</p>
</li>
<li>
<h3>Meta 13.1: Fortalecer la resiliencia y la capacidad de adaptación a los riesgos relacionados con el clima y los desastres naturales en todos los países.</h3>
<p>La respuesta coordinada y rápida para reparar la infraestructura y restaurar los servicios esenciales después de la inundación es una demostración práctica de la creación de resiliencia comunitaria y la capacidad de adaptación a las consecuencias de un desastre natural.</p>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Aunque el artículo no menciona explícitamente los códigos de los indicadores de los ODS, sí describe procesos de recopilación de datos que son la base para medirlos.</p>
<ul>
<li>
<h3>Indicador Implícito para la Meta 11.5 (Indicador 11.5.2: Pérdidas económicas directas atribuidas a los desastres […])</h3>
<p>El artículo ordena repetidamente a los departamentos “elaborar estadísticas y evaluar completamente el alcance de los daños a las instalaciones educativas y médicas”. Este proceso de evaluación de daños es el primer paso para calcular las pérdidas económicas directas causadas por el desastre en la infraestructura pública, que es un componente clave de este indicador.</p>
</li>
<li>
<h3>Indicador Implícito para la Meta 4.a (Indicador 4.a.1: Proporción de escuelas que cuentan con acceso a […] infraestructura y materiales básicos)</h3>
<p>La evaluación de los daños en las escuelas y la posterior movilización de recursos para reparar “equipo de enseñanza, los libros de texto y los útiles escolares” implican una medición del estado de la infraestructura escolar. El progreso podría medirse por el número o la proporción de escuelas dañadas que son reparadas y reequipadas para volver a ser funcionales y seguras, restaurando así su acceso a una infraestructura adecuada.</p>
</li>
<li>
<h3>Indicador Implícito para la Meta 3.d (Indicador 3.d.1: Capacidad del Reglamento Sanitario Internacional (RSI) y preparación para emergencias de salud)</h3>
<p>La capacidad del sistema de salud para responder a la emergencia, como se detalla en las instrucciones al Departamento de Salud (reponer medicamentos, prevenir enfermedades, garantizar la atención de emergencia), es una medida cualitativa de la preparación y respuesta ante emergencias sanitarias. El éxito en la prevención de brotes de enfermedades después de la inundación sería una medida de esta capacidad.</p>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivos de Desarrollo Sostenible (ODS)</th>
<th>Metas de los ODS</th>
<th>Indicadores de los ODS (Mencionados o Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3:</strong> Salud y Bienestar</td>
<td><strong>3.d:</strong> Reforzar la capacidad en materia de alerta temprana, reducción de riesgos y gestión de los riesgos para la salud.</td>
<td>Implícito: Capacidad del sistema de salud para responder a emergencias, prevenir brotes de enfermedades y garantizar el suministro de medicamentos tras el desastre.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros y eficaces.</td>
<td>Implícito: Número y proporción de escuelas dañadas que son reparadas y reequipadas para reanudar la enseñanza de forma segura.</td>
</tr>
<tr>
<td><strong>ODS 11:</strong> Ciudades y Comunidades Sostenibles</td>
<td><strong>11.5:</strong> Reducir significativamente las personas afectadas y las pérdidas económicas directas causadas por los desastres.</td>
<td>Implícito: Elaboración de estadísticas y evaluación completa del alcance de los daños a la infraestructura pública (educativa y médica) como base para medir las pérdidas económicas.</td>
</tr>
<tr>
<td><strong>ODS 13:</strong> Acción por el Clima</td>
<td><strong>13.1:</strong> Fortalecer la resiliencia y la capacidad de adaptación a los riesgos relacionados con el clima y los desastres naturales.</td>
<td>Implícito: La implementación de una respuesta coordinada y la rápida recuperación de los servicios esenciales como medida de la resiliencia comunitaria.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td>N/A (El ODS se refleja en el enfoque general, no en una meta específica del artículo)</td>
<td>Implícito: Nivel de coordinación y movilización de recursos entre diferentes entidades gubernamentales (Comités, Departamentos, Militar, Policía) y la sociedad civil.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.vietnam.vn/es/khan-truong-khac-phuc-co-so-giao-duc-y-te-bi-thiet-hai-sau-mua-lu">vietnam.vn</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Denuncian millonaria estafa a estudiantes de colegios en Atlántico: querían ir a la COP30 en Brasil – Infobae</title>
<link>https://sdgtalks.ai/Es/denuncian-millonaria-estafa-a-estudiantes-de-colegios-en-atlantico-querian-ir-a-la-cop30-en-brasil-infobae</link>
<guid>https://sdgtalks.ai/Es/denuncian-millonaria-estafa-a-estudiantes-de-colegios-en-atlantico-querian-ir-a-la-cop30-en-brasil-infobae</guid>
<description><![CDATA[ Denuncian millonaria estafa a estudiantes de colegios en Atlántico: querían ir a la COP30 en Brasil  Infobae ]]></description>
<enclosure url="https://www.infobae.com/resizer/v2/ECWEMFDYHRG55OCDJTYOMB7SSA.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 03:00:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Denuncian, millonaria, estafa, estudiantes, colegios, Atlántico:, querían, COP30, Brasil, –, Infobae</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre Incidente de Fraude a Comunidad Educativa y su Impacto en los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Resumen Ejecutivo</h3>
<p>Se reporta un presunto fraude que ha afectado a 37 miembros de la comunidad educativa de tres instituciones en el departamento del Atlántico, Colombia. El incidente involucra la pérdida de más de $40.404.000 destinados a financiar la participación de un grupo de estudiantes en la Conferencia de las Partes (COP30) en Belém do Pará, Brasil. Este hecho no solo representa una pérdida económica y un delito contra el patrimonio, sino que también socava directamente los esfuerzos por avanzar en varios Objetivos de Desarrollo Sostenible (ODS), principalmente en las áreas de educación de calidad, acción por el clima y justicia.</p>
<h3>2. Instituciones y Partes Afectadas</h3>
<p>El grupo afectado está compuesto por estudiantes, padres de familia y docentes pertenecientes a las siguientes instituciones educativas oficiales:</p>
<ul>
<li>Institución Educativa Distrital Técnico Bilingüe Jorge Nicolás Abello (Barranquilla)</li>
<li>Institución Educativa Tajamar (Soledad)</li>
<li>IET Comercial e Industrial (Palmar de Varela)</li>
</ul>
<h3>3. Análisis del Impacto sobre los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El incidente tiene implicaciones directas y significativas en la consecución de la Agenda 2030. A continuación, se detalla el impacto sobre los ODS más relevantes:</p>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> La estafa frustró una oportunidad educativa invaluable para los estudiantes. La participación en la COP30 les habría permitido adquirir conocimientos prácticos sobre desarrollo sostenible, cambio climático y ciudadanía mundial (Meta 4.7). La experiencia representaba un ejercicio de aprendizaje experiencial que fue truncado, afectando su formación como líderes conscientes de los desafíos globales.
    </li>
<li>
        <strong>ODS 13: Acción por el Clima:</strong> La COP30 es un foro crucial para la gobernanza climática global. Impedir la participación de una delegación juvenil colombiana limita la contribución de nuevas perspectivas y voces en el diálogo sobre la acción climática. Este hecho debilita los esfuerzos por movilizar a la juventud, un actor clave en la promoción de la ambición climática y la implementación de soluciones sostenibles.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> El fraude es un acto delictivo que atenta contra la confianza y la seguridad de la comunidad. La investigación iniciada por la Fiscalía General de la Nación es fundamental para garantizar el acceso a la justicia para las víctimas (Meta 16.3). Asimismo, el caso expone la necesidad de fortalecer los protocolos institucionales en los centros educativos para prevenir la corrupción y el fraude, promoviendo instituciones eficaces y responsables (Meta 16.6).
    </li>
<li>
        <strong>ODS 1: Fin de la Pobreza y ODS 10: Reducción de las Desigualdades:</strong> Para muchas de las familias afectadas, el dinero invertido representaba un esfuerzo económico considerable y meses de ahorro. La pérdida de estos recursos agrava su vulnerabilidad económica y profundiza las desigualdades, ya que limita el acceso de los estudiantes a oportunidades educativas enriquecedoras por motivos económicos.
    </li>
</ol>
<h3>4. Detalles del Incidente y Modus Operandi</h3>
<p>La operación fraudulenta fue presuntamente orquestada por Daniel Alemán Acosta, quien se presentó como gestor de viajes y empleado de la aerolínea Avianca para generar confianza.</p>
<ul>
<li><strong>Gestión de Fondos:</strong> La recolección del dinero fue organizada por los padres de familia, quienes designaron a una tesorera para centralizar los pagos.</li>
<li><strong>Falsa Intermediación:</strong> El acusado se ofreció a gestionar la logística completa del viaje, incluyendo tiquetes aéreos y otros gastos.</li>
<li><strong>Incumplimiento y Desaparición:</strong> Una vez recibido el pago total, Alemán Acosta cesó toda comunicación, no entregó los tiquetes aéreos ni devolvió los fondos.</li>
<li><strong>Investigación Penal:</strong> Se ha interpuesto una denuncia formal ante la Fiscalía por los delitos de estafa agravada y falsedad en documento privado.</li>
</ul>
<h3>5. Respuesta Institucional y Medidas Adoptadas</h3>
<ul>
<li><strong>Secretaría de Educación de Barranquilla:</strong> Aclaró que el viaje no constituía una actividad oficial avalada por la entidad y que no se otorgaron permisos para el uso del nombre de las instituciones. Ha activado una ruta de acompañamiento para las familias.</li>
<li><strong>Directivas Escolares:</strong> La rectora del instituto Jorge Nicolás Abello confirmó que la institución no avaló el viaje, recordando que las actividades extracurriculares deben seguir canales oficiales.</li>
<li><strong>Aerolínea Avianca:</strong> La compañía negó cualquier vínculo laboral o comercial con el acusado y recomendó realizar compras únicamente a través de sus canales oficiales.</li>
</ul>
<h3>6. Conclusiones y Repercusiones</h3>
<p>El fraude perpetrado contra la comunidad educativa del Atlántico trasciende el ámbito delictivo y económico. Representa un grave revés para la promoción de la educación para el desarrollo sostenible y la participación juvenil en asuntos globales. El impacto emocional en los estudiantes, quienes habían preparado proyectos académicos para el evento, es considerable. Este caso subraya la necesidad imperativa de reforzar los mecanismos de control y la debida diligencia en la organización de actividades extracurriculares, asegurando que se realicen a través de canales formales y transparentes para proteger a la comunidad y fomentar la construcción de instituciones sólidas y confiables, en línea con el ODS 16.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<ol>
<li>
<h3>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El artículo aborda principalmente tres Objetivos de Desarrollo Sostenible (ODS) a través de los eventos que describe:</p>
<ul>
<li>
                <strong>ODS 4: Educación de Calidad:</strong> El artículo se centra en un “viaje académico” que fue frustrado. Este viaje representaba una “oportunidad académica única” para los estudiantes, quienes incluso habían “preparado presentaciones e investigaciones para la COP30”. La estafa les privó de una experiencia educativa valiosa, afectando directamente su acceso a una educación de calidad que va más allá del aula tradicional.
            </li>
<li>
                <strong>ODS 13: Acción por el Clima:</strong> Aunque el tema central es la estafa, el contexto es de suma relevancia. El viaje estaba destinado a la “COP30 en Belém do Pará, Brasil”, la conferencia de las Naciones Unidas sobre el cambio climático. La participación de los estudiantes en este evento es un ejemplo directo de educación y sensibilización sobre la acción climática, un pilar fundamental para alcanzar este objetivo. La imposibilidad de asistir representa un obstáculo para su formación como ciudadanos conscientes del clima.
            </li>
<li>
                <strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> Este objetivo es central en la narrativa del artículo. Se evidencia en varios aspectos:
<ul>
<li><strong>Justicia:</strong> Las víctimas presentaron una “denuncia formal ante la Fiscalía General de la Nación” por los delitos de “estafa agravada y falsedad en documento privado”. El proceso de investigación en curso es un intento de acceder a la justicia.</li>
<li><strong>Instituciones Sólidas:</strong> El caso expone debilidades institucionales. La “Secretaría de Educación de Barranquilla” y la rectora de uno de los colegios aclararon que “el viaje no era una actividad oficial” y que carecía de los trámites por “canales oficiales”. Esto revela una “falta de control en la recaudación de fondos y la ausencia de soportes oficiales”, lo que llevó a las autoridades a pedir que se refuercen “los protocolos para evitar fraudes similares”.</li>
</ul>
</li>
</ul>
</li>
<li>
<h3>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Basado en el contenido, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li>
                <strong>Meta 4.7:</strong> “Para 2030, asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible”. El viaje a la COP30 estaba diseñado precisamente para proporcionar a los estudiantes conocimientos sobre desarrollo sostenible y cambio climático. La estafa impidió directamente el cumplimiento de esta meta para el grupo de 37 afectados.
            </li>
<li>
                <strong>Meta 13.3:</strong> “Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto de la mitigación del cambio climático, la adaptación a él, la reducción de sus efectos y la alerta temprana”. La participación de los jóvenes en un evento como la COP30 es una forma clave de mejorar la educación y la sensibilización sobre el cambio climático. El artículo muestra un intento fallido de contribuir a esta meta.
            </li>
<li>
                <strong>Meta 16.3:</strong> “Promover el estado de derecho en los planos nacional e internacional y garantizar la igualdad de acceso a la justicia para todos”. La acción de las familias de presentar una denuncia formal ante la Fiscalía y la posterior investigación del “ente acusatorio” son un claro ejemplo de la búsqueda de acceso a la justicia para reparar el daño causado por un delito.
            </li>
<li>
                <strong>Meta 16.6:</strong> “Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas”. El artículo subraya una falla en este aspecto. La Secretaría de Educación y la rectora del colegio enfatizan que la actividad no siguió los canales oficiales, lo que demuestra una falta de protocolos institucionales eficaces para gestionar y proteger a la comunidad educativa en actividades extracurriculares. La recomendación de “reforzar los protocolos” es un llamado a fortalecer las instituciones educativas para que sean más transparentes y seguras.
            </li>
</ul>
</li>
<li>
<h3>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>Sí, el artículo menciona o implica información que se relaciona con indicadores específicos de los ODS:</p>
<ul>
<li>
                <strong>Indicador 16.3.1:</strong> “Proporción de víctimas de violencia en los 12 meses anteriores que denunciaron su victimización a las autoridades competentes u otros mecanismos de resolución de conflictos oficialmente reconocidos”. El artículo establece claramente que se presentó una “denuncia formal […] ante la Fiscalía General de la Nación”. El grupo de 37 personas afectadas denunció el delito, lo que proporciona un dato concreto para este indicador.
            </li>
<li>
                <strong>Indicador 16.1.3:</strong> “Proporción de la población que ha sufrido (a) violencia física, (b) violencia psicológica o (c) violencia sexual en los 12 meses anteriores”. El artículo describe el “golpe emocional para los estudiantes y sus familias ha sido considerable” y menciona que “expresan frustración y desilusión”. Esto se alinea directamente con la medición de la violencia psicológica sufrida por las víctimas como consecuencia del fraude.
            </li>
<li>
                <strong>Indicador 4.7.1 / 13.3.1:</strong> “Medida en que (i) la educación para la ciudadanía mundial y (ii) la educación para el desarrollo sostenible se incorporan en (a) las políticas nacionales de educación, (b) los planes de estudio, (c) la formación del profesorado y (d) la evaluación de los alumnos”. El incidente implica una deficiencia en este ámbito. Aunque existía la iniciativa de un docente para llevar a los estudiantes a un evento clave de desarrollo sostenible, la falta de un marco institucional seguro (“no era una actividad oficial”, “no se otorgó permiso”) para apoyar y proteger dicha iniciativa sugiere que la educación para el desarrollo sostenible no está suficientemente integrada en los protocolos y políticas de las instituciones educativas involucradas.
            </li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td><strong>4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos para promover el desarrollo sostenible.</td>
<td><strong>4.7.1 (Implícito):</strong> El fracaso del viaje por falta de protocolos institucionales seguros sugiere una deficiente incorporación de la educación para el desarrollo sostenible en las políticas operativas de las escuelas.</td>
</tr>
<tr>
<td><strong>ODS 13: Acción por el Clima</strong></td>
<td><strong>13.3:</strong> Mejorar la educación, la sensibilización y la capacidad humana e institucional respecto del cambio climático.</td>
<td><strong>13.3.1 (Implícito):</strong> La imposibilidad de que los estudiantes asistan a la COP30 representa una oportunidad perdida para mejorar la educación y sensibilización sobre el clima, evidenciando una brecha en la capacidad institucional para facilitar estas experiencias.</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
                <strong>16.3:</strong> Promover el estado de derecho y garantizar la igualdad de acceso a la justicia.<br>
                <strong>16.6:</strong> Crear instituciones eficaces y transparentes que rindan cuentas.
            </td>
<td>
                <strong>16.1.3 (Implícito):</strong> El artículo describe el “golpe emocional”, la “frustración y desilusión” de las víctimas, lo que puede medirse como una forma de violencia psicológica.<br>
                <strong>16.3.1 (Mencionado):</strong> Se menciona explícitamente que las víctimas presentaron una “denuncia formal ante la Fiscalía General de la Nación”, cumpliendo con el acto de denunciar el delito a las autoridades.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.infobae.com/colombia/2025/11/23/denuncian-millonaria-estafa-a-estudiantes-de-colegios-en-atlantico-querian-ir-a-la-cop30-en-brasil/">infobae.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>El SEPE busca trabajadores con la educación básica y sin experiencia: sueldo de hasta 30.000 euros – INFORMACION</title>
<link>https://sdgtalks.ai/Es/el-sepe-busca-trabajadores-con-la-educacion-basica-y-sin-experiencia-sueldo-de-hasta-30000-euros-informacion</link>
<guid>https://sdgtalks.ai/Es/el-sepe-busca-trabajadores-con-la-educacion-basica-y-sin-experiencia-sueldo-de-hasta-30000-euros-informacion</guid>
<description><![CDATA[ El SEPE busca trabajadores con la educación básica y sin experiencia: sueldo de hasta 30.000 euros  INFORMACION ]]></description>
<enclosure url="https://estaticos-cdn.prensaiberica.es/clip/96ea1faa-edfe-4cf3-b12d-29f51368a2b1_16-9-aspect-ratio_default_0.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 08:47:49 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>SEPE, busca, trabajadores, con, educación, básica, sin, experiencia:, sueldo, hasta, 30.000, euros, –, INFORMACION</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre Oportunidades Laborales y ODS</title>
<h2>Informe sobre Oportunidades Laborales en España y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Análisis del Contexto Laboral y su Vínculo con el ODS 8 y ODS 10</h3>
<p>El mercado laboral español se encuentra en una fase de transformación, impulsada por la digitalización. No obstante, existe un segmento significativo de la población que busca activamente empleo sin poseer formación específica o experiencia previa. Este escenario presenta una oportunidad para fomentar la inclusión y la flexibilidad, contribuyendo directamente al <strong>ODS 8 (Trabajo decente y crecimiento económico)</strong> y al <strong>ODS 10 (Reducción de las desigualdades)</strong>, al facilitar el acceso al empleo a personas en situaciones de vulnerabilidad.</p>
<h3>Sectores Clave para la Inclusión Laboral y el Cumplimiento de los ODS</h3>
<p>Se han identificado varios sectores que ofrecen oportunidades de inserción laboral para perfiles sin cualificación superior, los cuales son fundamentales para el avance de múltiples Objetivos de Desarrollo Sostenible:</p>
<ul>
<li><strong>Hostelería y Comercio Minorista:</strong> Actúan como motores de empleo, ofreciendo puestos que no requieren experiencia previa. Fomentan el <strong>ODS 8</strong> al generar un volumen considerable de puestos de trabajo y promover el crecimiento económico local.</li>
<li><strong>Logística y Paquetería:</strong> El auge del comercio electrónico ha impulsado la demanda de repartidores y operarios de almacén. Este sector es vital para el <strong>ODS 9 (Industria, innovación e infraestructura)</strong>, al modernizar las cadenas de suministro.</li>
<li><strong>Agricultura y Construcción:</strong> Se mantienen como nichos de empleo estables. La agricultura es esencial para el <strong>ODS 2 (Hambre cero)</strong>, mientras que la construcción sostenible apoya el <strong>ODS 11 (Ciudades y comunidades sostenibles)</strong>.</li>
<li><strong>Cuidado de Personas:</strong> El cuidado de mayores o dependientes es un sector en crecimiento que responde directamente al <strong>ODS 3 (Salud y bienestar)</strong>, garantizando una vida sana y promoviendo el bienestar para todos en todas las edades.</li>
</ul>
<h3>El Rol de la Formación en el ODS 4: Educación de Calidad</h3>
<p>Los programas de formación ofrecidos por los servicios públicos de empleo son herramientas cruciales para personas con educación básica. Estas iniciativas materializan el <strong>ODS 4 (Educación de calidad)</strong>, garantizando una educación inclusiva y equitativa y promoviendo oportunidades de aprendizaje permanente para todos. La mejora de competencias básicas incrementa la empleabilidad y abre la puerta a un futuro laboral sólido, cerrando la brecha de desigualdad.</p>
<h3>Catálogo de Ofertas de Empleo Analizadas en el Marco de los ODS</h3>
<p>El portal ‘Empléate’ del Servicio Público de Empleo Estatal (SEPE) presenta diversas ofertas que no requieren experiencia y solo exigen educación secundaria. A continuación, se detallan algunas de estas oportunidades y su contribución a los ODS:</p>
<ol>
<li><strong>Administrativo/a en Barcelona:</strong> Con un contrato indefinido y un sueldo de hasta 25.000€, esta oferta promueve el <strong>ODS 8</strong> al garantizar trabajo decente y estabilidad económica.</li>
<li><strong>Peón de Obra en Burgos:</strong> Este puesto, con un salario de hasta 24.000€, apoya el <strong>ODS 9</strong>, contribuyendo al desarrollo de infraestructuras resilientes.</li>
<li><strong>Comercial de Ventas en Albacete:</strong> Ofrece un contrato indefinido que impulsa el crecimiento económico local, alineándose con el <strong>ODS 8</strong>.</li>
<li><strong>Operario/a de Granja en Valencia:</strong> Un puesto fundamental para la cadena de producción alimentaria, contribuyendo directamente al <strong>ODS 2</strong> (Hambre cero).</li>
<li><strong>Vigilante de Seguridad en Madrid:</strong> En una planta de tratamiento de residuos, este empleo apoya la gestión sostenible de recursos, en línea con el <strong>ODS 11</strong> y el <strong>ODS 12 (Producción y consumo responsables)</strong>.</li>
<li><strong>Conductor/a de Logística en Almería:</strong> Esencial para la infraestructura y el comercio, este puesto fortalece el <strong>ODS 9</strong>.</li>
<li><strong>Cajero/a de Supermercado en Lanzarote:</strong> Un rol clave en el comercio local que ofrece un contrato indefinido, fomentando el empleo estable y el <strong>ODS 8</strong>.</li>
<li><strong>Auxiliar Administrativo/a en Plantas Fotovoltaicas (Albacete):</strong> Con un sueldo de hasta 30.000€, esta oferta no solo proporciona trabajo decente (<strong>ODS 8</strong>), sino que también apoya directamente el <strong>ODS 7 (Energía asequible y no contaminante)</strong>.</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> Este es el objetivo principal abordado en el artículo. Se centra por completo en el mercado laboral, la búsqueda de empleo y la creación de oportunidades de trabajo, especialmente para personas sin formación específica o experiencia. Al destacar sectores como la hostelería, la logística y la construcción, el texto promueve la inserción laboral como motor del crecimiento económico inclusivo.
    </li>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> El artículo conecta con este ODS al mencionar la importancia de los “programas de formación de los servicios públicos de empleo y de entidades privadas” para personas que solo cuentan con la Educación Secundaria Obligatoria (ESO). Esto subraya la necesidad de oportunidades de aprendizaje y desarrollo de competencias a lo largo de la vida para mejorar la empleabilidad.
    </li>
<li>
        <strong>ODS 1: Fin de la Pobreza:</strong> De manera implícita, el artículo aborda este objetivo. El acceso a un empleo remunerado es la vía más directa para que las personas y las familias superen la pobreza. Al listar ofertas de trabajo concretas con salarios especificados (por ejemplo, “sueldo de entre 22.000 y 24.000 euros brutos al año” para un peón de obra), se muestra un camino tangible hacia la autosuficiencia económica.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> El artículo se enfoca en un segmento de la población que a menudo enfrenta barreras en el mercado laboral: aquellos “sin formación específica ni experiencia previa”. Al identificar y promover oportunidades de empleo para este grupo, se contribuye a reducir las desigualdades en el acceso a oportunidades económicas y a un trabajo digno.
    </li>
</ul>
<h3>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 8.5:</strong> <em>“Para 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y los hombres, incluidos los jóvenes y las personas con discapacidad, así como la igualdad de remuneración por trabajo de igual valor”.</em> El artículo se alinea directamente con esta meta al presentar una variedad de ofertas de empleo en diferentes sectores, accesibles para personas sin experiencia, lo que promueve la inclusión en el mercado laboral. La mención de contratos (indefinidos, temporales) y salarios específicos también se relaciona con las condiciones de un “trabajo decente”.
    </li>
<li>
        <strong>Meta 8.6:</strong> <em>“Para 2020, reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación”.</em> Aunque la fecha de la meta ya pasó, su espíritu sigue vigente. El artículo aborda este problema al ofrecer soluciones directas (empleo) para personas con estudios básicos, un grupo que a menudo incluye a jóvenes que han abandonado el sistema educativo y necesitan integrarse en el mercado laboral.
    </li>
<li>
        <strong>Meta 4.4:</strong> <em>“Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”.</em> El texto respalda esta meta al destacar que los “programas de formación… facilitan la mejora de competencias básicas, incrementando la empleabilidad en pocos meses”. Esto muestra un camino para que las personas adquieran las habilidades relevantes que demanda el mercado.
    </li>
</ol>
<h3>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
        <strong>Indicador 8.5.2 (Tasa de desempleo, por sexo, edad y personas con discapacidad):</strong> El artículo no proporciona una cifra estadística, pero aborda implícitamente este indicador al describir la situación de “miles de personas [que] buscan empleo sin contar con formación específica ni experiencia previa”. Las ofertas de empleo presentadas a través del portal “Empléate” del SEPE son una medida directa para reducir la tasa de desempleo en este segmento de la población.
    </li>
<li>
        <strong>Indicador 8.6.1 (Proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación – “ninis”):</strong> El enfoque del artículo en trabajos que no requieren experiencia y solo estudios básicos apunta directamente a reducir esta proporción. Cada puesto de trabajo ocupado por una persona de este perfil contribuye a la mejora de este indicador.
    </li>
<li>
        <strong>Indicador 4.4.1 (Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación (TIC), por tipo de competencia):</strong> El artículo menciona que el mercado laboral atraviesa una “transformación marcada por la digitalización y la creciente demanda de perfiles técnicos”. Aunque las ofertas listadas son mayormente no técnicas, esta mención contextualiza la importancia de las competencias digitales y sugiere que los programas de formación mencionados podrían (o deberían) incluir este tipo de habilidades para mejorar la empleabilidad a largo plazo.
    </li>
</ul>
<h3>
</h3><table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
<ul>
<li><strong>8.5:</strong> Lograr el empleo pleno y productivo y el trabajo decente para todos.</li>
<li><strong>8.6:</strong> Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</li>
</ul>
</td>
<td>
<ul>
<li><strong>8.5.2:</strong> Tasa de desempleo (abordado implícitamente al ofrecer empleos a un grupo de desempleados).</li>
<li><strong>8.6.1:</strong> Proporción de jóvenes “ninis” (el artículo ofrece soluciones directas para este grupo).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.4:</strong> Aumentar el número de jóvenes y adultos con competencias para acceder al empleo.</li>
</ul>
</td>
<td>
<ul>
<li><strong>4.4.1:</strong> Proporción de jóvenes y adultos con competencias TIC (mencionado implícitamente a través del contexto de la digitalización).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 1: Fin de la Pobreza</strong></td>
<td>
<ul>
<li>(Implícito) El acceso al empleo es un medio para alcanzar las metas de reducción de la pobreza.</li>
</ul>
</td>
<td>
<ul>
<li>(Implícito) La obtención de un salario, como los mencionados en el artículo, impacta directamente en los indicadores de pobreza.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li>(Implícito) Fomentar la inclusión social y económica de todos.</li>
</ul>
</td>
<td>
<ul>
<li>(Implícito) Las acciones del artículo buscan mejorar la situación económica del grupo con menor nivel educativo, reduciendo la brecha de ingresos.</li>
</ul>
</td>
</tr>
</tbody>
</table>

<p></p>
<p><strong>Fuente: <a href="https://www.informacion.es/finanzas-personales/2025/11/23/ofertas-trabajo-sepe-educacion-basica-sin-experiencia-dv-123602187.html">informacion.es</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Censo de fluidez y comprensión lectora a estudiantes de 2º y 3º grado de las escuelas primarias – Diario Primera Linea</title>
<link>https://sdgtalks.ai/Es/censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2o-y-3o-grado-de-las-escuelas-primarias-diario-primera-linea</link>
<guid>https://sdgtalks.ai/Es/censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2o-y-3o-grado-de-las-escuelas-primarias-diario-primera-linea</guid>
<description><![CDATA[ Censo de fluidez y comprensión lectora a estudiantes de 2º y 3º grado de las escuelas primarias  Diario Primera Linea ]]></description>
<enclosure url="https://i0.wp.com/diarioprimeralinea.com.ar/wp-content/uploads/2025/11/comprension-lectora3.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 08:23:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Censo, fluidez, comprensión, lectora, estudiantes, 2º, 3º, grado, las, escuelas, primarias, –, Diario, Primera, Linea</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Censo de Fluidez y Comprensión Lectora y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>El Ministerio de Educación de la Provincia ha ejecutado el segundo Censo de Fluidez y Comprensión Lectora del año, dirigido a estudiantes de 2º y 3º grado de la totalidad de las escuelas primarias. Esta iniciativa se enmarca como una acción prioritaria dentro del Plan Provincial de Alfabetización, específicamente bajo el programa “Somos Fluidez Lectora Chaco”. El propósito fundamental es establecer un diagnóstico certero del estado pedagógico de los estudiantes, una medida esencial para el diseño e implementación de políticas educativas eficaces que contribuyan directamente a la Agenda 2030 para el Desarrollo Sostenible.</p>
<h3>Contribución Directa al Objetivo de Desarrollo Sostenible 4: Educación de Calidad</h3>
<p>La realización de este censo representa un avance significativo hacia la consecución del <strong>ODS 4: Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos</strong>. La política educativa provincial se alinea con las metas de este objetivo a través de varias acciones clave:</p>
<ul>
<li><strong>Meta 4.1:</strong> Al evaluar sistemáticamente la fluidez y comprensión lectora, se busca asegurar que todos los niños y niñas terminen la enseñanza primaria con resultados de aprendizaje pertinentes y efectivos.</li>
<li><strong>Meta 4.6:</strong> La centralización en la alfabetización en el primer ciclo de primaria es un pilar para asegurar que todos los jóvenes y una proporción sustancial de los adultos tengan competencias de lectura y escritura.</li>
<li><strong>Meta 4.c:</strong> La información recolectada en censos anteriores ha sido fundamental para orientar y capacitar a los docentes durante el ciclo 2025, asegurando que la formación, como la del programa “Aprendo Leyendo”, se base en necesidades reales y contribuya a aumentar la oferta de docentes calificados.</li>
</ul>
<p>Además, el fortalecimiento de estas competencias se apoya con la entrega de más de 300,000 libros y material didáctico, garantizando recursos de calidad para estudiantes y docentes.</p>
<h3>Metodología de Evaluación</h3>
<p>El procedimiento del censo fue diseñado para obtener datos cuantitativos y cualitativos sobre el proceso de lectoescritura de cada estudiante. El equipo jurisdiccional, los referentes regionales y los directores educativos supervisaron la implementación, que consistió en los siguientes pasos:</p>
<ol>
<li>El estudiante realiza una lectura individual en voz alta de un texto previamente seleccionado (cuento o poesía).</li>
<li>El docente a cargo cronometra la duración de la lectura para medir la fluidez.</li>
<li>Al finalizar, el estudiante comenta con sus propias palabras el contenido del texto para evaluar su nivel de comprensión.</li>
<li>Se indaga sobre los hábitos y preferencias lectoras del estudiante, así como sobre el acompañamiento familiar en el proceso, para obtener una visión integral.</li>
</ol>
<h3>Fomento de la Equidad y Reducción de Desigualdades (ODS 10)</h3>
<p>Este censo es una herramienta estratégica para avanzar hacia el <strong>ODS 10: Reducción de las desigualdades</strong>. Al aplicarse de manera universal en todas las escuelas de la provincia, permite:</p>
<ul>
<li>Identificar disparidades en los resultados de aprendizaje entre diferentes regiones y escuelas.</li>
<li>Generar evidencia para focalizar recursos y estrategias pedagógicas en las áreas que más lo necesitan.</li>
<li>Garantizar que cada alumno reciba un diagnóstico de su situación, permitiendo intervenciones personalizadas y asegurando que ningún niño se quede atrás.</li>
</ul>
<h3>Sostenibilidad y Fortalecimiento Institucional</h3>
<p>Es de destacar que el censo se realiza íntegramente con recursos e insumos propios de la Provincia. Esta autonomía demuestra un modelo de gestión pública eficiente y sostenible, alineado con el <strong>ODS 16 (Paz, justicia e instituciones sólidas)</strong>, al fortalecer las capacidades institucionales del sistema educativo. La coordinación entre el Ministerio, los equipos regionales y las escuelas ejemplifica una alianza efectiva para el logro de objetivos comunes, en el espíritu del <strong>ODS 17 (Alianzas para lograr los objetivos)</strong>.</p>
<h3>Resultados y Proyecciones</h3>
<p>La realización de dos censos anuales (el primero en mayo y el segundo actual) permite un seguimiento continuo del progreso en el aprendizaje de la lectoescritura. Los datos recopilados se comparan para evaluar la efectividad de las estrategias implementadas durante el año. Los resultados de esta evaluación informarán las decisiones futuras y el diseño de políticas educativas, manteniendo un ciclo de mejora continua orientado a garantizar el derecho fundamental a una educación de calidad para todos los niños y niñas de la provincia.</p>
<h2>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en su totalidad en una iniciativa para mejorar la calidad de la educación primaria en la provincia del Chaco. El “Censo de Fluidez y Comprensión Lectora” y el “Plan Provincial de Alfabetización” son acciones directas para garantizar una educación inclusiva, equitativa y de calidad, tal como lo promueve el ODS 4. El objetivo explícito es “que los niños del Chaco aprendan a leer y a comprender lo que leen”, lo cual es un pilar fundamental de la educación de calidad.</li>
</ul>
</li>
</ul>
<h2>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<ul>
<li>El artículo describe el censo como una herramienta para “contar con datos reales y un estado de situación pedagógica certero del estudiante chaqueño”. Esta evaluación de la fluidez y comprensión lectora en 2º y 3º grado es un esfuerzo directo por medir y mejorar los “resultados de aprendizaje pertinentes y efectivos” en las habilidades fundamentales de la educación primaria.</li>
</ul>
</li>
<li>
<h3>Meta 4.c: Aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo.</h3>
<ul>
<li>El texto menciona que los datos del censo del año anterior “permitieron orientar y capacitar a los docentes durante el ciclo 2025”. Además, se hace referencia a la “formación docente en el marco del Programa ‘Aprendo Leyendo'”. Estas acciones demuestran un enfoque claro en mejorar las capacidades de los maestros para que puedan aplicar estrategias pedagógicas más efectivas, lo cual se alinea con el objetivo de aumentar la oferta de docentes calificados.</li>
</ul>
</li>
</ul>
<h2>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.1.1: Proporción de niños y jóvenes (a) en los grados 2/3; (b) al final de la enseñanza primaria; y (c) al final de la enseñanza secundaria inferior que han alcanzado al menos un nivel mínimo de competencia en (i) lectura y (ii) matemáticas, por sexo.</h3>
<ul>
<li>El artículo describe la implementación directa de una medición para la parte (a) de este indicador. El “Censo de Fluidez y Comprensión Lectora a estudiantes de 2º y 3º grado” es una evaluación sistemática diseñada para medir el nivel de competencia en lectura. Las acciones de cronometrar el tiempo de lectura y pedir al niño que comente lo que comprendió son métodos prácticos para evaluar si se ha alcanzado un “nivel mínimo de competencia”.</li>
</ul>
</li>
<li>
<h3>Indicador 4.c.1: Proporción de docentes de […] (b) enseñanza primaria […] que han recibido al menos la formación pedagógica organizada mínima […], previa al empleo o en el empleo, requerida para la enseñanza en el nivel pertinente en un país determinado.</h3>
<ul>
<li>Este indicador está implícito en las acciones descritas. El artículo señala que la política educativa es “acompañada con la formación docente en el marco del Programa ‘Aprendo Leyendo'”. La existencia de este programa y la capacitación basada en los resultados del censo son esfuerzos para aumentar la proporción de docentes que reciben formación en servicio, mejorando así su calificación para enseñar lectoescritura de manera efectiva.</li>
</ul>
</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b><br>Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos.</td>
<td>
<ul>
<li><b>Meta 4.1:</b> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria de calidad para producir resultados de aprendizaje pertinentes y efectivos.</li>
<li><b>Meta 4.c:</b> Aumentar considerablemente la oferta de docentes calificados.</li>
</ul>
</td>
<td>
<ul>
<li><b>Indicador 4.1.1:</b> Proporción de niños en los grados 2/3 que han alcanzado al menos un nivel mínimo de competencia en lectura.</li>
<li><b>Indicador 4.c.1:</b> Proporción de docentes de enseñanza primaria que han recibido formación pedagógica en el empleo.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://diarioprimeralinea.com.ar/realizaron-censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2-y-3-grado/">diarioprimeralinea.com.ar</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Ceuta impulsa la formación docente en inclusión con el II Congreso TDAH – Radio Televisión Ceuta</title>
<link>https://sdgtalks.ai/Es/ceuta-impulsa-la-formacion-docente-en-inclusion-con-el-ii-congreso-tdah-radio-television-ceuta</link>
<guid>https://sdgtalks.ai/Es/ceuta-impulsa-la-formacion-docente-en-inclusion-con-el-ii-congreso-tdah-radio-television-ceuta</guid>
<description><![CDATA[ Ceuta impulsa la formación docente en inclusión con el II Congreso TDAH  Radio Televisión Ceuta ]]></description>
<enclosure url="https://www.rtvce.es/media/rtvce/images/2024/11/21/2024112113294559255.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 07:47:56 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ceuta, impulsa, formación, docente, inclusión, con, Congreso, TDAH, –, Radio, Televisión, Ceuta</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el II Congreso de TDAH: ‘Evidencias y Estrategias para la Transformación Educativa’</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>La Unidad de Programas Educativos de la Dirección Provincial de Educación de Ceuta, en una alianza estratégica con la Asociación TDAH Ceuta, ha programado la celebración del II Congreso sobre el Trastorno por Déficit de Atención con Hiperactividad (TDAH). Este evento se presenta como una iniciativa fundamental para avanzar en la consecución de una educación más inclusiva y equitativa en la ciudad.</p>
<h3>Objetivos y Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El propósito central del congreso es fortalecer la capacitación del personal docente, proporcionando herramientas y estrategias basadas en la evidencia científica para la atención efectiva del alumnado con TDAH. Esta iniciativa se alinea directamente con varios Objetivos de Desarrollo Sostenible de la Agenda 2030:</p>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> El congreso contribuye de manera directa a este objetivo al promover una educación inclusiva y de calidad para todos. Al capacitar a los docentes, se busca garantizar que los estudiantes con TDAH tengan las mismas oportunidades de aprendizaje y desarrollo, eliminando barreras y fomentando entornos educativos eficaces (Metas 4.5 y 4.a).
    </li>
<li>
        <strong>ODS 3: Salud y Bienestar:</strong> Una correcta intervención educativa y el apoyo en el entorno escolar son cruciales para el bienestar mental y emocional de los niños y adolescentes con TDAH. El congreso promueve prácticas que impactan positivamente en la salud de los estudiantes (Meta 3.4).
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> Al ofrecer formación especializada, el evento busca reducir las desigualdades dentro del sistema educativo, asegurando que las necesidades específicas del alumnado con TDAH sean atendidas y promoviendo su plena inclusión social y educativa (Meta 10.2).
    </li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos:</strong> La colaboración entre una entidad gubernamental (Dirección Provincial de Educación) y una organización de la sociedad civil (Asociación TDAH Ceuta) ejemplifica el espíritu de este objetivo, demostrando que las alianzas son esenciales para alcanzar metas de desarrollo complejas (Meta 17.17).
    </li>
</ul>
<h3>Detalles del Evento</h3>
<p>La organización del congreso se ha estructurado para maximizar la participación y el impacto, con los siguientes puntos clave:</p>
<ol>
<li>
        <strong>Título Oficial:</strong> ‘Evidencias y Estrategias para la Transformación Educativa’.
    </li>
<li>
        <strong>Fechas y Horario:</strong> 25 y 27 de noviembre, en horario de 16:30 a 20:30 horas.
    </li>
<li>
        <strong>Ubicación:</strong> Salón de actos del IES Abyla.
    </li>
<li>
        <strong>Público Objetivo:</strong> El evento está dirigido a todo el personal docente de la ciudad, así como a cualquier persona interesada en profundizar sus conocimientos sobre la intervención en TDAH.
    </li>
<li>
        <strong>Ponentes de Referencia:</strong>
<ul>
<li>Marcos Altable, neurólogo especialista en TDAH.</li>
<li>Javier Lorenzo, pedagogo y referente en atención educativa al alumnado con TDAH.</li>
</ul>
</li>
</ol>
<h3>Conclusión e Impacto Proyectado</h3>
<p>Este congreso representa una oportunidad estratégica para la comunidad educativa de Ceuta. Se espera que la formación impartida no solo mejore las prácticas pedagógicas individuales, sino que también impulse una transformación sistémica hacia centros educativos más inclusivos, equitativos y eficaces. La iniciativa reafirma el compromiso de la región con la Agenda 2030, utilizando la formación continua como herramienta clave para no dejar a nadie atrás y construir un futuro sostenible a través de la educación.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra directamente en la mejora de la educación. El objetivo del congreso es “fortalecer la formación docente” y “ofrecer herramientas basadas en evidencias” para lograr una “transformación educativa”. Esto se alinea con el objetivo general de garantizar una educación de calidad. Además, se menciona explícitamente la necesidad de “garantizar una respuesta inclusiva y eficaz en los centros educativos”, lo que es un pilar fundamental del ODS 4.</li>
</ul>
</li>
<li>
        <strong>ODS 3: Salud y Bienestar</strong>
<ul>
<li>El tema central es el Trastorno por Déficit de Atención con Hiperactividad (TDAH), una condición de salud neurológica. Al capacitar a los docentes para atender adecuadamente al alumnado con TDAH, se promueve el bienestar y la salud mental de estos niños y adolescentes dentro del entorno escolar. La participación de un “neurólogo especialista en TDAH” subraya la conexión con el sector de la salud.</li>
</ul>
</li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>El congreso busca proporcionar una “respuesta inclusiva” para el alumnado con TDAH. Este enfoque en un grupo específico que puede enfrentar barreras en el sistema educativo tradicional es un esfuerzo directo para reducir las desigualdades en el acceso a una educación efectiva y de calidad, asegurando que ningún estudiante se quede atrás debido a su condición.</li>
</ul>
</li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos</strong>
<ul>
<li>El artículo destaca que el evento es organizado por la “Unidad de Programas Educativos de la Dirección Provincial de Educación de Ceuta, en colaboración con la Asociación TDAH Ceuta”. Esta cooperación entre una entidad gubernamental (sector público) y una asociación de la sociedad civil es un claro ejemplo de las alianzas necesarias para alcanzar los objetivos de desarrollo.</li>
</ul>
</li>
</ol>
<h3>¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.c:</strong> Aumentar la oferta de docentes cualificados.
<ul>
<li>El propósito principal del congreso es “fortalecer la formación docente”. Al ofrecer capacitación y “herramientas basadas en evidencias”, se contribuye directamente a mejorar la cualificación de los maestros para atender necesidades educativas específicas, en línea con el objetivo de esta meta.</li>
</ul>
</li>
<li>
        <strong>Meta 4.a:</strong> Construir y adecuar instalaciones educativas que sean inclusivas.
<ul>
<li>Aunque no se habla de construcción física, la meta también se refiere a crear “entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”. El congreso, al promover “estrategias para la transformación educativa” y una “respuesta inclusiva y eficaz”, busca adaptar el entorno de aprendizaje a nivel pedagógico para los estudiantes con TDAH.</li>
</ul>
</li>
<li>
        <strong>Meta 3.4:</strong> Promover la salud mental y el bienestar.
<ul>
<li>Al centrarse en la intervención educativa para niños y adolescentes con TDAH, el congreso aborda indirectamente la promoción de su salud mental y bienestar. Una atención educativa adecuada puede reducir el estrés, la frustración y otros problemas de salud mental asociados a las dificultades de aprendizaje no atendidas.</li>
</ul>
</li>
<li>
        <strong>Meta 10.2:</strong> Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su discapacidad.
<ul>
<li>El evento se enfoca en la inclusión educativa de personas con TDAH, que puede considerarse una discapacidad del neurodesarrollo. Al capacitar a los docentes para que ofrezcan una “respuesta inclusiva”, se está trabajando activamente para asegurar que estos estudiantes participen plenamente en el sistema educativo, lo cual es un pilar de la inclusión social.</li>
</ul>
</li>
<li>
        <strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.
<ul>
<li>La organización conjunta del congreso por parte de la “Dirección Provincial de Educación de Ceuta” (esfera pública) y la “Asociación TDAH Ceuta” (sociedad civil) es una manifestación directa de esta meta.</li>
</ul>
</li>
</ol>
<h3>¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>El artículo no menciona explícitamente ningún indicador oficial de los ODS. Sin embargo, se puede inferir un indicador relacionado con la formación docente.</li>
<li>
        <strong>Indicador Implícito (Relacionado con el Indicador 4.c.1):</strong> El artículo anuncia un congreso de formación abierto a “todos los docentes de la ciudad”. Un indicador implícito para medir el progreso sería el <strong>número o proporción de docentes que asisten y completan la formación sobre atención educativa al alumnado con TDAH</strong>. Este dato, aunque no se proporciona, es una métrica directa del esfuerzo por “fortalecer la formación docente” y podría ser utilizado para evaluar el alcance de la iniciativa en relación con la meta 4.c.
    </li>
</ul>
<h3>ODS, metas e indicadores</h3>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.c: Aumentar la oferta de docentes cualificados.<br>4.a: Crear entornos de aprendizaje inclusivos y eficaces.</td>
<td>Implícito: Número/proporción de docentes que reciben formación específica sobre TDAH (relacionado con el indicador 4.c.1).</td>
</tr>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td>3.4: Promover la salud mental y el bienestar.</td>
<td>No se mencionan indicadores específicos en el artículo.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2: Potenciar y promover la inclusión social de todas las personas.</td>
<td>No se mencionan indicadores específicos en el artículo.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los Objetivos</strong></td>
<td>17.17: Fomentar alianzas eficaces entre el sector público y la sociedad civil.</td>
<td>Implícito: La existencia de la colaboración entre la Dirección Provincial de Educación y la Asociación TDAH Ceuta sirve como un indicador cualitativo de esta meta.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.rtvce.es/articulo/educacion/ceuta-impulsa-formacion-docente-inclusion-ii-congreso-tdah/20251123113447093761.html">rtvce.es</a></strong></p>
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<title>Reportan que ICE arrestó a un estudiante de secundaria en Oregon rompiendo el cristal del auto pese a que dijo ser estadounidense – Telemundo</title>
<link>https://sdgtalks.ai/Es/reportan-que-ice-arresto-a-un-estudiante-de-secundaria-en-oregon-rompiendo-el-cristal-del-auto-pese-a-que-dijo-ser-estadounidense-telemundo</link>
<guid>https://sdgtalks.ai/Es/reportan-que-ice-arresto-a-un-estudiante-de-secundaria-en-oregon-rompiendo-el-cristal-del-auto-pese-a-que-dijo-ser-estadounidense-telemundo</guid>
<description><![CDATA[ Reportan que ICE arrestó a un estudiante de secundaria en Oregon rompiendo el cristal del auto pese a que dijo ser estadounidense  Telemundo ]]></description>
<enclosure url="https://www.telemundo.com/sites/nbcutelemundo/files/styles/focal-760x428/public/images/mpx/2025/11/20/42629732937-1080pnbcstations.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 06:00:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Reportan, que, ICE, arrestó, estudiante, secundaria, Oregon, rompiendo, cristal, del, auto, pese, que, dijo, ser, estadounidense, –, Telemundo</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe de Incidente y su Vínculo con los ODS</title>
<h2>Informe: Análisis del Incidente de Detención Juvenil en McMinnville, Oregon, bajo la Perspectiva de los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Resumen Ejecutivo del Caso</h3>
<p>Este informe detalla la detención del ciudadano estadounidense Christian Jiménez, de 17 años, por parte de agentes del Servicio de Inmigración y Control de Aduanas (ICE). El incidente, ocurrido en las inmediaciones de su centro educativo, presenta implicaciones directas para la consecución de varios Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas, particularmente en las áreas de educación, igualdad y justicia.</p>
<ul>
<li><strong>Sujeto:</strong> Christian Jiménez, 17 años, estudiante de último año y ciudadano estadounidense.</li>
<li><strong>Lugar y Fecha:</strong> Viernes, en las afueras de la escuela secundaria de McMinnville, Oregon, durante el receso de almuerzo.</li>
<li><strong>Agencia Involucrada:</strong> Servicio de Inmigración y Control de Aduanas (ICE).</li>
<li><strong>Desarrollo del Incidente:</strong> El estudiante fue detenido en su vehículo. A pesar de afirmar su ciudadanía, un agente procedió a romper la ventanilla del vehículo para efectuar el arresto.</li>
<li><strong>Resultado:</strong> El joven fue trasladado a un centro de ICE en Portland y liberado horas después. Se reporta que las autoridades podrían imputarle cargos por “interferencia u obstrucción de una investigación”.</li>
</ul>
<h3>Implicaciones para los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>El análisis de este evento revela un impacto negativo significativo en la promoción de sociedades pacíficas, justas e inclusivas, tal como se establece en la Agenda 2030.</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>El incidente socava directamente las metas del ODS 4, que busca garantizar una educación inclusiva, equitativa y de calidad.</p>
<ol>
<li><strong>Vulneración de Entornos de Aprendizaje Seguros:</strong> La detención de un estudiante a las afueras de su escuela, presenciada por sus compañeros, destruye la percepción del centro educativo como un espacio seguro. Esto contraviene la meta 4.a de proporcionar entornos de aprendizaje seguros y no violentos.</li>
<li><strong>Impacto Psicológico y en el Rendimiento:</strong> Un clima de temor puede generar estrés y ansiedad entre el alumnado, especialmente en comunidades con alta población migrante, afectando su bienestar y capacidad de concentración, y por ende, la calidad de su educación.</li>
<li><strong>Barreras a la Educación Inclusiva:</strong> Este tipo de acciones puede disuadir a los estudiantes de familias inmigrantes de asistir a la escuela, creando una barrera de facto al acceso a una educación equitativa para todos.</li>
</ol>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El caso expone fallas en el cumplimiento del ODS 10, enfocado en reducir la desigualdad en y entre los países.</p>
<ul>
<li><strong>Aplicación Desigual de la Ley:</strong> La detención de un ciudadano por parte de una agencia de inmigración, presuntamente sin una causa justificada clara, sugiere una posible aplicación de la ley basada en perfiles raciales o étnicos, una forma grave de desigualdad.</li>
<li><strong>Erosión de la Igualdad de Derechos:</strong> La respuesta reportada del agente (“no me importa”) ante la declaración de ciudadanía del joven, evidencia un desprecio por el principio de igualdad ante la ley, fundamental para reducir las desigualdades.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El ODS 16, que promueve el acceso a la justicia para todos y la creación de instituciones eficaces, responsables e inclusivas, es el más directamente afectado.</p>
<ol>
<li><strong>Falta de Rendición de Cuentas Institucional:</strong> El uso de la fuerza contra un ciudadano y la falta de respuesta de ICE a las solicitudes de información de los medios de comunicación son contrarios a los principios de transparencia y rendición de cuentas que deben regir a las instituciones de justicia (meta 16.6).</li>
<li><strong>Violación del Estado de Derecho:</strong> Una detención arbitraria, que ignora la afirmación de ciudadanía del individuo, atenta contra el estado de derecho y el debido proceso, pilares fundamentales para una sociedad justa (meta 16.3).</li>
<li><strong>Acceso a la Justicia:</strong> La amenaza de presentar cargos por “obstrucción” puede interpretarse como una medida intimidatoria que obstaculiza el acceso a una justicia imparcial y efectiva para la víctima.</li>
</ol>
<h3>Estado y Conclusión del Informe</h3>
<p>El incidente que involucra a Christian Jiménez trasciende el caso individual para convertirse en un reflejo de los desafíos sistémicos que enfrenta la sociedad en su camino hacia el desarrollo sostenible. La actuación de las autoridades no solo afectó los derechos fundamentales de un individuo, sino que también minó la confianza en las instituciones públicas y comprometió objetivos globales en materia de educación, igualdad y justicia. La falta de una declaración oficial por parte de ICE impide una evaluación completa, pero subraya la urgente necesidad de una mayor supervisión y reforma para alinear las prácticas institucionales con los principios de derechos humanos y la Agenda 2030.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo sobre el arresto de Christian Jiménez por parte de agentes de ICE se conecta principalmente con los siguientes Objetivos de Desarrollo Sostenible:</p>
<ul>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>Este es el ODS más relevante, ya que el artículo detalla un incidente que cuestiona directamente el estado de derecho, el acceso a la justicia y la rendición de cuentas de las instituciones. El arresto de un ciudadano estadounidense por una agencia de inmigración, la presunta fuerza excesiva (“un oficial rompió la ventana del lado del conductor”) y el desprecio por su estatus legal (“al agente que responde ‘no me importa'”) son temas centrales del ODS 16.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Aunque de forma indirecta, el ODS 4 es relevante porque el incidente ocurrió “a las afueras del centro educativo” e involucró a “un estudiante de secundaria” durante su “pausa del almuerzo”. La presencia y acciones de las fuerzas del orden en el entorno escolar pueden afectar la percepción de seguridad y el bienestar de los estudiantes, elementos cruciales para un entorno de aprendizaje eficaz, como se refleja en la preocupación de la superintendente del distrito escolar.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El incidente puede estar relacionado con el ODS 10, que busca garantizar la igualdad de oportunidades y reducir la discriminación. El hecho de que un ciudadano estadounidense sea detenido por una agencia de inmigración (ICE) de una manera que parece ignorar sus derechos podría ser visto como un ejemplo de aplicación desigual de la ley, posiblemente basada en perfiles o suposiciones sobre su origen étnico.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<p>Basado en el contenido del artículo, se pueden identificar las siguientes metas específicas de los ODS:</p>
<ul>
<li>
<h3>Meta 16.3: Promover el estado de derecho en los planos nacional e internacional y garantizar la igualdad de acceso a la justicia para todos.</h3>
<p>El arresto de Christian Jiménez, a pesar de su afirmación de ser ciudadano estadounidense, y la forma en que se llevó a cabo, desafían directamente el principio del estado de derecho. La posterior intención de acusarlo de “interferencia u obstrucción de una investigación” pone de relieve las barreras y complejidades en el acceso a una justicia imparcial.</p>
</li>
<li>
<h3>Meta 16.6: Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</h3>
<p>La falta de respuesta de ICE a las peticiones de información del diario (“El diario asegura que ICE no ha respondido a sus peticiones de información”) apunta a una falta de transparencia y rendición de cuentas por parte de la institución involucrada.</p>
</li>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las diferencias de género, discapacidad y edad y ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>El incidente, que fue presenciado por otros estudiantes (“estudiantes que estaban cerca presenciaron lo sucedido”), compromete la sensación de seguridad en el entorno escolar. Un entorno de aprendizaje seguro es fundamental para la educación de calidad, y este tipo de eventos puede generar miedo y ansiedad entre la comunidad estudiantil.</p>
</li>
<li>
<h3>Meta 10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias.</h3>
<p>La acción del agente de ICE, que supuestamente ignoró la ciudadanía del joven, puede ser un ejemplo de una práctica que resulta en un trato desigual ante la ley. Esta meta busca abordar precisamente este tipo de situaciones para asegurar que los derechos de todas las personas sean respetados sin discriminación.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona explícitamente ningún indicador de los ODS, pero los hechos descritos pueden ser utilizados como datos cualitativos para varios indicadores implícitos:</p>
<ul>
<li>
<h3>Indicador 16.3.3 (implícito): Proporción de la población que ha sufrido un conflicto sobre sus derechos en los últimos dos años y que ha accedido a un mecanismo de resolución de conflictos formal o informal.</h3>
<p>El arresto de Christian Jiménez representa un “conflicto sobre sus derechos”. El proceso legal que podría enfrentar por la acusación de “interferencia” y la denuncia pública a través de los medios de comunicación son formas de acceder a mecanismos de resolución. El resultado de este caso podría servir como un dato para este indicador.</p>
</li>
<li>
<h3>Indicador 16.6.2 (implícito): Proporción de la población que considera satisfactoria su última experiencia con los servicios públicos.</h3>
<p>La experiencia de Christian Jiménez con ICE fue claramente insatisfactoria y traumática. Su caso, al ser público, influye en la percepción de la comunidad sobre la actuación de esta agencia gubernamental, sirviendo como una medida cualitativa de la satisfacción (o insatisfacción) con los servicios públicos.</p>
</li>
<li>
<h3>Indicador 10.3.1 (implícito): Proporción de la población que declara haberse sentido personalmente discriminada o acosada en los 12 meses anteriores.</h3>
<p>El relato del incidente, donde se ignoró su ciudadanía y se procedió con el arresto, constituye una base sólida para que Christian Jiménez declare haber sido objeto de discriminación o acoso por parte de una autoridad. Este evento es un ejemplo concreto de los datos que este indicador busca recopilar.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas Correspondientes</th>
<th>Indicadores Específicos (Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td>16.3: Promover el estado de derecho y garantizar la igualdad de acceso a la justicia.<br>16.6: Crear instituciones eficaces, responsables y transparentes.</td>
<td>16.3.3: Población que ha sufrido un conflicto sobre sus derechos.<br>16.6.2: Satisfacción de la población con los servicios públicos.</td>
</tr>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>4.a: Ofrecer entornos de aprendizaje seguros, no violentos e inclusivos.</td>
<td>(Cualitativo) Percepción de seguridad en el entorno escolar afectada por acciones de las fuerzas del orden.</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>10.3: Garantizar la igualdad de oportunidades y eliminar las prácticas discriminatorias.</td>
<td>10.3.1: Proporción de la población que declara haberse sentido personalmente discriminada o acosada.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.telemundo.com/noticias/noticias-telemundo/inmigracion/arresto-estudiante-ice-oregon-estadounidense-christian-jimenez-rcna245349">telemundo.com</a></strong></p>
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<title>Colombia valora su sistema educativo – El Colombiano</title>
<link>https://sdgtalks.ai/Es/colombia-valora-su-sistema-educativo-el-colombiano</link>
<guid>https://sdgtalks.ai/Es/colombia-valora-su-sistema-educativo-el-colombiano</guid>
<description><![CDATA[ Colombia valora su sistema educativo  El Colombiano ]]></description>
<enclosure url="https://estaticos.elcolombiano.com/binrepository/520x254/0c0/1200d675/none/11101/VVFC/columnistaselcolombiano-520px-25_49321885_20251122191933.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 06:00:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Colombia, valora, sistema, educativo, –, Colombiano</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Percepción de la Educación en Colombia y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción al Estudio</h3>
<p>Un análisis de la cuarta encuesta anual de Empresarios por la Educación revela datos cruciales sobre la percepción del sistema educativo en Colombia. Este informe reinterpreta dichos hallazgos a través del marco de los Objetivos de Desarrollo Sostenible (ODS), con un énfasis particular en el <strong>ODS 4: Educación de Calidad</strong>, y sus interconexiones con otros objetivos globales.</p>
<h2>Diagnóstico General y Desafíos para el ODS 4 (Educación de Calidad)</h2>
<h3>Una Visión Dual sobre el Sistema Educativo</h3>
<p>La percepción ciudadana presenta una dualidad significativa. Por un lado, existe una preocupación latente que representa un desafío directo para el cumplimiento del ODS 4:</p>
<ul>
<li>El 49% de la población considera que la educación en el país está empeorando, una señal de alerta sobre la necesidad de fortalecer las políticas y la inversión en el sector.</li>
</ul>
<p>Por otro lado, se evidencia una base social sólida que respalda la importancia de la educación como pilar del desarrollo:</p>
<ul>
<li>El 85% de los colombianos considera que la educación es importante y útil para su proyecto de vida, lo que demuestra un consenso nacional sobre su valor transformador.</li>
<li>El 85% de los encuestados prioriza el derecho a la educación por encima del derecho a la protesta social, subrayando su rol fundamental en la sociedad.</li>
</ul>
<h3>Áreas Críticas para la Mejora de la Calidad Educativa</h3>
<p>Las principales preocupaciones ciudadanas se alinean con metas específicas del ODS 4, enfocadas en mejorar los resultados del aprendizaje y la calidad de la docencia.</p>
<ol>
<li><strong>Aprendizajes y Metodologías de Enseñanza (29%):</strong> Existe una demanda por modernizar los métodos pedagógicos para garantizar un aprendizaje relevante y efectivo.</li>
<li><strong>Formación y Motivación Docente:</strong> La calidad de los educadores es percibida como un factor clave, lo que exige fortalecer los programas de desarrollo profesional y bienestar docente.</li>
<li><strong>Habilidades Blandas:</strong> Se identifica la necesidad de integrar de manera más efectiva competencias socioemocionales en el currículo.</li>
</ol>
<h2>Educación para el Trabajo Decente y el Crecimiento Económico (ODS 8)</h2>
<h3>Revalorización de la Formación Técnica y Vocacional</h3>
<p>Los resultados de la encuesta muestran una clara tendencia hacia la valoración de la educación orientada al empleo, un pilar del <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>.</p>
<ul>
<li>Un 40% de los encuestados valora las habilidades técnicas por encima de las universitarias.</li>
<li>Un 23% adicional prefiere la formación en oficios y habilidades prácticas.</li>
</ul>
<p>Esta suma del 63% acerca al país a modelos de alta empleabilidad, como el sistema alemán, y subraya la urgencia de fortalecer la articulación entre la educación media y la formación técnica y tecnológica para asegurar la inserción laboral de los jóvenes.</p>
<h3>Desarrollo de Competencias para la Innovación (ODS 9)</h3>
<p>La encuesta destaca una percepción positiva en el desarrollo de habilidades cruciales para la economía del conocimiento, directamente relacionadas con el <strong>ODS 9: Industria, Innovación e Infraestructura</strong>.</p>
<ul>
<li><strong>Habilidades Digitales:</strong> Un 54% considera que se están desarrollando adecuadamente en la educación básica y media.</li>
<li><strong>Competencias STEM:</strong> Un 46% opina de manera similar sobre las habilidades en ciencia, tecnología, ingeniería y matemáticas.</li>
</ul>
<h2>Barreras Económicas y su Impacto en la Equidad (ODS 1 y ODS 10)</h2>
<h3>La Deserción Escolar como Reflejo de la Desigualdad</h3>
<p>El principal obstáculo para garantizar una educación inclusiva y equitativa es la falta de recursos económicos, lo que atenta directamente contra el <strong>ODS 1 (Fin de la Pobreza)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<ul>
<li>Casi el 70% de los ciudadanos considera que la falta de recursos económicos es la principal causa de abandono escolar y universitario.</li>
</ul>
<p>Esta barrera perpetúa ciclos de pobreza al obligar a los jóvenes a ingresar prematuramente al mercado laboral y limitar su acceso a la educación superior. La necesidad de ampliar la gratuidad y las opciones de financiación se vuelve imperativa para no dejar a nadie atrás.</p>
<h2>Educación para la Paz y la Justicia (ODS 16)</h2>
<h3>Formación en Valores y Ciudadanía</h3>
<p>La encuesta revela que la sociedad colombiana asigna a la educación un rol fundamental en la construcción de una sociedad más justa y pacífica, en línea con el <strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong>.</p>
<ul>
<li>El principal motivo por el que se valora la educación es su capacidad para enseñar valores y formar buenos ciudadanos.</li>
<li>Esta percepción se alinea con el contundente rechazo ciudadano a la corrupción, manifestado en otras encuestas.</li>
</ul>
<h3>El Rol Fundamental del Docente</h3>
<p>A pesar de que el 59% considera que la labor docente no es suficientemente valorada, la profesión es altamente apreciada y recomendada (67%). Se reconoce que el 82% de los maestros mantiene un trato respetuoso y empático, una condición esencial para crear entornos de aprendizaje seguros e inclusivos que fomenten los valores del ODS 16.</p>
<h2>Conclusiones y Líneas de Acción Estratégica</h2>
<p>La encuesta proporciona información valiosa que debe traducirse en acciones concretas por parte de los actores clave del ecosistema educativo para avanzar en la Agenda 2030.</p>
<ol>
<li><strong>Gobierno y Secretarías de Educación:</strong> Deben diseñar e implementar políticas públicas que eliminen las barreras económicas de acceso y permanencia (ODS 1, 4, 10) y fortalezcan la pertinencia de la oferta educativa, especialmente la técnica y tecnológica, para promover el empleo juvenil (ODS 8).</li>
<li><strong>Líderes Políticos y Candidatos:</strong> Es crucial que integren estos hallazgos en sus plataformas, posicionando la educación de calidad como el eje central para el desarrollo sostenible, la equidad y la construcción de una ciudadanía activa y comprometida con la justicia (ODS 16).</li>
<li><strong>Sector Privado y Fundaciones:</strong> Se debe escalar y replicar iniciativas exitosas que articulen la educación media con la formación para el trabajo, garantizando que los jóvenes adquieran las competencias que demanda el sector productivo y contribuyendo al crecimiento económico inclusivo (ODS 8, 9).</li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<ul>
<li>El artículo se centra por completo en el estado de la educación en Colombia, basándose en una encuesta de percepción ciudadana. Analiza temas como la calidad, el acceso, la relevancia de la formación técnica frente a la universitaria, la formación docente y las tasas de abandono, todos elementos centrales del ODS 4.</li>
</ul>
</li>
<li>
        <strong>ODS 1: Fin de la Pobreza</strong>
<ul>
<li>El artículo establece una conexión directa entre la situación económica y el acceso a la educación. Menciona que “casi el 70% considera que las razones de abandono del colegio o la universidad es la falta de recursos económicos”. Esto vincula la pobreza directamente con la interrupción de la trayectoria educativa, un ciclo que el ODS 1 busca romper.</li>
</ul>
</li>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong>
<ul>
<li>Se destaca la importancia de la formación técnica y vocacional para la empleabilidad. El texto señala que un 40% valora las habilidades técnicas y un 23% la formación en oficios, aspirando a un modelo que asegure “su empleabilidad en la industria”. Esto se alinea con el objetivo de promover un empleo pleno y productivo.</li>
</ul>
</li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades</strong>
<ul>
<li>La barrera económica para acceder y permanecer en el sistema educativo, mencionada como la principal causa de abandono, es un claro indicador de desigualdad. La necesidad de “abrir cientos de cupos gratuitos y/o financiados” en la universidad apunta a la necesidad de reducir las desigualdades en el acceso a la educación superior.</li>
</ul>
</li>
</ol>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ol>
<li>
        <strong>Meta 4.3:</strong> <em>Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</em>
<ul>
<li>El artículo aborda esta meta al señalar la preocupación por el “freno al Icetex y los cupos universitarios prometidos” y la conclusión de que “es imprescindible abrir cientos de cupos gratuitos y/o financiados”.</li>
</ul>
</li>
<li>
        <strong>Meta 4.4:</strong> <em>Aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</em>
<ul>
<li>Esta meta se refleja en el dato de que el 40% de los encuestados valora las habilidades técnicas por encima de las universitarias y el 23% prefiere la formación en oficios. Además, se mencionan explícitamente las “habilidades digitales” (54%) y las “STEM” (46%) como competencias clave.</li>
</ul>
</li>
<li>
        <strong>Meta 4.7:</strong> <em>Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, entre otras cosas mediante la educación para… la ciudadanía mundial.</em>
<ul>
<li>El artículo indica que “el principal motivo por el que valoramos la educación es porque consideramos que debe enseñar valores y formar buenos ciudadanos”, lo cual se alinea directamente con el componente de ciudadanía de esta meta.</li>
</ul>
</li>
<li>
        <strong>Meta 4.c:</strong> <em>Aumentar considerablemente la oferta de docentes calificados.</em>
<ul>
<li>La preocupación ciudadana por “la formación y motivación de los docentes” y la percepción de que no se valora suficientemente su trabajo (59%) se relacionan con los desafíos para mantener una oferta de docentes calificados y motivados.</li>
</ul>
</li>
<li>
        <strong>Meta 8.6:</strong> <em>Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</em>
<ul>
<li>El artículo aborda indirectamente esta meta al señalar que una de las razones del abandono escolar es que “la familia necesita que los jóvenes trabajen”, lo que aumenta la proporción de jóvenes que no estudian y se insertan prematuramente en el mercado laboral, a menudo en condiciones precarias.</li>
</ul>
</li>
</ol>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ol>
<li>
        <strong>Indicador de la Meta 4.1 (Tasa de finalización):</strong>
<ul>
<li>Aunque no se da una cifra exacta, el artículo implica este indicador al destacar que “casi el 70% considera que las razones de abandono del colegio o la universidad es la falta de recursos económicos”. La tasa de abandono (o su inversa, la de finalización) es un indicador clave.</li>
</ul>
</li>
<li>
        <strong>Indicador de la Meta 4.4 (Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación – TIC):</strong>
<ul>
<li>El artículo menciona explícitamente este indicador a través de la percepción ciudadana: “las habilidades digitales son señaladas por un 54% como las que mejor se están desarrollando en la educación básica y media”.</li>
</ul>
</li>
<li>
        <strong>Indicador de la Meta 4.c (Percepción sobre la profesión docente):</strong>
<ul>
<li>El artículo proporciona datos de percepción que funcionan como indicadores indirectos del estado de la profesión docente: el 59% cree que no se valora su trabajo, pero un 67% recomendaría la docencia como profesión, y el 82% de los docentes tiene un trato respetuoso.</li>
</ul>
</li>
<li>
        <strong>Indicador de la Meta 8.6 (Proporción de jóvenes que no estudian ni trabajan):</strong>
<ul>
<li>La afirmación de que los jóvenes abandonan los estudios porque “la familia necesita que los jóvenes trabajen” es un indicador cualitativo que apunta a las presiones económicas que alejan a los jóvenes de la educación y los empujan hacia el mercado laboral, afectando directamente la medición de este indicador.</li>
</ul>
</li>
</ol>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
                <strong>4.3:</strong> Acceso igualitario a formación técnica, profesional y superior.<br>
                <strong>4.4:</strong> Aumentar el número de jóvenes y adultos con competencias técnicas y profesionales.<br>
                <strong>4.7:</strong> Adquirir conocimientos para promover la ciudadanía mundial.<br>
                <strong>4.c:</strong> Aumentar la oferta de docentes calificados.
            </td>
<td>
                – Tasa de abandono escolar por razones económicas (implícito en el 70% que lo considera la razón principal).<br>
                – Percepción sobre el desarrollo de habilidades digitales (54%) y STEM (46%).<br>
                – Percepción sobre la valoración de la profesión docente (59% cree que no se valora).<br>
                – Porcentaje de la población que valora la educación para formar buenos ciudadanos (dato cualitativo).
            </td>
</tr>
<tr>
<td><strong>ODS 1: Fin de la Pobreza</strong></td>
<td>
                <strong>1.2:</strong> Reducir la pobreza en todas sus dimensiones.
            </td>
<td>
                – Porcentaje de encuestados que identifican la falta de recursos económicos como la principal causa de abandono escolar (casi 70%).
            </td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
                <strong>8.6:</strong> Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.
            </td>
<td>
                – Porcentaje de la población que valora la formación técnica (40%) y en oficios (23%) para la empleabilidad.<br>
                – Mención cualitativa de jóvenes que abandonan los estudios para trabajar por necesidad familiar.
            </td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
                <strong>10.2:</strong> Promover la inclusión social, económica y política de todos.
            </td>
<td>
                – La falta de recursos económicos como barrera para la educación superior, evidenciando una desigualdad en el acceso.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.elcolombiano.com/opinion/columnistas/carlos-enrique-cavelier-colombia-valora-su-sistema-educativo-JB31128724">elcolombiano.com</a></strong></p>
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<title>Acceso a la educación superior: 27.000 jóvenes en territorios apartados estudiarán gracias al nuevo programa PTIES – RTVC Noticias</title>
<link>https://sdgtalks.ai/Es/acceso-a-la-educacion-superior-27000-jovenes-en-territorios-apartados-estudiaran-gracias-al-nuevo-programa-pties-rtvc-noticias</link>
<guid>https://sdgtalks.ai/Es/acceso-a-la-educacion-superior-27000-jovenes-en-territorios-apartados-estudiaran-gracias-al-nuevo-programa-pties-rtvc-noticias</guid>
<description><![CDATA[ Acceso a la educación superior: 27.000 jóvenes en territorios apartados estudiarán gracias al nuevo programa PTIES  RTVC Noticias ]]></description>
<enclosure url="https://rtvc-informativo.s3.amazonaws.com/assets/public/2025-11/acceso-educacion.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 00:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Acceso, educación, superior:, 27.000, jóvenes, territorios, apartados, estudiarán, gracias, nuevo, programa, PTIES, –, RTVC, Noticias</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Programa de Tránsito Inmediato a la Educación Superior (PTIES) en Colombia y su Contribución a los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción y Contexto Estratégico</h3>
<p>El Gobierno de Colombia ha implementado el Programa de Tránsito Inmediato a la Educación Superior (PTIES) como una iniciativa estratégica para expandir el acceso a la educación superior. Se proyecta que para el año 2029, aproximadamente 27,000 jóvenes de 72 municipios históricamente desatendidos se beneficiarán de esta política. Esta iniciativa se alinea directamente con los Objetivos de Desarrollo Sostenible (ODS), abordando de manera integral las brechas educativas y sociales del país.</p>
<h2>Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El programa PTIES constituye una herramienta fundamental para el avance de la Agenda 2030 en Colombia, con un impacto significativo en varios ODS:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad:</strong> El objetivo principal del programa es garantizar una educación superior inclusiva, equitativa y de calidad. Al facilitar el acceso a jóvenes de grados 10° y 11°, bachilleres no matriculados y poblaciones vulnerables, se avanza directamente hacia la meta 4.3, que busca asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</li>
<li><strong>ODS 10: Reducción de las Desigualdades:</strong> El programa se enfoca explícitamente en 72 municipios y poblaciones históricamente excluidas, como comunidades rurales, indígenas y afrodescendientes. Esta focalización es una acción directa para cumplir con la meta 10.2, que promueve la inclusión social, económica y política de todas las personas, independientemente de su origen o condición.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> Al fortalecer las competencias académicas y ofrecer orientación socio-ocupacional, el PTIES prepara a los jóvenes para una inserción exitosa en el mercado laboral, contribuyendo a la meta 8.6 de reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas:</strong> La implementación del programa en regiones afectadas por el conflicto, como el Catatumbo, demuestra cómo la educación superior es un pilar para la construcción de paz y el fortalecimiento del tejido social, ofreciendo alternativas de vida digna y cerrando ciclos de violencia.</li>
</ul>
<h2>Objetivos Específicos y Componentes del Programa</h2>
<p>Para alcanzar su meta de cerrar brechas educativas, el PTIES se estructura en torno a los siguientes objetivos operativos:</p>
<ol>
<li>Fortalecer los aprendizajes y competencias fundamentales en lenguaje y matemáticas.</li>
<li>Ofrecer orientación socio-ocupacional pertinente, alineada con las necesidades de los territorios y las aspiraciones de los estudiantes.</li>
<li>Ajustar el currículo de la educación media (grados 10° y 11°) para robustecer las competencias básicas y socioemocionales.</li>
<li>Diseñar y ejecutar un plan de formación continua para los docentes de las instituciones beneficiarias.</li>
</ol>
<h2>Alcance y Resultados Proyectados</h2>
<h3>Población Beneficiaria</h3>
<p>El programa está dirigido a una población diversa con el fin de maximizar su impacto en la equidad, incluyendo:</p>
<ul>
<li>Estudiantes de grados 10° y 11°.</li>
<li>Bachilleres que no han accedido a la educación superior.</li>
<li>Jóvenes de comunidades rurales.</li>
<li>Miembros de comunidades indígenas y afrodescendientes.</li>
<li>Otras poblaciones históricamente excluidas.</li>
</ul>
<h3>Avances y Metas</h3>
<p>El programa ha mostrado un progreso medible desde su fase piloto. En 2023, la tasa nacional de tránsito inmediato a la educación superior fue del 43.1%, una cifra que el PTIES busca incrementar sustancialmente. Los hitos alcanzados y las metas futuras son:</p>
<ul>
<li><strong>Piloto (2023):</strong> 1,144 estudiantes beneficiados en 40 colegios de 9 municipios.</li>
<li><strong>Avance (2025):</strong> Más de 3,000 estudiantes de 25 municipios en 17 departamentos ya cursan carreras universitarias.</li>
<li><strong>Meta a 5 años:</strong> Fortalecer las capacidades de 27,000 jóvenes en 72 municipios del país, consolidando la educación como un derecho fundamental y un motor para el desarrollo sostenible.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en el “Programa de Tránsito Inmediato a la Educación Superior (PTIES)”, cuyo objetivo principal es garantizar que 27,000 jóvenes accedan a la educación superior. Esto se alinea directamente con el ODS 4, que busca asegurar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos. El programa es parte de una estrategia que “reconoce la educación superior como un derecho” y busca “la ampliación del acceso”.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El programa está diseñado explícitamente para “reducir las brechas de acceso y garantizar igualdad de oportunidades”. Se enfoca en “72 municipios que históricamente han estado alejados” y beneficia a “jóvenes de comunidades rurales, indígenas, afrodescendientes y otras poblaciones históricamente excluidas”. Este enfoque en grupos vulnerables y regiones marginadas aborda directamente el ODS 10, que tiene como objetivo reducir la desigualdad en y entre los países.</li>
</ul>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>Aunque de forma secundaria, el artículo conecta la educación con la mejora de las condiciones de vida. El programa busca garantizar una “vida digna” para los jóvenes y ofrece “orientación socio-ocupacional pertinente”. Al facilitar el acceso a la educación superior, se mejoran las perspectivas de empleo de los jóvenes, contribuyendo a la meta de lograr un empleo pleno y productivo y un trabajo decente para todos.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El artículo menciona un caso de éxito en “la región del Catatumbo, donde jóvenes de zonas rurales golpeadas por el conflicto, accedieron a la educación superior”. Al proporcionar oportunidades educativas en áreas afectadas por el conflicto, el programa contribuye a construir una sociedad más pacífica e inclusiva, ofreciendo alternativas a la violencia y promoviendo el desarrollo en regiones vulnerables.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</h3>
<p>El objetivo central del programa PTIES es que “27.000 jóvenes puedan acceder a la educación superior”. Esto se alinea perfectamente con la meta 4.3, que busca asegurar el acceso igualitario a la enseñanza universitaria para 2030.</p>
</li>
<li>
<h3>Meta 4.5: Eliminar las disparidades y asegurar el acceso igualitario para las personas vulnerables.</h3>
<p>El artículo especifica que los beneficiarios son “jóvenes de comunidades rurales, indígenas, afrodescendientes y otras poblaciones históricamente excluidas”. Este enfoque en grupos vulnerables para eliminar las barreras educativas es el núcleo de la meta 4.5.</p>
</li>
<li>
<h3>Meta 10.2: Potenciar y promover la inclusión social y económica de todas las personas.</h3>
<p>Al “reducir las brechas de acceso” a la educación superior para jóvenes de “municipios que históricamente han estado alejados”, el programa promueve activamente la inclusión social y económica de estas poblaciones, en línea con la meta 10.2.</p>
</li>
<li>
<h3>Meta 8.6: Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación (ninis).</h3>
<p>El programa se dirige a “bachilleres no matriculados”, un grupo que forma parte de la población de jóvenes ninis. Al reintegrarlos en el sistema educativo, el programa contribuye directamente a la reducción de esta proporción, abordando el espíritu de la meta 8.6.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.3.1: Tasa de participación de los jóvenes y adultos en la enseñanza y formación académica.</h3>
<p>El artículo menciona explícitamente un dato que sirve como línea de base para este indicador: “en 2023 la tasa de tránsito inmediato a la educación superior alcanzó apenas el 43,1 % a nivel nacional”. El éxito del programa PTIES se podría medir por el aumento de esta tasa, especialmente en los 72 municipios focalizados.</p>
</li>
<li>
<h3>Indicadores cuantitativos de acceso para grupos vulnerables (relacionado con la Meta 4.5).</h3>
<p>El artículo proporciona varias cifras que actúan como indicadores de progreso para medir el acceso de poblaciones vulnerables:</p>
<ol>
<li>La meta final: “fortalecer las capacidades de 27 mil jóvenes de educación media en 72 municipios”.</li>
<li>Resultados del piloto de 2023: “1.144 estudiantes de 40 colegios se beneficiaron”.</li>
<li>Resultados parciales de 2025: “más de 3.000 estudiantes de 25 municipios cursen carreras universitarias”.</li>
</ol>
<p>Estos números permiten cuantificar el progreso en la inclusión de los grupos objetivo del programa.</p>
</li>
<li>
<h3>Indicador implícito relacionado con la Meta 8.6.1: Proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</h3>
<p>Aunque no se menciona la tasa “nini” directamente, el programa se enfoca en “bachilleres no matriculados”. El número de estos jóvenes que se matriculan en la educación superior a través del programa es un indicador implícito que mide la reducción de este grupo poblacional.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.3:</strong> Asegurar el acceso igualitario a la formación superior.</li>
<li><strong>4.5:</strong> Eliminar las disparidades y asegurar el acceso para personas vulnerables.</li>
</ul>
</td>
<td>
<ul>
<li>Tasa de tránsito inmediato a la educación superior (línea de base del 43,1% en 2023).</li>
<li>Número de beneficiarios de poblaciones excluidas (meta de 27,000; 1,144 en el piloto; 3,000+ en 2025).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Potenciar y promover la inclusión social y económica.</li>
</ul>
</td>
<td>
<ul>
<li>Número de municipios históricamente alejados cubiertos por el programa (72 municipios).</li>
<li>Número de estudiantes de comunidades rurales, indígenas y afrodescendientes beneficiados.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>
<ul>
<li><strong>8.6:</strong> Reducir la proporción de jóvenes que no estudian ni trabajan.</li>
</ul>
</td>
<td>
<ul>
<li>Número de “bachilleres no matriculados” que ingresan a la educación superior a través del programa.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 16: Paz, Justicia e Instituciones Sólidas</strong></td>
<td>
<ul>
<li>Promover sociedades pacíficas e inclusivas para el desarrollo sostenible.</li>
</ul>
</td>
<td>
<ul>
<li>Número de jóvenes de zonas afectadas por el conflicto (ej. Catatumbo) que acceden a la educación superior.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.rtvcnoticias.com/actualidad/educacion/gobierno-petro-fortalece-el-acceso-la-educacion-superior-con-el-programa-pties">rtvcnoticias.com</a></strong></p>
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<item>
<title>Fortalece CRETAM formación investigadora para mejorar la calidad educativa – Gobierno del Estado de Tamaulipas</title>
<link>https://sdgtalks.ai/Es/fortalece-cretam-formacion-investigadora-para-mejorar-la-calidad-educativa-gobierno-del-estado-de-tamaulipas</link>
<guid>https://sdgtalks.ai/Es/fortalece-cretam-formacion-investigadora-para-mejorar-la-calidad-educativa-gobierno-del-estado-de-tamaulipas</guid>
<description><![CDATA[ Fortalece CRETAM formación investigadora para mejorar la calidad educativa  Gobierno del Estado de Tamaulipas ]]></description>
<enclosure url="https://www.tamaulipas.gob.mx/wp-content/uploads/2025/11/CRE-026-2025.-Fortalece-CRETAM-formacion-investigadora-para-mejorar-la-calidad-educativa-2-850x500.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 00:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Fortalece, CRETAM, formación, investigadora, para, mejorar, calidad, educativa, –, Gobierno, del, Estado, Tamaulipas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Fortalecimiento de la Investigación Educativa en Alineación con los Objetivos de Desarrollo Sostenible</h2>
<p><strong>Referencia:</strong> CRE-026-2025</p>
<p><strong>Fecha:</strong> 22 de noviembre de 2025</p>
<p><strong>Ubicación:</strong> Reynosa, Tamaulipas</p>
<h3>1.0 Introducción y Contexto Estratégico</h3>
<p>El Centro Regional de Formación Docente e Investigación Educativa (CRETAM) ha ejecutado su Coloquio Semestral de Proyectos de Investigación, una iniciativa clave que se alinea directamente con la Agenda 2030 para el Desarrollo Sostenible. Este evento subraya el compromiso de la institución con la mejora continua del sistema educativo a través de la investigación, posicionándose como un pilar fundamental para el logro del <strong>Objetivo de Desarrollo Sostenible 4 (ODS 4): Educación de Calidad</strong>.</p>
<h3>2.0 Desarrollo del Coloquio y Participación</h3>
<p>El coloquio sirvió como plataforma para que 12 estudiantes de la Maestría en Investigación Educativa presentaran los avances de sus proyectos de tesis. La rectora del CRETAM, Gladys Valdez González, destacó que el propósito central fue fortalecer las competencias metodológicas y analíticas de los maestrantes, asegurando la pertinencia y calidad de sus investigaciones.</p>
<h4>2.1 Metodología del Evento</h4>
<ol>
<li>Presentación de avances por parte de los 12 estudiantes, detallando marcos teóricos, metodologías y resultados preliminares.</li>
<li>Sesiones de retroalimentación constructiva dirigidas por el cuerpo docente, fomentando la reflexión crítica y el rigor académico.</li>
<li>Promoción de la colaboración interdisciplinaria como elemento esencial para la generación de conocimiento integral.</li>
</ol>
<h3>3.0 Contribución Directa al Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</h3>
<p>Las actividades del CRETAM, y en particular este coloquio, impactan directamente en varias metas del ODS 4:</p>
<ul>
<li><strong>Meta 4.c:</strong> Al profesionalizar al magisterio y aumentar la oferta de docentes cualificados a través de la investigación, se contribuye a mejorar sustancialmente la calidad de la enseñanza en el estado.</li>
<li><strong>Meta 4.7:</strong> La formación de investigadores educativos asegura que los futuros docentes y líderes académicos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible desde el aula.</li>
<li><strong>Meta 4.3:</strong> Se facilita el acceso igualitario a una formación técnica, profesional y superior de calidad, incluyendo la enseñanza universitaria a nivel de posgrado.</li>
</ul>
<h3>4.0 Impacto en Otros Objetivos de Desarrollo Sostenible</h3>
<p>La estrategia del CRETAM, respaldada por el gobierno estatal, genera un impacto positivo que trasciende el ámbito educativo, contribuyendo a otros ODS:</p>
<ul>
<li><strong>ODS 5 (Igualdad de Género):</strong> El evento promueve la participación equitativa de “las y los estudiantes”, fomentando la igualdad de género en el campo de la investigación y la educación superior.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Al fortalecer la calidad educativa de manera generalizada, se sientan las bases para ofrecer oportunidades más equitativas a todos los estudiantes, independientemente de su contexto socioeconómico.</li>
<li><strong>ODS 16 (Paz, Justicia e Instituciones Sólidas):</strong> CRETAM se consolida como una institución sólida y eficaz, que trabaja en la generación de conocimiento para la toma de decisiones informadas en políticas públicas educativas.</li>
<li><strong>ODS 17 (Alianzas para Lograr los Objetivos):</strong> La colaboración entre CRETAM y la Secretaría de Educación de Tamaulipas (SET), impulsada por la visión del gobernador, ejemplifica una alianza estratégica para alcanzar las metas de desarrollo.</li>
</ul>
<h3>5.0 Conclusión</h3>
<p>El Coloquio Semestral del CRETAM no es solo un ejercicio académico, sino una acción estratégica que demuestra el compromiso de Tamaulipas con la Agenda 2030. Al fortalecer la formación de investigadores, el centro se consolida como un motor de transformación social, generando conocimiento aplicable que es fundamental para mejorar la calidad educativa y, en consecuencia, promover un desarrollo más justo, inclusivo y sostenible para la región.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad</strong>
<p>Este es el objetivo principal abordado en el artículo. Todo el texto se centra en acciones para “mejorar la calidad educativa” a través de la “profesionalización del magisterio”. El Coloquio Semestral de Proyectos de Investigación del CRETAM es una iniciativa explícita para fortalecer la formación de los docentes y asegurar que la investigación generada sea de alta calidad y aplicable al sistema educativo.</p>
</li>
<li>
        <strong>ODS 17: Alianzas para lograr los objetivos</strong>
<p>El artículo destaca la colaboración entre diferentes entidades del sector público para alcanzar las metas educativas. Se menciona que la política educativa es “impulsada por el gobernador Américo Villarreal Anaya y el secretario de Educación, Miguel Ángel Valdez García”. Además, se afirma que el CRETAM se consolida “gracias al respaldo de la SET (Secretaría de Educación de Tamaulipas)”. Esta colaboración interinstitucional es un ejemplo de las alianzas necesarias para el desarrollo sostenible.</p>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
        <strong>Meta 4.c:</strong> “Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes…”.
<p>El artículo se alinea directamente con esta meta. El CRETAM es un “Centro Regional de Formación Docente e Investigación Educativa” cuyo propósito es la “profesionalización del magisterio”. Al ofrecer una “Maestría en Investigación Educativa” y realizar coloquios para fortalecer las habilidades de los futuros investigadores, la institución trabaja activamente para aumentar el número y la calidad de los docentes y profesionales de la educación en el estado.</p>
</li>
<li>
        <strong>Meta 4.3:</strong> “Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.
<p>La existencia de la “Maestría en Investigación Educativa” ofrecida por el CRETAM es una manifestación de esta meta. Proporciona acceso a educación superior de posgrado para los docentes, permitiéndoles avanzar en su desarrollo profesional y académico.</p>
</li>
<li>
        <strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil…”.
<p>El artículo describe una alianza pública eficaz. La colaboración entre el CRETAM, la Secretaría de Educación de Tamaulipas (SET) y el gobierno estatal, bajo el liderazgo del gobernador, demuestra un esfuerzo coordinado dentro del sector público para “fortalecer la investigación educativa como base para la toma de decisiones y la mejora continua en las aulas”.</p>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
        <strong>Indicador implícito para la Meta 4.c (relacionado con el Indicador 4.c.1: Proporción de docentes con la calificación mínima necesaria):</strong>
<p>Aunque el artículo no proporciona un porcentaje o una estadística formal, sí ofrece un dato concreto que funciona como un indicador de progreso: la participación de “12 estudiantes de la Maestría en Investigación Educativa” en el coloquio. Este número representa una medida cuantificable del esfuerzo por aumentar el número de docentes con formación avanzada y especializada. El número de graduados de este programa de maestría sería un indicador directo del progreso hacia la Meta 4.c.</p>
</li>
<li>
        <strong>Indicador cualitativo para la Meta 17.17:</strong>
<p>El artículo no menciona un indicador numérico, pero describe la existencia y el funcionamiento de una alianza estratégica. Frases como “respaldo de la SET” y la alineación con la “política educativa impulsada por el gobernador” sirven como evidencia cualitativa de una asociación pública activa y funcional, cuyo objetivo es la mejora de la calidad educativa, cumpliendo con el espíritu de esta meta.</p>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
                <strong>Meta 4.c:</strong> Aumentar considerablemente la oferta de docentes calificados.
<p>                <strong>Meta 4.3:</strong> Asegurar el acceso igualitario a una formación superior de calidad.
            </p></td>
<td>
                <strong>Implícito:</strong> Número de estudiantes que participan y se gradúan de programas de formación docente avanzada. El artículo menciona específicamente a “12 estudiantes de la Maestría en Investigación Educativa”.
<p>                <strong>Implícito:</strong> Existencia y funcionamiento de programas de posgrado para docentes, como la Maestría ofrecida por el CRETAM.
            </p></td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para lograr los objetivos</strong></td>
<td>
                <strong>Meta 17.17:</strong> Fomentar y promover la constitución de alianzas eficaces en la esfera pública.
            </td>
<td>
                <strong>Cualitativo:</strong> Evidencia de una alianza funcional entre el CRETAM, la Secretaría de Educación (SET) y el gobierno estatal, mencionada a través del “respaldo de la SET” y la alineación con la “política educativa impulsada por el gobernador”.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.tamaulipas.gob.mx/2025/11/fortalece-cretam-formacion-investigadora-para-mejorar-la-calidad-educativa/">tamaulipas.gob.mx</a></strong></p>
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<item>
<title>Los técnicos de Educación Infantil denuncian su “exclusión” de los Planes de Empleo de Ciudad y Delegación – Radio Televisión Ceuta</title>
<link>https://sdgtalks.ai/Es/los-tecnicos-de-educacion-infantil-denuncian-su-exclusion-de-los-planes-de-empleo-de-ciudad-y-delegacion-radio-television-ceuta</link>
<guid>https://sdgtalks.ai/Es/los-tecnicos-de-educacion-infantil-denuncian-su-exclusion-de-los-planes-de-empleo-de-ciudad-y-delegacion-radio-television-ceuta</guid>
<description><![CDATA[ Los técnicos de Educación Infantil denuncian su &quot;exclusión&quot; de los Planes de Empleo de Ciudad y Delegación  Radio Televisión Ceuta ]]></description>
<enclosure url="https://www.rtvce.es/media/rtvce/images/2020/08/18/2020081812271657594.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 00:00:23 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Los, técnicos, Educación, Infantil, denuncian, “exclusión”, los, Planes, Empleo, Ciudad, Delegación, –, Radio, Televisión, Ceuta</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Exclusión de Técnicos de Educación Infantil de los Planes de Empleo en Ceuta y su Impacto en los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción y Contexto Institucional</h3>
<p>El colectivo de técnicos de Educación Infantil en la ciudad de Ceuta ha manifestado su profundo malestar e indignación ante lo que califica como un “flagrante e intolerable engaño institucional”. Esta situación surge dos años después de recibir un compromiso explícito por parte de los responsables de los Planes de Empleo para su inclusión en dichos programas. La exclusión actual no solo representa un incumplimiento de la palabra dada, sino que también contraviene directamente varios Objetivos de Desarrollo Sostenible (ODS) adoptados por la comunidad internacional.</p>
<h3>Incumplimiento de los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La decisión de excluir a estos profesionales de los planes de empleo socava el compromiso de la región con la Agenda 2030, afectando de manera crítica las siguientes áreas:</p>
<ul>
<li><strong>ODS 4: Educación de Calidad.</strong> La ausencia de técnicos de Educación Infantil en los centros educativos compromete la meta 4.2, que busca asegurar el acceso de todos los niños y niñas a servicios de atención y desarrollo en la primera infancia y una enseñanza preescolar de calidad. La situación en Ceuta contrasta drásticamente con la de Melilla, donde se han incorporado 75 profesionales para el presente curso, evidenciando una desigualdad en el compromiso con la educación infantil.</li>
<li><strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> Al negar oportunidades laborales a un colectivo cualificado, se obstaculiza el cumplimiento de la meta 8.5, que persigue lograr el empleo pleno y productivo y el trabajo decente para todos. La exclusión de los Planes de Empleo niega a estos profesionales la oportunidad de contribuir a la economía local y de acceder a un empleo digno.</li>
<li><strong>ODS 10: Reducción de las Desigualdades.</strong> La disparidad de políticas entre Ceuta y Melilla pone de manifiesto una desigualdad territorial en el acceso a oportunidades educativas y laborales, un problema que el ODS 10 busca erradicar.</li>
<li><strong>ODS 16: Paz, Justicia e Instituciones Sólidas.</strong> La percepción de un “engaño institucional” y la falta de respuesta por parte de la Delegación del Gobierno erosionan la confianza en las instituciones públicas, afectando los principios de responsabilidad y transparencia que promueve el ODS 16.</li>
</ul>
<h3>Análisis de la Situación Actual</h3>
<p>La cronología de los hechos y las responsabilidades institucionales se detallan a continuación:</p>
<ol>
<li><strong>Compromiso Inicial:</strong> Hace dos años, se prometió al colectivo la inclusión de la categoría profesional de técnico de Educación Infantil en los Planes de Empleo.</li>
<li><strong>Exclusión Actual:</strong> En el presente ejercicio, el colectivo ha sido omitido tanto de los planes gestionados por la Ciudad Autónoma como por la Delegación del Gobierno.</li>
<li><strong>Reunión con la Consejería:</strong> En una reunión el pasado 3 de noviembre, la Consejería de Turismo, Empleo y Deporte atribuyó la decisión a la Dirección Provincial del Ministerio de Educación, argumentando que los directores de los centros educativos no consideraron esta ocupación como la más adecuada.</li>
<li><strong>Falta de Respuesta Institucional:</strong> A pesar de que se informó al colectivo que la configuración de los planes se elaboraba conjuntamente con la Dirección Provincial del Ministerio de Educación, una solicitud de audiencia con la Delegación del Gobierno para aclarar los motivos de la exclusión no ha recibido respuesta hasta la fecha.</li>
</ol>
<h3>Conclusiones y Acciones Futuras</h3>
<p>La exclusión de los técnicos de Educación Infantil de los Planes de Empleo en Ceuta representa un grave retroceso en el cumplimiento de los ODS, especialmente en lo que respecta a la calidad educativa y el trabajo decente. Ante esta situación, el colectivo ha anunciado que reanudará las movilizaciones para exigir su inclusión inmediata en los Planes de Empleo y la convocatoria de una oferta de empleo público suficiente que dé respuesta a la necesidad estructural de estos profesionales en los centros educativos de la ciudad.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ol>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en la exclusión de los “técnicos de Educación Infantil” de los planes de empleo. Estos profesionales son fundamentales para garantizar una educación preescolar de calidad, que es la base del desarrollo educativo. La protesta del colectivo subraya la importancia de su rol en los centros educativos y cómo su ausencia afecta el compromiso de la ciudad con la educación.</li>
</ul>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>El tema principal es la falta de oportunidades de empleo para un colectivo profesional específico a través de los “Planes de Empleo”. La demanda de inclusión en estos planes es una lucha por el acceso al empleo productivo y decente. El artículo menciona el “malestar e indignación” por un “engaño institucional”, lo que atenta contra los principios del trabajo decente.</li>
</ul>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El artículo establece una comparación directa entre Ceuta y Melilla, destacando una desigualdad de oportunidades y políticas. Mientras en Melilla se contrató a 75 técnicos de Educación Infantil para cubrir una “necesidad estructural”, en Ceuta se les excluyó. Esto evidencia una desigualdad en el tratamiento de las necesidades educativas y laborales entre dos territorios con características similares.</li>
</ul>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>El colectivo denuncia un “flagrante e intolerable engaño institucional” y la falta de respuesta por parte de la Delegación del Gobierno. Esto apunta a una falla en la transparencia y la rendición de cuentas de las instituciones públicas, que se comprometieron a incluir al colectivo y no cumplieron, debilitando la confianza en ellas.</li>
</ul>
</li>
</ol>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.2:</h3>
<p><em>“Para 2030, asegurar que todas las niñas y todos los niños tengan acceso a servicios de atención y desarrollo en la primera infancia y a una enseñanza preescolar de calidad, a fin de que estén preparados para la enseñanza primaria”.</em></p>
<ul>
<li>El artículo aborda esta meta directamente, ya que los técnicos de Educación Infantil son los profesionales clave para proveer la enseñanza preescolar de calidad. Su exclusión de los planes de empleo pone en riesgo la cobertura y la calidad de este servicio esencial en los centros educativos de Ceuta, afectando la preparación de los niños para la educación primaria. La mención de una “necesidad estructural” de estos profesionales refuerza esta conexión.</li>
</ul>
</li>
<li>
<h3>Meta 8.5:</h3>
<p><em>“Para 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y los hombres, incluidos los jóvenes y las personas con discapacidad, así como la igualdad de remuneración por trabajo de igual valor”.</em></p>
<ul>
<li>La exigencia del colectivo de ser incluidos en los “Planes de Empleo” es un llamado directo a la creación de oportunidades de empleo productivo. La denuncia de un “engaño institucional” y la necesidad de movilizarse para ser escuchados refleja una lucha por condiciones de trabajo decente y un trato justo por parte de las instituciones empleadoras.</li>
</ul>
</li>
<li>
<h3>Meta 10.3:</h3>
<p><em>“Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados, incluso eliminando las leyes, políticas y prácticas discriminatorias y promoviendo legislaciones, políticas y medidas adecuadas a ese respecto”.</em></p>
<ul>
<li>La diferencia de políticas entre Ceuta y Melilla, donde en una ciudad se contrata a 75 técnicos y en la otra se les excluye, es un claro ejemplo de desigualdad de oportunidades y resultados. La protesta del colectivo busca revertir una decisión política que consideran discriminatoria y que genera una disparidad en el acceso al empleo y en la calidad del servicio educativo.</li>
</ul>
</li>
<li>
<h3>Meta 16.6:</h3>
<p><em>“Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas”.</em></p>
<ul>
<li>El artículo evidencia una falla en esta meta. El colectivo denuncia haber recibido un “compromiso” que no se cumplió y la falta de respuesta de la Delegación del Gobierno a su solicitud de aclaración. Este comportamiento institucional, calificado de “engaño”, demuestra una falta de transparencia y rendición de cuentas hacia los ciudadanos.</li>
</ul>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo no menciona indicadores cuantitativos oficiales de los ODS, pero sí proporciona información cualitativa y datos comparativos que pueden funcionar como indicadores implícitos para medir el progreso:</p>
<ol>
<li>
<h3>Indicador implícito para la Meta 4.2:</h3>
<ul>
<li>La “necesidad estructural” de técnicos de Educación Infantil en los centros educativos de Ceuta, mencionada en el artículo, es un indicador cualitativo de un déficit en la provisión de educación preescolar de calidad. Un indicador cuantitativo relacionado sería la ratio de profesionales de educación infantil por número de alumnos, que se infiere como insuficiente.</li>
</ul>
</li>
<li>
<h3>Indicador implícito para la Meta 8.5:</h3>
<ul>
<li>El número de técnicos de Educación Infantil contratados a través de los Planes de Empleo. El artículo establece un punto de referencia claro: 0 en Ceuta frente a 75 en Melilla. Este dato comparativo funciona como un indicador directo del nivel de creación de empleo para este perfil profesional en las políticas públicas locales. El progreso se podría medir por la inclusión y el número de contrataciones en futuros planes.</li>
</ul>
</li>
<li>
<h3>Indicador implícito para la Meta 10.3:</h3>
<ul>
<li>La disparidad en las políticas de empleo entre Ceuta y Melilla es en sí misma un indicador de desigualdad. La eliminación de esta diferencia, es decir, la equiparación de las políticas de contratación para este colectivo en ambas ciudades, serviría como un indicador de progreso hacia la reducción de desigualdades territoriales.</li>
</ul>
</li>
</ol>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>4.2: Asegurar el acceso a una enseñanza preescolar de calidad.</td>
<td>La “necesidad estructural” de técnicos de Educación Infantil en los centros educativos, que implica un déficit en la cobertura o calidad del servicio.</td>
</tr>
<tr>
<td><b>ODS 8: Trabajo Decente y Crecimiento Económico</b></td>
<td>8.5: Lograr el empleo pleno y productivo y el trabajo decente.</td>
<td>Número de técnicos de Educación Infantil incluidos en los Planes de Empleo (Actualmente 0 en Ceuta, en contraste con 75 en Melilla).</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td>10.3: Garantizar la igualdad de oportunidades y reducir la desigualdad de resultados.</td>
<td>La disparidad en las políticas de contratación pública entre Ceuta y Melilla para el mismo perfil profesional.</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td>16.6: Crear instituciones eficaces y transparentes que rindan cuentas.</td>
<td>El “engaño institucional” denunciado y la falta de respuesta de la Delegación del Gobierno a las solicitudes de aclaración del colectivo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.rtvce.es/articulo/educacion/tecnicos-educacion-infantil-denuncian-exclusion-planes-empleo-ciudad-delegacion/20251122194604093749.amp.html">rtvce.es</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>CENSO DE FLUIDEZ Y COMPRENSIÓN LECTORA A ESTUDIANTES DE 2º Y 3º GRADO DE LAS ESCUELAS PRIMARIAS – Gobierno del Chaco</title>
<link>https://sdgtalks.ai/Es/censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2o-y-3o-grado-de-las-escuelas-primarias-gobierno-del-chaco</link>
<guid>https://sdgtalks.ai/Es/censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2o-y-3o-grado-de-las-escuelas-primarias-gobierno-del-chaco</guid>
<description><![CDATA[ CENSO DE FLUIDEZ Y COMPRENSIÓN LECTORA A ESTUDIANTES DE 2º Y 3º GRADO DE LAS ESCUELAS PRIMARIAS  Gobierno del Chaco ]]></description>
<enclosure url="http://www.noticiasdelparana.com.ar/NuevaEdicion/wp-content/uploads/2025/11/lectura.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 00:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>CENSO, FLUIDEZ, COMPRENSIÓN, LECTORA, ESTUDIANTES, 2º, 3º, GRADO, LAS, ESCUELAS, PRIMARIAS, –, Gobierno, del, Chaco</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Censo de Fluidez y Comprensión Lectora en la Provincia del Chaco y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Introducción</h3>
<p>El Ministerio de Educación de la Provincia del Chaco ha ejecutado el segundo Censo de Fluidez y Comprensión Lectora del año, dirigido a estudiantes de 2º y 3º grado del nivel primario. Esta iniciativa se enmarca en la política educativa provincial, específicamente dentro del Plan Provincial de Alfabetización “Somos Fluidez Lectora Chaco”. El objetivo principal es obtener un diagnóstico certero sobre las competencias de lectoescritura de los estudiantes para fundamentar la toma de decisiones y el diseño de estrategias pedagógicas efectivas, alineando los esfuerzos educativos con metas de desarrollo global.</p>
<h3>Objetivos Estratégicos de la Evaluación</h3>
<p>La implementación del censo persigue metas claras orientadas a la mejora sistémica de la educación inicial:</p>
<ul>
<li>Obtener datos empíricos y un estado de situación pedagógica preciso sobre las habilidades de alfabetización de los estudiantes del primer ciclo.</li>
<li>Evaluar el progreso y el impacto de las intervenciones pedagógicas implementadas desde la primera medición realizada en el mes de mayo.</li>
<li>Utilizar la evidencia recolectada para orientar la formación docente y la asignación de recursos, como se demostró con los datos del censo de 2024 que guiaron las capacitaciones del ciclo 2025.</li>
<li>Fortalecer la política educativa que centraliza la enseñanza de la lectura y la escritura como pilar fundamental del aprendizaje.</li>
</ul>
<h3>Metodología del Censo</h3>
<p>El procedimiento de evaluación fue estandarizado y llevado a cabo en el entorno del aula, con la participación activa de los docentes y el acompañamiento de equipos jurisdiccionales y regionales. La metodología se desglosa en los siguientes pasos:</p>
<ol>
<li><b>Lectura Individual:</b> Cada estudiante lee en voz alta un texto seleccionado (cuento o poesía), previamente trabajado en jornadas de sensibilización.</li>
<li><b>Medición de Fluidez:</b> El docente a cargo cronometra la duración de la lectura para evaluar la fluidez.</li>
<li><b>Evaluación de Comprensión:</b> Al finalizar, el estudiante expresa con sus propias palabras el contenido y significado del texto leído.</li>
<li><b>Recopilación de Datos Cualitativos:</b> Se indaga sobre los hábitos y gustos de lectura del estudiante, así como sobre el acompañamiento familiar en este proceso, lo que permite obtener una visión integral del entorno de aprendizaje.</li>
</ol>
<h3>Vinculación con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>Esta política educativa contribuye de manera significativa a la consecución de la Agenda 2030, con un énfasis particular en el Objetivo de Desarrollo Sostenible 4.</p>
<ul>
<li>
        <b>ODS 4: Educación de Calidad:</b> La iniciativa impacta directamente en varias metas de este objetivo.
<ul>
<li><b>Meta 4.1:</b> Al medir sistemáticamente los resultados de aprendizaje en lectura, el censo trabaja para “asegurar que todas las niñas y todos los niños terminen la enseñanza primaria […] que ha de ser de calidad y producir resultados de aprendizaje pertinentes y efectivos”.</li>
<li><b>Meta 4.6:</b> El foco en la alfabetización inicial es fundamental para “asegurar que todos los jóvenes y una proporción considerable de los adultos […] tengan competencias de lectura, escritura y aritmética”, sentando las bases desde la niñez.</li>
<li><b>Meta 4.c:</b> El programa se complementa con la formación docente continua a través de iniciativas como “Aprendo Leyendo”, lo cual es clave para “aumentar considerablemente la oferta de docentes calificados”.</li>
</ul>
</li>
<li>
        <b>ODS 10: Reducción de las Desigualdades:</b> Al generar diagnósticos precisos, el sistema puede identificar brechas de aprendizaje y diseñar intervenciones pedagógicas focalizadas, asegurando que todos los estudiantes, sin importar su contexto, tengan la oportunidad de adquirir competencias fundamentales.
    </li>
</ul>
<h3>Acciones Complementarias y Sostenibilidad</h3>
<p>El censo no es una acción aislada, sino parte de un ecosistema de políticas públicas diseñadas para reforzar la alfabetización.</p>
<ul>
<li><b>Programa “Aprendo Leyendo”:</b> A través de este programa, se ha realizado una inversión sustancial en la formación docente y en la provisión de recursos, con la entrega de más de 300,000 libros y material didáctico para estudiantes y educadores.</li>
<li><b>Gestión de Recursos Propios:</b> Se destaca que la totalidad del operativo censal se realiza con recursos e insumos propios de la Provincia, lo que demuestra una gestión eficiente de los fondos públicos y garantiza la sostenibilidad de la iniciativa a largo plazo.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. Toda la iniciativa descrita, incluyendo el “Censo de Fluidez y Comprensión Lectora” y el “Plan Provincial de Alfabetización”, está directamente enfocada en “mejorar la alfabetización inicial y la lectura comprensiva de los estudiantes”. El artículo detalla esfuerzos para asegurar una educación primaria de calidad, equitativa e inclusiva, mediante la evaluación de los resultados del aprendizaje, la capacitación docente y la provisión de materiales didácticos.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo menciona que el censo se aplica a estudiantes “de todas las escuelas primarias de la provincia”. Esta universalidad de la política educativa sugiere un esfuerzo por reducir las desigualdades en el acceso a una educación de calidad. Al generar un diagnóstico certero para cada estudiante, se pueden implementar estrategias pedagógicas pertinentes que atiendan las necesidades específicas de todos los niños, independientemente de su contexto socioeconómico o geográfico, promoviendo así la equidad educativa.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El artículo destaca que la política educativa se basa en “datos reales y un estado de situación pedagógica certero” y en “tener un diagnóstico, una evidencia”. Este enfoque en la toma de decisiones basada en evidencia refleja el desarrollo de instituciones eficaces y responsables a nivel provincial (el Ministerio de Educación). Además, se menciona que la iniciativa se realiza “íntegramente con recursos e insumos propios de la Provincia, optimizando la gestión de los fondos públicos”, lo que demuestra una gestión pública responsable y transparente.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1:</h3>
<p><em>“Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos”.</em></p>
<p>El artículo se alinea directamente con esta meta al centrarse en los estudiantes del primer ciclo de primaria (1°, 2° y 3° grado) y medir sus resultados de aprendizaje en lectura. El objetivo del censo es evaluar “si los chicos están aprendiendo a leer, cómo leen y si comprenden lo que leen”, lo cual es fundamental para asegurar una educación primaria de calidad y efectiva.</p>
</li>
<li>
<h3>Meta 4.6:</h3>
<p><em>“Para 2030, asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética”.</em></p>
<p>El “Plan Provincial de Alfabetización” y el enfoque en la “alfabetización inicial” son la base para alcanzar esta meta. Al asegurar que los niños adquieran competencias fundamentales de lectura y escritura desde los primeros grados, se sientan las bases para una población futura completamente alfabetizada.</p>
</li>
<li>
<h3>Meta 4.c:</h3>
<p><em>“Para 2030, aumentar considerablemente la oferta de docentes calificados, incluso mediante la cooperación internacional para la formación de docentes en los países en desarrollo, especialmente los países menos adelantados y los pequeños Estados insulares en desarrollo”.</em></p>
<p>El artículo menciona explícitamente la “formación docente en el marco del Programa ‘Aprendo Leyendo'” y cómo los datos del censo del año anterior permitieron “orientar y capacitar a los docentes durante el ciclo 2025”. Esto demuestra un esfuerzo concreto por mejorar la calidad y las capacidades del cuerpo docente, lo cual es el núcleo de esta meta.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.1.1:</h3>
<p><em>“Proporción de niños y jóvenes: a) en los grados 2 y 3; b) al final de la enseñanza primaria; y c) al final de la enseñanza secundaria baja que han alcanzado al menos un nivel mínimo de competencia en i) lectura y ii) matemáticas, desglosada por sexo”.</em></p>
<p>El “Censo de Fluidez y Comprensión Lectora” es una implementación práctica de este indicador. Mide directamente el nivel de competencia en lectura de los estudiantes de 2º y 3º grado. El artículo afirma que el censo proporciona “un diagnóstico, una evidencia” y permite evaluar “si hubo avances en el proceso de aprendizaje”, lo que lo convierte en una herramienta directa para medir el progreso hacia la Meta 4.1.</p>
</li>
<li>
<h3>Indicador 4.c.1:</h3>
<p><em>“Proporción de maestros de: a) enseñanza preescolar; b) enseñanza primaria; c) primer ciclo de enseñanza secundaria; y d) segundo ciclo de enseñanza secundaria que han recibido al menos la formación docente organizada mínima (por ejemplo, formación pedagógica), previa al empleo o en el empleo, necesaria para impartir enseñanza en un nivel educativo determinado en un país determinado”.</em></p>
<p>Aunque el artículo no proporciona un porcentaje específico, implica la medición y mejora de este indicador. Al mencionar que se realiza una “capacitación de calidad” y que la “formación se base en las necesidades reales del sistema”, se infiere que existe un proceso para evaluar y mejorar la formación de los docentes de nivel primario, lo cual está alineado con el propósito de este indicador.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.1:</b> Asegurar que todos los niños y niñas terminen la enseñanza primaria de calidad.</td>
<td><b>4.1.1:</b> Proporción de niños en los grados 2/3 que alcanzan un nivel mínimo de competencia en lectura. El “Censo de Fluidez y Comprensión Lectora” mide directamente este indicador.</td>
</tr>
<tr>
<td></td>
<td><b>4.6:</b> Asegurar que todos los jóvenes y una proporción considerable de adultos estén alfabetizados.</td>
<td>El “Plan Provincial de Alfabetización” y el enfoque en la “alfabetización inicial” contribuyen directamente a la medición de la competencia en lectura, fundamental para este indicador.</td>
</tr>
<tr>
<td></td>
<td><b>4.c:</b> Aumentar la oferta de docentes calificados.</td>
<td><b>4.c.1:</b> Proporción de maestros con formación mínima. El artículo menciona explícitamente la “formación docente” y la “capacitación de calidad” como parte de la política.</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td><b>10.2:</b> Potenciar y promover la inclusión social, económica y política de todas las personas.</td>
<td>La aplicación del censo en “todas las escuelas primarias de la provincia” es una medida implícita para garantizar la inclusión y la igualdad de oportunidades educativas.</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td><b>16.6:</b> Crear a todos los niveles instituciones eficaces y transparentes que rindan cuentas.</td>
<td>El uso de “datos reales” y “diagnósticos certeros” para la toma de decisiones y la “optimización de la gestión de los fondos públicos” son prácticas que reflejan el desarrollo de instituciones eficaces y transparentes.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="http://www.noticiasdelparana.com.ar/NuevaEdicion/2025/11/22/chaco-censo-de-fluidez-y-comprension-lectora-a-estudiantes-de-2o-y-3o-grado-de-las-escuelas-primarias/">noticiasdelparana.com.ar</a></strong></p>
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<title>Maestros protestan contra Sheinbaum por reforma educativa – DW</title>
<link>https://sdgtalks.ai/Es/maestros-protestan-contra-sheinbaum-por-reforma-educativa-dw</link>
<guid>https://sdgtalks.ai/Es/maestros-protestan-contra-sheinbaum-por-reforma-educativa-dw</guid>
<description><![CDATA[ Maestros protestan contra Sheinbaum por reforma educativa  DW ]]></description>
<enclosure url="https://static.dw.com/image/74621396_6.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 00:00:22 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Maestros, protestan, contra, Sheinbaum, por, reforma, educativa, –</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Interrupción del Lanzamiento del “Plan Lázaro Cárdenas” y su Vínculo con los Objetivos de Desarrollo Sostenible</h2>
<h3>Contexto del Evento y Alineación con los ODS</h3>
<p>El día 22 de noviembre de 2025, en el municipio de San Pedro y San Pablo Teposcolula, Oaxaca, la presidenta de México, Claudia Sheinbaum, encabezó el lanzamiento del programa federal “Plan Lázaro Cárdenas”. Este plan está diseñado para abordar desafíos estructurales en la región, con objetivos que se alinean directamente con varios Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030.</p>
<ul>
<li><b>ODS 1 (Fin de la Pobreza):</b> El programa busca explícitamente la reducción de la pobreza en comunidades marginadas.</li>
<li><b>ODS 3 (Salud y Bienestar):</b> Contempla acciones para disminuir el rezago en materia de salud.</li>
<li><b>ODS 4 (Educación de Calidad):</b> Uno de sus pilares es la mejora de la infraestructura y las condiciones educativas.</li>
<li><b>ODS 9 (Industria, Innovación e Infraestructura):</b> Se enfoca en la modernización de caminos y vías de comunicación para fomentar el desarrollo local.</li>
<li><b>ODS 10 (Reducción de las Desigualdades):</b> El enfoque integral del plan tiene como meta final reducir las brechas sociales y económicas en la región.</li>
</ul>
<h3>Manifestación Docente y Demandas Clave</h3>
<p>El acto oficial fue interrumpido por la protesta de maestros disidentes de la sección 22 de la Coordinadora Nacional de Trabajadores de la Educación (CNTE). Los manifestantes derribaron las vallas de seguridad para expresar sus demandas, las cuales se centran en la protección de sus derechos laborales y la estructura del sistema educativo, temas vinculados a los ODS.</p>
<ol>
<li><b>Abrogación de la Ley del ISSSTE de 2007:</b> Esta exigencia se relaciona con el <b>ODS 8 (Trabajo Decente y Crecimiento Económico)</b>, específicamente en lo que respecta a la protección social y condiciones laborales justas para los trabajadores del sector público.</li>
<li><b>Derogación de la Reforma Educativa:</b> La disputa sobre la reforma educativa impacta directamente en la implementación del <b>ODS 4 (Educación de Calidad)</b>, ya que refleja un desacuerdo fundamental sobre el modelo pedagógico y administrativo para alcanzar una educación inclusiva y equitativa.</li>
</ol>
<p>La protesta subraya una tensión en el marco del <b>ODS 16 (Paz, Justicia e Instituciones Sólidas)</b>, al evidenciar la necesidad de un diálogo efectivo entre el gobierno y los sindicatos para construir instituciones responsables e inclusivas.</p>
<h3>Desarrollo del Incidente y Reacciones</h3>
<p>Durante la manifestación, los docentes mostraron pancartas y arengaron desde una distancia aproximada de cincuenta metros del evento presidencial. En su discurso, la presidenta Sheinbaum se refirió indirectamente a los manifestantes, afirmando que “hay algunos, algunos poquitos no más, que quieren regresar al régimen de corrupción y privilegios”.</p>
<p>Posteriormente, los maestros intentaron bloquear la comitiva presidencial para dialogar con la mandataria. El personal de seguridad intervino, utilizando las mismas vallas para repeler a los docentes, lo que generó un enfrentamiento con empujones. Finalmente, el vehículo presidencial logró retirarse del lugar. Este tipo de confrontaciones representa un obstáculo para el fomento de sociedades pacíficas e inclusivas, un pilar del ODS 16.</p>
<h3>Acciones Continuas y Perspectivas Futuras</h3>
<p>Este incidente no es un hecho aislado. La CNTE ha mantenido una estrategia de presión constante para lograr una mesa de diálogo con el gobierno federal. Otras acciones recientes incluyen:</p>
<ul>
<li>Protesta durante la inauguración de la línea K del tren interoceánico en Juchitán.</li>
<li>Manifestación en Chiapas durante la inauguración de un hospital.</li>
<li>Un paro nacional de 48 horas en la Ciudad de México los días 13 y 14 de noviembre.</li>
</ul>
<p>La dirigencia de la CNTE ha anunciado que su próxima movilización nacional, cuya fecha está por definirse, tendrá una duración de 72 horas. La persistencia de este conflicto social representa un desafío significativo para el avance de la agenda de desarrollo del gobierno, ya que la consecución de objetivos como el ODS 4 y el ODS 8 requiere de la colaboración y el consenso con actores clave como el magisterio.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<p>El artículo aborda varios Objetivos de Desarrollo Sostenible (ODS) a través de la descripción del programa gubernamental “Plan Lázaro Cárdenas” y las protestas de los maestros.</p>
<ul>
<li>
<h3>ODS 1: Fin de la pobreza</h3>
<p>El artículo menciona explícitamente que uno de los objetivos del “Plan Lázaro Cárdenas” es la “reducción de la pobreza”, lo que lo vincula directamente con este objetivo.</p>
</li>
<li>
<h3>ODS 3: Salud y bienestar</h3>
<p>El programa federal busca la “reducción del rezago en… salud”. Además, se menciona que la presidenta inauguró un hospital en Chiapas, una acción concreta que contribuye a mejorar la infraestructura y el acceso a la salud.</p>
</li>
<li>
<h3>ODS 4: Educación de calidad</h3>
<p>Este ODS es central en el artículo. Por un lado, el plan gubernamental tiene como finalidad la “reducción del rezago en… educación”. Por otro lado, la protesta de los maestros de la CNTE se centra en la derogación de la “Reforma Educativa” y la “Ley del ISSSTE”, lo que evidencia un conflicto sobre las políticas y condiciones laborales que afectan directamente la calidad de la educación.</p>
</li>
<li>
<h3>ODS 8: Trabajo decente y crecimiento económico</h3>
<p>La exigencia de los maestros de abrogar la Ley del ISSSTE de 2007 está directamente relacionada con sus derechos laborales y su seguridad social. La protesta es una manifestación por mejores condiciones de trabajo, lo que se alinea con la promoción de un entorno de trabajo seguro y la protección de los derechos laborales.</p>
</li>
<li>
<h3>ODS 9: Industria, innovación e infraestructura</h3>
<p>El “Plan Lázaro Cárdenas” tiene como meta la “reducción del rezago en caminos”. El desarrollo de infraestructura vial es un componente clave de este ODS, ya que busca mejorar la conectividad y el acceso a servicios básicos para las comunidades.</p>
</li>
<li>
<h3>ODS 16: Paz, justicia e instituciones sólidas</h3>
<p>El artículo describe un conflicto entre un grupo de la sociedad civil (la CNTE) y el gobierno. La protesta, los intentos de diálogo y la respuesta de las fuerzas de seguridad reflejan la dinámica de la participación ciudadana y la capacidad de las instituciones para ser inclusivas y representativas. La solicitud de una “mesa de diálogo” es un llamado a un proceso de toma de decisiones más participativo.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 1.2</h3>
<p><em>“Para 2030, reducir al menos a la mitad la proporción de hombres, mujeres y niños de todas las edades que viven en la pobreza en todas sus dimensiones con arreglo a las definiciones nacionales”.</em> El objetivo del plan de “reducción de la pobreza” se alinea directamente con esta meta.</p>
</li>
<li>
<h3>Meta 3.8</h3>
<p><em>“Lograr la cobertura sanitaria universal, en particular la protección contra los riesgos financieros, el acceso a servicios de salud esenciales de calidad…”</em>. La mención de reducir el rezago en salud y la inauguración de un hospital son acciones que contribuyen a esta meta.</p>
</li>
<li>
<h3>Meta 4.c</h3>
<p><em>“De aquí a 2030, aumentar considerablemente la oferta de docentes calificados…”</em>. Las protestas de los maestros sobre sus condiciones laborales y la reforma educativa están intrínsecamente ligadas a la capacidad del sistema para retener y apoyar a docentes calificados, lo cual es fundamental para lograr una educación de calidad.</p>
</li>
<li>
<h3>Meta 8.8</h3>
<p><em>“Proteger los derechos laborales y promover un entorno de trabajo seguro y sin riesgos para todos los trabajadores…”</em>. La demanda de los maestros sobre la Ley del ISSSTE y sus condiciones laborales es un claro ejemplo de la lucha por la protección de los derechos laborales y la seguridad social.</p>
</li>
<li>
<h3>Meta 9.1</h3>
<p><em>“Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad… para apoyar el desarrollo económico y el bienestar humano, haciendo especial hincapié en el acceso asequible y equitativo para todos”.</em> La finalidad del plan de reducir el “rezago en caminos” se corresponde directamente con el desarrollo de infraestructura de calidad.</p>
</li>
<li>
<h3>Meta 16.7</h3>
<p><em>“Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades”.</em> El conflicto y la demanda de una “mesa de diálogo” por parte de la CNTE subrayan la necesidad de procesos de toma de decisiones más inclusivos en la formulación de políticas públicas, como la reforma educativa.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo, al ser una nota periodística, no menciona indicadores cuantitativos de forma explícita. Sin embargo, los temas discutidos implican la necesidad de utilizar ciertos indicadores para medir el progreso:</p>
<ul>
<li>
<h3>Indicador 1.2.1 (Implícito)</h3>
<p><em>“Proporción de la población que vive por debajo del umbral nacional de pobreza…”</em>. Para medir el éxito del “Plan Lázaro Cárdenas” en su objetivo de reducir la pobreza, sería necesario medir este indicador en las zonas de implementación.</p>
</li>
<li>
<h3>Indicador 3.8.1 (Implícito)</h3>
<p><em>“Cobertura de servicios de salud esenciales”</em>. La reducción del “rezago en salud” y la apertura de nuevos hospitales se medirían a través de indicadores como este, que evalúan el acceso de la población a la atención médica.</p>
</li>
<li>
<h3>Indicador 4.c.1 (Implícito)</h3>
<p><em>“Proporción de docentes con las cualificaciones mínimas requeridas, por nivel de enseñanza”</em>. El descontento de los maestros sugiere que sus condiciones laborales y de formación son un problema. Este indicador sería clave para evaluar si las políticas educativas están fortaleciendo la calidad del cuerpo docente.</p>
</li>
<li>
<h3>Indicador 9.1.1 (Implícito)</h3>
<p><em>“Proporción de la población rural que vive a menos de 2 km de una carretera transitable todo el año”</em>. El progreso en la meta de reducir el “rezago en caminos” se podría medir con este indicador, que evalúa el acceso a infraestructura vial en zonas rurales.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Implícitos)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 1:</strong> Fin de la pobreza</td>
<td><strong>1.2:</strong> Reducir al menos a la mitad la proporción de personas que viven en la pobreza según las definiciones nacionales.</td>
<td><strong>1.2.1:</strong> Proporción de la población que vive por debajo del umbral nacional de pobreza.</td>
</tr>
<tr>
<td><strong>ODS 3:</strong> Salud y bienestar</td>
<td><strong>3.8:</strong> Lograr la cobertura sanitaria universal y el acceso a servicios de salud de calidad.</td>
<td><strong>3.8.1:</strong> Cobertura de servicios de salud esenciales.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de calidad</td>
<td><strong>4.c:</strong> Aumentar considerablemente la oferta de docentes calificados.</td>
<td><strong>4.c.1:</strong> Proporción de docentes con las cualificaciones mínimas requeridas.</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo decente y crecimiento económico</td>
<td><strong>8.8:</strong> Proteger los derechos laborales y promover un entorno de trabajo seguro.</td>
<td>Nivel de cumplimiento de los derechos laborales (libertad de asociación y negociación colectiva).</td>
</tr>
<tr>
<td><strong>ODS 9:</strong> Industria, innovación e infraestructura</td>
<td><strong>9.1:</strong> Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad.</td>
<td><strong>9.1.1:</strong> Proporción de la población rural que vive a menos de 2 km de una carretera transitable todo el año.</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, justicia e instituciones sólidas</td>
<td><strong>16.7:</strong> Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas.</td>
<td>La existencia de protestas y la demanda de diálogo son en sí mismas una manifestación cualitativa de la necesidad de mejorar la participación en la toma de decisiones.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.dw.com/es/maestros-protestan-contra-sheinbaum-por-reforma-educativa/a-74850581">dw.com</a></strong></p>
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<title>Pavón no jugará el sábado ante River – Diario Jornada</title>
<link>https://sdgtalks.ai/Es/pavon-no-jugara-el-sabado-ante-river-diario-jornada</link>
<guid>https://sdgtalks.ai/Es/pavon-no-jugara-el-sabado-ante-river-diario-jornada</guid>
<description><![CDATA[ Pavón no jugará el sábado ante River  Diario Jornada ]]></description>
<enclosure url="https://cdn.diariojornada.com.ar/imagenes/2017/8/30/393531_2631.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 11:02:43 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Pavón, jugará, sábado, ante, River, –, Diario, Jornada</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Situación del Plantel y Adhesión a los Objetivos de Desarrollo Sostenible</h2>
<h3>Priorización de la Salud y el Bienestar (ODS 3)</h3>
<p>En estricto cumplimiento con el <strong>Objetivo de Desarrollo Sostenible 3: Salud y Bienestar</strong>, se informa que dos jugadores titulares del primer equipo no participaron en la sesión de entrenamiento más reciente para priorizar su recuperación física. La gestión de la salud de los atletas es un pilar fundamental para la institución.</p>
<ul>
<li>Un delantero, oriundo de Córdoba, presenta un traumatismo en el empeine del pie derecho. Ha estado realizando trabajo diferenciado y, como medida de precaución, no será considerado para el próximo encuentro amistoso.</li>
<li>El mediocampista Pablo Pérez, si bien no cuenta con un parte médico oficial, acusa una molestia en el pubis. El cuerpo técnico ha decidido no arriesgar su condición física, en línea con las políticas de bienestar del jugador.</li>
<li>Adicionalmente, el delantero Walter Bou se encuentra en un programa de entrenamiento diferenciado debido a una distensión en el isquiotibial izquierdo.</li>
</ul>
<h3>Contribución a la Cooperación Internacional y Reducción de Desigualdades (ODS 10 y ODS 17)</h3>
<p>El club reafirma su compromiso con la cooperación internacional y la promoción de la diversidad, principios alineados con el <strong>ODS 10 (Reducción de las Desigualdades)</strong> y el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>. Se destaca la ausencia de los siguientes jugadores, quienes se encuentran representando a sus respectivas selecciones nacionales en las eliminatorias para la Copa del Mundo Rusia 2018:</p>
<ul>
<li>Darío Benedetto (Selección Argentina)</li>
<li>Frank Fabra, Wilmar Barrios y Edwin Cardona (Selección de Colombia)</li>
<li>Naithan Nández (Selección de Uruguay)</li>
<li>Gonzalo Maroni (Selección Argentina Sub-20), quien colabora como sparring de la selección mayor, fomentando el desarrollo del talento juvenil.</li>
</ul>
<h2>Análisis Táctico y Preparación Estratégica</h2>
<h3>Alineación Propuesta en Sesión Táctica</h3>
<p>Durante la práctica táctica en espacios reducidos llevada a cabo en el predio de Casa Amarilla, el director técnico, Guillermo Barros Schelotto, dispuso un equipo tentativo para el próximo compromiso. La formación fue la siguiente:</p>
<ol>
<li>Agustín Rossi</li>
<li>Gino Peruzzi</li>
<li>Paolo Goltz</li>
<li>Lisandro Magallán</li>
<li>Fernando Evangelista</li>
<li>Leonardo Jara</li>
<li>Julian Chicco</li>
<li>Fernando Gago</li>
<li>Cristian Espinoza</li>
<li>Oscar “Junior” Benítez</li>
<li>Agustín Bouzat</li>
</ol>
<h3>Variables Tácticas y Equipo Secundario</h3>
<p>Se contempla una variante táctica en caso de que Pablo Pérez esté en condiciones de jugar, ocupando el lugar de Leonardo Jara. Esto implicaría un reposicionamiento de Jara como marcador de punta en sustitución de Gino Peruzzi. El equipo secundario que participó en la práctica estuvo conformado por: Guillermo Sara; Nahuel Molina, Santiago Vergini, Juan Insaurralde, Gonzalo Heredia; Marcelo Vacca, Gonzalo Lamardo, Agustín Obando; Nazareno Soliz, Matias Roskoff y Guido Vadalá.</p>
<h2>Gestión Institucional y Crecimiento Económico Sostenible (ODS 8 y ODS 16)</h2>
<h3>Situación del Mercado de Transferencias</h3>
<p>En el marco del <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong> y el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>, la dirigencia gestiona las operaciones del mercado de pases con transparencia y solidez institucional. Se reporta el siguiente interés:</p>
<ul>
<li>Se recibió una comunicación telefónica de un representante del club Genoa de Italia solicitando la cotización del defensor Gino Peruzzi.</li>
<li>La institución ha tasado al jugador en 3 millones de dólares.</li>
<li>Se tiene constancia de que el jugador manifestó al presidente del club, Daniel Angelici, su deseo de ser transferido por motivos personales.</li>
<li>No obstante, se considera improbable que la transferencia se concrete, dado que la solicitud no se ha formalizado por escrito y el cierre del libro de pases en Europa es inminente.</li>
</ul>
<h2>Agenda y Compromisos Deportivos Promoviendo la Paz (ODS 16)</h2>
<h3>Cronograma de Actividades</h3>
<p>El plantel profesional continuará con su preparación de acuerdo a la siguiente agenda:</p>
<ul>
<li><strong>Próximo entrenamiento:</strong> Mañana a las 9:30 hs. en Casa Amarilla.</li>
<li><strong>Viaje a San Juan:</strong> Viernes por la mañana en vuelo chárter.</li>
<li><strong>Entrenamiento en San Juan:</strong> Viernes por la tarde.</li>
</ul>
<h3>Próximos Partidos</h3>
<ul>
<li><strong>Amistoso vs. River Plate:</strong> Sábado a las 16:00 hs. en el Estadio Bicentenario de San Juan. Este evento, auspiciado por una entidad bancaria común a ambos clubes, se enmarca en la promoción de la paz y la sana competencia, valores del <strong>ODS 16</strong>.</li>
<li><strong>Superliga Argentina (Fecha 2):</strong> Domingo 9 de septiembre, en condición de visitante contra el Club Atlético Lanús.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<h3>ODS 3: Salud y Bienestar</h3>
<ul>
<li>El artículo se centra significativamente en la salud física y el bienestar de los futbolistas. Se mencionan múltiples lesiones, como un “traumatismo en el empeine del pie derecho”, una “molestia en el pubis” y una “distensión en el isquiotibial izquierdo”. Además, se indica que los jugadores afectados reciben atención médica, ya que “estuvieron en kinesiología”, lo que demuestra un enfoque en la recuperación y el mantenimiento de la salud. También se aborda la salud mental de manera implícita cuando se menciona que un jugador prefiere “cambiar de aire e irse a otra institución” por “razones anímicas”.</li>
</ul>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<ul>
<li>El artículo describe el fútbol profesional como una forma de empleo y una industria que genera actividad económica. Se discuten aspectos laborales como los contratos de los jugadores, su valor de mercado y las transferencias. Específicamente, se menciona una posible transferencia y la cotización de un jugador: “un representante del Genoa de Italia para pedir cotización por Gino Peruzzi, a quien Boca cotizó en 3 millones de dólares”. Esto ilustra cómo el deporte funciona como un sector económico que proporciona empleo (trabajo decente) y contribuye al crecimiento económico a través de transacciones financieras.</li>
</ul>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<ul>
<li>Se destacan varias formas de colaboración y alianzas. En primer lugar, la cooperación entre el club y las selecciones nacionales es evidente, ya que varios jugadores clave no están disponibles por “estar en sus selecciones para participar en las eliminatorias para el Mundial de Rusia 2018”. Esto requiere una coordinación entre diferentes organizaciones deportivas. En segundo lugar, se menciona una alianza comercial para la organización de un evento deportivo: “Boca jugará el sábado desde las 16 un amistoso contra River en el estadio Bicentenario de San Juan, por la Copa que auspicia el banco que es auspiciante de ambos clubes”. Esto representa una asociación del sector privado para promover un objetivo común.</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<h3>Meta 3.4: Para 2030, reducir en un tercio la mortalidad prematura por enfermedades no transmisibles mediante la prevención y el tratamiento y promover la salud mental y el bienestar.</h3>
<ul>
<li>El artículo se alinea con la parte de esta meta que se refiere a “promover la salud mental y el bienestar”. La atención médica proporcionada a los jugadores a través de la kinesiología para tratar sus lesiones físicas es una forma de tratamiento que promueve el bienestar físico. La mención de un jugador que desea irse por “razones anímicas” resalta la importancia del bienestar mental en el entorno laboral de un atleta profesional, y la consideración de su solicitud por parte del club es un paso hacia la promoción de la salud mental.</li>
</ul>
<h3>Meta 8.5: Para 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y hombres, incluidos los jóvenes y las personas con discapacidad, así como la igualdad de remuneración por trabajo de igual valor.</h3>
<ul>
<li>El contenido del artículo refleja la realidad del fútbol profesional como una fuente de “empleo productivo y trabajo decente”. Los jugadores, entrenadores y personal médico mencionados tienen un empleo en la industria del deporte. La discusión sobre la cotización de un jugador en “3 millones de dólares” es una clara manifestación de su valor económico dentro de este mercado laboral, lo que se relaciona directamente con la valoración del trabajo productivo.</li>
</ul>
<h3>Meta 17.17: Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas.</h3>
<ul>
<li>El artículo ofrece un ejemplo concreto de una alianza del sector privado. La organización de un partido amistoso es posible gracias a una asociación estratégica, como se describe en la frase: “la Copa que auspicia el banco que es auspiciante de ambos clubes”. Esta es una alianza entre dos clubes de fútbol y una entidad financiera para crear un evento. Del mismo modo, la liberación de jugadores para las selecciones nacionales representa una alianza funcional dentro de la sociedad civil (organizaciones deportivas) a nivel nacional e internacional.</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<h3>Indicador implícito para la Meta 3.4</h3>
<ul>
<li>Aunque no se menciona un indicador oficial de la ONU, el artículo proporciona datos cualitativos que pueden funcionar como indicadores contextuales. La <strong>disponibilidad y uso de servicios de salud especializados</strong> (kinesiología) para los empleados (jugadores) es un indicador implícito del compromiso de la organización con el bienestar físico. El hecho de que “dos futbolistas […] estuvieron en kinesiología” y otro “entrenó diferenciado debido a la distensión” sugiere la existencia de un sistema para monitorear y tratar problemas de salud, contribuyendo al bienestar general.</li>
</ul>
<h3>Indicador implícito para la Meta 8.5</h3>
<ul>
<li>El artículo menciona un valor económico específico que puede servir como indicador del valor del trabajo en este sector. La <strong>cotización de transferencia de un jugador</strong> (“Boca cotizó en 3 millones de dólares”) es un dato cuantificable que, aunque no es un indicador estándar de los ODS, refleja el valor económico generado por el empleo productivo en la industria del deporte. Mide directamente el valor financiero asignado al trabajo de un atleta profesional.</li>
</ul>
<h3>Indicador implícito para la Meta 17.17</h3>
<ul>
<li>La <strong>existencia de una asociación multisectorial formal</strong> es un indicador clave implícito en el texto. La mención de “la Copa que auspicia el banco que es auspiciante de ambos clubes” no solo nombra la alianza, sino que también define su naturaleza (comercial, entre dos clubes y un banco). El número de jugadores que participan en colaboraciones internacionales (cinco jugadores mencionados que se unen a sus selecciones nacionales) también puede servir como un indicador cuantitativo del nivel de cooperación entre las organizaciones deportivas.</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivos de Desarrollo Sostenible (ODS)</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 3: Salud y Bienestar</strong></td>
<td>3.4: Promover la salud mental y el bienestar.</td>
<td>Indicador implícito: Disponibilidad y uso de servicios de salud especializados (kinesiología) y consideración de la salud mental (“razones anímicas”) de los jugadores.</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>8.5: Lograr el empleo pleno y productivo y el trabajo decente.</td>
<td>Indicador implícito: Valor económico del trabajo de un atleta, medido por su cotización de transferencia (ej. 3 millones de dólares).</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para Lograr los Objetivos</strong></td>
<td>17.17: Fomentar y promover la constitución de alianzas eficaces.</td>
<td>Indicador implícito: Existencia de una alianza comercial formal (clubes y banco patrocinador) y el número de jugadores involucrados en alianzas deportivas internacionales (5 jugadores).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="http://www.diariojornada.com.ar/195141/deportes/pavon_no_jugara_el_sabado_ante_river">diariojornada.com.ar</a></strong></p>
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<title>Filipinas Impulsa Programación Blockchain Con Sui Mientras el Sistema Educativo Lucha Para Mejorar – Decrypt</title>
<link>https://sdgtalks.ai/Es/filipinas-impulsa-programacion-blockchain-con-sui-mientras-el-sistema-educativo-lucha-para-mejorar-decrypt</link>
<guid>https://sdgtalks.ai/Es/filipinas-impulsa-programacion-blockchain-con-sui-mientras-el-sistema-educativo-lucha-para-mejorar-decrypt</guid>
<description><![CDATA[ Filipinas Impulsa Programación Blockchain Con Sui Mientras el Sistema Educativo Lucha Para Mejorar  Decrypt ]]></description>
<enclosure url="https://cdn.decrypt.co/resize/1024/height/512/wp-content/uploads/2025/11/developer-decrypt-style-gID_7.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 11:02:42 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Filipinas, Impulsa, Programación, Blockchain, Con, Sui, Mientras, Sistema, Educativo, Lucha, Para, Mejorar, –, Decrypt</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre el Programa Sui Builder en Filipinas y su Alineación con los ODS</title>
<h2>Iniciativa de Formación en Blockchain como Motor de Desarrollo Sostenible en Filipinas</h2>
<p>Un innovador programa de capacitación en tecnología blockchain, denominado “Sui Builder Program”, ha sido implementado en la provincia de Palawan, Filipinas, con el objetivo de empoderar a jóvenes desarrolladores en regiones remotas. Esta iniciativa se alinea directamente con varios Objetivos de Desarrollo Sostenible (ODS), promoviendo la educación de calidad, el trabajo decente y la reducción de las desigualdades a través de la tecnología.</p>
<h2>Alianzas Estratégicas para el Cumplimiento de los ODS (ODS 17)</h2>
<p>El éxito del programa se fundamenta en una sólida alianza multisectorial, un principio clave del <b>ODS 17: Alianzas para lograr los objetivos</b>. La colaboración involucró a diversas entidades que aportaron recursos y experiencia para maximizar el impacto.</p>
<h3>Actores Clave y sus Contribuciones</h3>
<ul>
<li><b>Gobierno de Filipinas:</b> A través de su agencia nacional de tecnología de la información y comunicaciones, proporcionó la infraestructura esencial, incluyendo centros de capacitación, laboratorios de computación y acceso a internet, un pilar para el <b>ODS 9: Industria, innovación e infraestructura</b>.</li>
<li><b>Yield Guild Games (YGG):</b> Mediante su brazo educativo, Metaversity, gestionó el diseño curricular, la mentoría y la conexión de los estudiantes con oportunidades laborales, contribuyendo al <b>ODS 8: Trabajo decente y crecimiento económico</b>.</li>
<li><b>Mysten Labs:</b> Como desarrolladores de la blockchain Sui, aportaron el conocimiento técnico y el respaldo tecnológico, fomentando la innovación.</li>
</ul>
<h2>Fomento de la Educación de Calidad y Habilidades para el Futuro (ODS 4)</h2>
<p>El programa se centró en ofrecer una educación técnica avanzada, abordando directamente las metas del <b>ODS 4: Educación de calidad</b>, específicamente en lo que respecta a la adquisición de competencias técnicas y profesionales para el empleo y el emprendimiento.</p>
<h3>Detalles del Programa Formativo</h3>
<ol>
<li><b>Currículo:</b> Los estudiantes aprendieron “Move”, un lenguaje de contratos inteligentes de código abierto, lo que les proporcionó habilidades de alta demanda en la industria Web3.</li>
<li><b>Participación y Resiliencia:</b> De un total de 127 estudiantes iniciales, 50 lograron completar la formación a pesar de la interrupción causada por dos tifones consecutivos, demostrando una notable resiliencia ante los desafíos climáticos, un aspecto relevante para el <b>ODS 13: Acción por el clima</b>.</li>
<li><b>Impacto en la Mentalidad:</b> Los participantes, como Nicholo dela Rosa, expresaron que la oportunidad les permitió “soñar en grande”, cambiando su perspectiva sobre las oportunidades disponibles más allá de las economías tradicionales.</li>
</ol>
<h2>Resultados e Innovación para la Reducción de Desigualdades (ODS 10)</h2>
<p>Al llevar esta capacitación a una provincia insular y escasamente poblada como Palawan, el programa ataca directamente la brecha de oportunidades, un objetivo central del <b>ODS 10: Reducción de las desigualdades</b>. El resultado más destacado fue la creación de proyectos innovadores con potencial de aplicación real.</p>
<h3>Proyecto Ganador: Campfire</h3>
<ul>
<li><b>Descripción:</b> El equipo “The Scouts” desarrolló “Campfire”, una aplicación on-chain en la red Sui.</li>
<li><b>Funcionalidad:</b> La aplicación digitaliza certificados y activos comunitarios, permitiendo a los usuarios ganar insignias por su participación en eventos, gamificando la interacción comunitaria.</li>
<li><b>Potencial:</b> Este proyecto demuestra la capacidad de los estudiantes para crear soluciones prácticas y relevantes, fomentando el emprendimiento local y la economía digital.</li>
</ul>
<h2>Desafíos Sistémicos y Perspectivas a Futuro</h2>
<p>Si bien el Sui Builder Program es un modelo exitoso, el informe subraya los desafíos educativos estructurales en Filipinas. El bajo rendimiento del país en evaluaciones internacionales y una inversión históricamente inferior al 4% del PIB en educación (recomendación de la UNESCO) son barreras sistémicas para el pleno cumplimiento del ODS 4.</p>
<p>Iniciativas como esta son cruciales para proporcionar “exposición a habilidades digitales avanzadas” y preparar una “fuerza laboral lista para el futuro”. Sin embargo, para un impacto duradero, es imperativo que estos programas se complementen con un fortalecimiento de la educación fundamental, incluyendo la alfabetización digital y el razonamiento crítico, garantizando que todos los jóvenes puedan aprovechar plenamente las oportunidades de la economía digital.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en el “Sui Builder Program”, una iniciativa de formación que capacita a estudiantes en el lenguaje de programación Move. Esto se alinea directamente con el ODS 4 al promover la adquisición de habilidades técnicas y vocacionales relevantes para el empleo en el sector tecnológico.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El programa se presenta como una alternativa a las “economías de escape” y busca crear una “fuerza laboral lista para el futuro”. Al capacitar a jóvenes para empleos en el sector de la tecnología blockchain, la iniciativa contribuye a promover el empleo productivo y el crecimiento económico, alineándose con el objetivo del gobierno de crear 8 millones de empleos digitales.</p>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>La iniciativa fomenta la innovación al introducir tecnologías avanzadas como blockchain en una provincia remota. Además, el apoyo del gobierno filipino al proporcionar “centros de capacitación, laboratorios de computación y acceso a internet” contribuye directamente a mejorar la infraestructura tecnológica y el acceso a la información en una región desatendida.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El programa se implementa en Palawan, una “provincia insular larga y escasamente poblada aislada”. Al llevar oportunidades de formación avanzada a una región donde “rara vez” llegan este tipo de programas, se aborda directamente la desigualdad de oportunidades entre las zonas urbanas y las rurales o remotas.</p>
</li>
<li>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>El éxito del programa se basa en una colaboración entre múltiples actores: el sector privado (Mysten Labs, desarrolladores de Sui), la sociedad civil (Yield Guild Games a través de Metaversity) y el sector público (la agencia nacional del gobierno filipino para tecnología). Esta es una clara manifestación de una alianza público-privada para el desarrollo sostenible.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.4: Aumentar las competencias para acceder al empleo</h3>
<p>El artículo describe cómo el “Sui Builder Program” ofrece a los estudiantes “un camino basado en habilidades y orientado a resultados” para aprender a programar en Move. El objetivo es aumentar sustancialmente el número de jóvenes con competencias técnicas relevantes para el empleo en la industria blockchain.</p>
</li>
<li>
<h3>Meta 8.6: Reducir la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación</h3>
<p>Al dirigirse a estudiantes universitarios y proporcionarles formación especializada, el programa busca mejorar su empleabilidad y reducir la probabilidad de que se encuentren sin empleo, educación o formación (NEET) después de graduarse.</p>
</li>
<li>
<h3>Meta 9.c: Aumentar el acceso a la tecnología de la información y las comunicaciones</h3>
<p>La contribución de la agencia gubernamental filipina, que proporcionó “acceso a internet” y “laboratorios de computación” en la remota región de Palawan, es una acción directa hacia el cumplimiento de esta meta, buscando universalizar el acceso a la tecnología.</p>
</li>
<li>
<h3>Meta 17.17: Fomentar alianzas eficaces</h3>
<p>La estructura del programa es un ejemplo de esta meta. Involucra una alianza entre la agencia gubernamental filipina (público), Yield Guild Games (sociedad civil/privado) y Mysten Labs (privado) para lograr un objetivo de desarrollo común.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.4.1: Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación (TIC)</h3>
<p>El artículo proporciona datos cuantitativos que pueden servir como base para este indicador. Menciona que “un total de 127 estudiantes se unieron” al programa y “50 pudieron completar el programa”. Estos números miden directamente la cantidad de jóvenes que han adquirido una habilidad TIC específica (programación en Move) a través de la iniciativa.</p>
</li>
<li>
<h3>Indicador 8.6.1: Proporción de jóvenes (de 15 a 24 años) que no están empleados y no cursan estudios ni reciben capacitación</h3>
<p>Aunque el artículo no proporciona una tasa de empleo post-programa, el objetivo implícito de la iniciativa es reducir esta proporción. El éxito del programa, medido por el número de graduados que obtienen “oportunidades laborales y de proyectos”, sería una medida directa del progreso hacia la reducción de este indicador en la comunidad local.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Relevante</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>4.4 Aumentar sustancialmente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento.</td>
<td>4.4.1 Proporción de jóvenes y adultos con competencias en tecnologías de la información y la comunicación (TIC). (Implícito en el número de estudiantes capacitados: 127 inscritos, 50 graduados).</td>
</tr>
<tr>
<td><strong>ODS 8: Trabajo Decente y Crecimiento Económico</strong></td>
<td>8.6 Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</td>
<td>8.6.1 Proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación. (El programa busca impactar positivamente este indicador al mejorar la empleabilidad).</td>
</tr>
<tr>
<td><strong>ODS 9: Industria, Innovación e Infraestructura</strong></td>
<td>9.c Aumentar significativamente el acceso a la tecnología de la información y las comunicaciones y esforzarse por proporcionar acceso universal y asequible a Internet.</td>
<td>No se menciona un indicador numérico, pero la provisión de “acceso a internet” y “laboratorios de computación” por parte del gobierno es una acción directa relacionada con este objetivo.</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>10.2 Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</td>
<td>El enfoque del programa en una “provincia remota” y “aislada” sirve como una medida cualitativa para promover la inclusión económica de una población geográficamente desfavorecida.</td>
</tr>
<tr>
<td><strong>ODS 17: Alianzas para Lograr los Objetivos</strong></td>
<td>17.17 Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas.</td>
<td>La colaboración entre la agencia gubernamental filipina, Yield Guild Games y Mysten Labs es un ejemplo concreto de este tipo de alianza.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://decrypt.co/es/349628/filipinas-impulsa-programacion-blockchain-con-sui-mientras-el-sistema-educativo-lucha-para-mejorar">decrypt.co</a></strong></p>
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<title>Jóvenes pueden acceder a cursos gratuitos y orientación vocacional que brinda el Gobierno – El Peruano</title>
<link>https://sdgtalks.ai/Es/jovenes-pueden-acceder-a-cursos-gratuitos-y-orientacion-vocacional-que-brinda-el-gobierno-el-peruano</link>
<guid>https://sdgtalks.ai/Es/jovenes-pueden-acceder-a-cursos-gratuitos-y-orientacion-vocacional-que-brinda-el-gobierno-el-peruano</guid>
<description><![CDATA[ Jóvenes pueden acceder a cursos gratuitos y orientación vocacional que brinda el Gobierno  El Peruano ]]></description>
<enclosure url="https://elperuano.pe/static/img/elperuano_blanco_logo.svg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 07:51:26 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Jóvenes, pueden, acceder, cursos, gratuitos, orientación, vocacional, que, brinda, Gobierno, –, Peruano</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre Iniciativa de Formación Juvenil y ODS</title>
<h2>Informe sobre la Iniciativa Gubernamental de Formación y Orientación Vocacional para Jóvenes y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción y Contexto</h3>
<p>El presente informe analiza la iniciativa gubernamental que ofrece cursos gratuitos y servicios de orientación vocacional para la población juvenil. Esta estrategia se enmarca en un esfuerzo por fortalecer el capital humano del país y promover la inclusión social y económica de los jóvenes, alineándose directamente con los compromisos de la Agenda 2030 para el Desarrollo Sostenible.</p>
<h3>2. Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La iniciativa contribuye de manera significativa a la consecución de varios Objetivos de Desarrollo Sostenible, demostrando un enfoque integral para el desarrollo juvenil.</p>
<ul>
<li>
            <strong>ODS 4: Educación de Calidad:</strong> Al proporcionar acceso gratuito a cursos y orientación, el programa garantiza una educación inclusiva y equitativa. Fomenta oportunidades de aprendizaje permanente para todos, permitiendo a los jóvenes adquirir competencias técnicas y profesionales relevantes para el empleo y el emprendimiento.
        </li>
<li>
            <strong>ODS 8: Trabajo Decente y Crecimiento Económico:</strong> La capacitación y la orientación vocacional son herramientas fundamentales para mejorar la empleabilidad juvenil. La iniciativa prepara a los jóvenes para acceder a un empleo pleno y productivo, promoviendo el crecimiento económico sostenido e inclusivo.
        </li>
<li>
            <strong>ODS 1: Fin de la Pobreza:</strong> Al facilitar el acceso a la formación y al empleo decente, el programa actúa como un catalizador para que los jóvenes y sus familias superen la línea de pobreza, fomentando la resiliencia económica.
        </li>
<li>
            <strong>ODS 10: Reducción de las Desigualdades:</strong> La gratuidad de los servicios elimina las barreras económicas, asegurando que jóvenes de todos los estratos socioeconómicos, incluyendo los más vulnerables, puedan acceder a las mismas oportunidades de desarrollo, reduciendo así las desigualdades de oportunidades dentro del país.
        </li>
<li>
            <strong>ODS 5: Igualdad de Género:</strong> Se debe asegurar que el programa promueva la participación equitativa de mujeres y hombres jóvenes, ofreciendo orientación y capacitación en áreas no tradicionales para cada género y contribuyendo a cerrar las brechas laborales.
        </li>
</ul>
<h3>3. Descripción de los Servicios Ofrecidos</h3>
<p>El programa se estructura en torno a dos componentes principales, diseñados para ofrecer un apoyo integral a los jóvenes en su transición de la educación al mundo laboral.</p>
<ol>
<li>
            <strong>Orientación Vocacional Profesional:</strong>
<ul>
<li>Evaluación de aptitudes, intereses y habilidades.</li>
<li>Asesoramiento personalizado sobre trayectorias profesionales y formativas.</li>
<li>Información actualizada sobre la demanda del mercado laboral para alinear las aspiraciones juveniles con las necesidades del sector productivo (Aporte al ODS 8).</li>
</ul>
</li>
<li>
            <strong>Cursos de Capacitación Gratuitos:</strong>
<ul>
<li>Desarrollo de competencias técnicas específicas en sectores de alta demanda.</li>
<li>Formación en habilidades blandas (comunicación, trabajo en equipo, liderazgo).</li>
<li>Certificación de las competencias adquiridas para mejorar el perfil profesional de los participantes (Aporte al ODS 4).</li>
</ul>
</li>
</ol>
<h3>4. Impacto Proyectado y Conclusión</h3>
<p>La implementación de esta iniciativa representa una inversión estratégica en el futuro del país. Se proyecta un impacto positivo en la reducción de la tasa de desempleo juvenil y en el fortalecimiento de la fuerza laboral nacional. En conclusión, este programa no solo ofrece herramientas para el desarrollo individual de los jóvenes, sino que también funciona como un motor clave para el avance nacional hacia el cumplimiento de los Objetivos de Desarrollo Sostenible, construyendo una sociedad más justa, educada y próspera para todos.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Relevantes</h2>
<p>Basado en el análisis del título del artículo, “Jóvenes pueden acceder a cursos gratuitos y orientación vocacional que brinda el Gobierno”, se identifican los siguientes Objetivos de Desarrollo Sostenible (ODS) como directamente relevantes:</p>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este objetivo es el más directamente abordado. La iniciativa de ofrecer “cursos gratuitos y orientación vocacional” a los jóvenes busca garantizar una educación inclusiva y equitativa y promover oportunidades de aprendizaje permanente para todos. Se enfoca en mejorar las habilidades y competencias de la juventud para su desarrollo personal y profesional.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>Al proporcionar formación y orientación vocacional, el programa gubernamental tiene como objetivo mejorar la empleabilidad de los jóvenes. Esto contribuye directamente a promover el empleo pleno y productivo y el trabajo decente para todos, reduciendo la proporción de jóvenes que no están empleados, no estudian ni reciben capacitación (los llamados “ninis”).</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El hecho de que los cursos sean “gratuitos” es un elemento clave que se alinea con la reducción de las desigualdades. Esta medida asegura que jóvenes de diversos orígenes socioeconómicos tengan acceso a oportunidades de formación, eliminando las barreras económicas que a menudo limitan el acceso a la educación de calidad y, por ende, a mejores oportunidades laborales.</p>
</li>
<li>
<h3>ODS 1: Fin de la Pobreza</h3>
<p>De manera indirecta, el programa contribuye a este objetivo. La educación y la adquisición de habilidades son herramientas fundamentales para que las personas puedan acceder a un empleo digno y salir de la pobreza. Al mejorar las perspectivas laborales de los jóvenes, se sientan las bases para su independencia económica y la de sus familias.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<p>El contenido implícito en el título del artículo permite identificar varias metas específicas de los ODS:</p>
<ul>
<li>
<h3>Meta 4.3:</h3>
<p><em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em> El programa de cursos gratuitos y orientación vocacional es una acción directa para cumplir con esta meta, facilitando el acceso a la formación profesional para los jóvenes.</p>
</li>
<li>
<h3>Meta 4.4:</h3>
<p><em>“Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”.</em> Los cursos están diseñados precisamente para dotar a los jóvenes de estas competencias técnicas y profesionales, mejorando su perfil para el mercado laboral.</p>
</li>
<li>
<h3>Meta 8.6:</h3>
<p><em>“Para 2020, reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación”.</em> Aunque el plazo de 2020 ha pasado, la meta sigue siendo un referente. La iniciativa gubernamental es un esfuerzo continuo para abordar este desafío, ofreciendo alternativas de capacitación a los jóvenes para integrarlos en el sistema educativo o laboral.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<p>El artículo no menciona explícitamente indicadores numéricos, pero la naturaleza de la iniciativa gubernamental implica el uso de ciertos indicadores para medir su progreso y efectividad:</p>
<ul>
<li>
<h3>Indicador 4.3.1 (Implícito):</h3>
<p><em>“Tasa de participación de los jóvenes y adultos en la enseñanza y formación académica y no académica en los 12 meses anteriores, por sexo”.</em> El éxito del programa se podría medir a través del número de jóvenes que se inscriben y completan los cursos gratuitos ofrecidos. Un aumento en esta tasa de participación sería un signo de progreso.</p>
</li>
<li>
<h3>Indicador 4.4.1 (Implícito):</h3>
<p><em>“Proporción de jóvenes y adultos con conocimientos de tecnología de la información y las comunicaciones (TIC), por tipo de conocimiento”.</em> Si los cursos ofrecidos incluyen competencias digitales (lo cual es muy probable en programas de formación actuales), este indicador sería relevante para medir el aumento de habilidades específicas en la población joven beneficiaria.</p>
</li>
<li>
<h3>Indicador 8.6.1 (Implícito):</h3>
<p><em>“Proporción de jóvenes (de 15 a 24 años) que no están empleados y no cursan estudios ni reciben capacitación”.</em> El impacto final del programa se reflejaría en la reducción de este indicador. Se podría medir el porcentaje de participantes que, tras completar la formación, consiguen un empleo o continúan con su educación formal.</p>
</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.3:</b> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</td>
<td><b>Indicador 4.3.1:</b> Tasa de participación de los jóvenes y adultos en la enseñanza y formación.</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.4:</b> Aumentar el número de jóvenes y adultos con las competencias necesarias para acceder al empleo y el emprendimiento.</td>
<td><b>Indicador 4.4.1:</b> Proporción de jóvenes y adultos con conocimientos de TIC.</td>
</tr>
<tr>
<td><b>ODS 8:</b> Trabajo Decente y Crecimiento Económico</td>
<td><b>Meta 8.6:</b> Reducir considerablemente la proporción de jóvenes que no están empleados y no cursan estudios ni reciben capacitación.</td>
<td><b>Indicador 8.6.1:</b> Proporción de jóvenes (de 15 a 24 años) que no están empleados y no cursan estudios ni reciben capacitación.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td><b>Meta 10.2:</b> Potenciar y promover la inclusión social, económica y política de todas las personas.</td>
<td>(Implícito) Número de beneficiarios de programas de formación gratuita por nivel socioeconómico.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elperuano.pe/noticia/259300-jovenes-pueden-acceder-a-cursos-gratuitos-y-orientacion-vocacional-que-brinda-el-gobierno">elperuano.pe</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Florida: las leyes de Ron DeSantis sobre educación que impactan a estudiantes inmigrantes en 2025 – La Nación</title>
<link>https://sdgtalks.ai/Es/florida-las-leyes-de-ron-desantis-sobre-educacion-que-impactan-a-estudiantes-inmigrantes-en-2025-la-nacion</link>
<guid>https://sdgtalks.ai/Es/florida-las-leyes-de-ron-desantis-sobre-educacion-que-impactan-a-estudiantes-inmigrantes-en-2025-la-nacion</guid>
<description><![CDATA[ Florida: las leyes de Ron DeSantis sobre educación que impactan a estudiantes inmigrantes en 2025  La Nación ]]></description>
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<pubDate>Sat, 22 Nov 2025 05:37:57 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Florida:, las, leyes, Ron, DeSantis, sobre, educación, que, impactan, estudiantes, inmigrantes, 2025, –, Nación</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre las Reformas Educativas en Florida y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>En 2025, el sistema educativo de Florida ha sido objeto de un conjunto de reformas legislativas bajo la administración del gobernador Ron DeSantis. Este informe analiza dichas reformas, evaluando su impacto potencial en la consecución de los Objetivos de Desarrollo Sostenible (ODS), con un enfoque particular en la Educación de Calidad (ODS 4), la Reducción de las Desigualdades (ODS 10) y la creación de comunidades seguras y sostenibles (ODS 11 y 16).</p>
<h3>Análisis de Legislación Clave y su Vínculo con los ODS</h3>
<p>Las normativas aprobadas abordan áreas críticas como la seguridad, el apoyo a poblaciones vulnerables y la reinserción educativa, afectando de manera significativa a diversos grupos estudiantiles, incluidas las comunidades de inmigrantes.</p>
<h3>SB 1470: Seguridad Escolar y su Impacto en la Inclusión</h3>
<p>La ley SB 1470 expande el Programa Guardian a centros de cuidado infantil, reforzando la presencia de personal armado en entornos educativos.</p>
<ul>
<li><strong>Objetivo Principal:</strong> Mejorar la seguridad física en las instituciones educativas.</li>
<li><strong>Alineación con los ODS:</strong>
<ul>
<li><strong>ODS 4 (Educación de Calidad):</strong> Contribuye al objetivo 4.a de garantizar entornos de aprendizaje seguros y no violentos. Un ambiente seguro es fundamental para un proceso educativo eficaz.</li>
<li><strong>ODS 16 (Paz, Justicia e Instituciones Sólidas):</strong> Busca fortalecer la seguridad institucional. Sin embargo, su implementación debe ser monitoreada para no afectar negativamente la confianza de ciertas comunidades.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Presenta un desafío, ya que la medida podría generar desconfianza entre las familias inmigrantes, creando una barrera de acceso y participación en el sistema educativo y contraviniendo el principio de no dejar a nadie atrás.</li>
</ul>
</li>
</ul>
<h3>SB 584: Apoyo Habitacional para Jóvenes en Situación de Vulnerabilidad</h3>
<p>Esta legislación exige que las universidades y colleges públicos prioricen la asignación de viviendas en sus campus a estudiantes que han experimentado la falta de hogar o han formado parte del sistema de acogida estatal.</p>
<ul>
<li><strong>Objetivo Principal:</strong> Proporcionar estabilidad residencial a estudiantes en riesgo para facilitar su acceso y permanencia en la educación superior.</li>
<li><strong>Alineación con los ODS:</strong>
<ol>
<li><strong>ODS 1 (Fin de la Pobreza):</strong> Ataca directamente una de las barreras más significativas para la educación, contribuyendo a romper el ciclo de la pobreza al facilitar el acceso a la formación superior.</li>
<li><strong>ODS 4 (Educación de Calidad):</strong> Promueve el acceso equitativo a la educación terciaria (meta 4.3) al eliminar obstáculos socioeconómicos.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Es una acción afirmativa que busca nivelar las oportunidades para grupos históricamente desfavorecidos, incluyendo jóvenes inmigrantes en situaciones precarias.</li>
<li><strong>ODS 11 (Ciudades y Comunidades Sostenibles):</strong> Fomenta el acceso a viviendas seguras y asequibles como parte de una comunidad educativa inclusiva.</li>
</ol>
</li>
</ul>
<h3>SB 1402: Programas de Reinserción para la Deserción Escolar</h3>
<p>La ley SB 1402 actualiza y fortalece los programas de recuperación de desertores escolares (“dropout retrieval programs”), diseñados para reintegrar a jóvenes que han abandonado la educación secundaria.</p>
<ul>
<li><strong>Objetivo Principal:</strong> Ofrecer una segunda oportunidad educativa a jóvenes desvinculados del sistema formal.</li>
<li><strong>Alineación con los ODS:</strong>
<ul>
<li><strong>ODS 4 (Educación de Calidad):</strong> Esta medida es un pilar para promover oportunidades de aprendizaje durante toda la vida. Se alinea con la meta 4.5 de eliminar las disparidades en la educación y asegurar el acceso igualitario a todos los niveles de enseñanza para las personas vulnerables.</li>
<li><strong>ODS 10 (Reducción de las Desigualdades):</strong> Representa una vía crucial para estudiantes cuyas trayectorias educativas fueron interrumpidas, como puede ser el caso de muchos jóvenes inmigrantes, ayudando a cerrar brechas educativas y socioeconómicas.</li>
</ul>
</li>
</ul>
<h3>Otras Áreas de Reforma y su Relevancia para la Agenda 2030</h3>
<p>El paquete de reformas abarca también otras dimensiones del sistema educativo, cada una con implicaciones para los ODS.</p>
<ul>
<li><strong>Acceso, Disciplina y Participación Estudiantil:</strong> Estas normativas deben ser evaluadas bajo el prisma del <strong>ODS 4</strong> y <strong>ODS 16</strong> para asegurar que promuevan una participación inclusiva y procesos justos para todos los estudiantes.</li>
<li><strong>Programas de Aprendizaje y Preparación Docente:</strong> La calidad de la formación docente es central para el <strong>ODS 4</strong> (meta 4.c), ya que un profesorado cualificado es el principal motor de una educación de calidad.</li>
<li><strong>Tecnología, Becas y Financiamiento:</strong> Estas áreas son clave para el <strong>ODS 4</strong> y el <strong>ODS 10</strong>, buscando cerrar la brecha digital y garantizar que los recursos económicos no sean un impedimento para el acceso a la educación.</li>
<li><strong>Salud, Seguridad e Inclusión:</strong> Las políticas en estas materias impactan directamente en el <strong>ODS 3 (Salud y Bienestar)</strong> y refuerzan el compromiso del <strong>ODS 4</strong> con entornos de aprendizaje seguros e inclusivos, especialmente para estudiantes con necesidades especiales.</li>
</ul>
<h2>Objetivos de Desarrollo Sostenible (ODS) Relevantes</h2>
<h3>ODS 4: Educación de Calidad</h3>
<ul>
<li>El artículo se centra en un “paquete amplio de reformas” en el “sistema educativo de Florida”. Se discuten múltiples leyes que afectan directamente la educación, como los programas de reinserción escolar (SB 1402), la preparación de docentes y el financiamiento de becas. El objetivo principal es transformar y regular el entorno educativo.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<ul>
<li>El texto destaca repetidamente el impacto de las reformas en grupos vulnerables, mencionando que “muchas ayudas podrían repercutir en mayor medida entre estudiantes inmigrantes y familias recién llegadas”. Las leyes SB 584 y SB 1402 están diseñadas para apoyar a “jóvenes sin hogar” y a “estudiantes inmigrantes que enfrentaron interrupciones educativas”, abordando directamente las desigualdades en el acceso a la vivienda y la educación.</li>
</ul>
<h3>ODS 1: Fin de la Pobreza</h3>
<ul>
<li>La ley SB 584 aborda la falta de vivienda, una manifestación extrema de la pobreza. Al obligar a las universidades a “priorizar la asignación de dormitorios a estudiantes sin hogar”, la reforma busca mitigar una de las barreras más significativas que enfrentan estos jóvenes para continuar su educación y salir del ciclo de la pobreza.</li>
</ul>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<ul>
<li>La ley SB 1470 se enfoca en la “seguridad escolar”, ampliando el “Programa Guardian” para incluir personal armado en las escuelas. Esto se relaciona con el objetivo de crear entornos seguros y reducir la violencia dentro de las instituciones educativas, que son pilares de la sociedad.</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<h3>Meta 4.1: Asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria</h3>
<ul>
<li>La ley SB 1402, que renueva el sistema de “dropout retrieval programs” (programas de recuperación de desertores), se alinea directamente con esta meta. Su propósito es ofrecer una “vía formal para retomar trayectorias escolares” a los jóvenes que abandonaron la secundaria, ayudándoles a completar su educación.</li>
</ul>
<h3>Meta 4.3: Asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria</h3>
<ul>
<li>La ley SB 584 facilita el acceso a la educación superior para un grupo vulnerable. Al priorizar la vivienda universitaria para “estudiantes sin hogar o exintegrantes del sistema de crianza”, se eliminan barreras significativas, promoviendo un acceso más equitativo a la universidad.</li>
</ul>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos</h3>
<ul>
<li>La ley SB 1470, centrada en la “seguridad en las escuelas”, busca crear un entorno de aprendizaje más seguro mediante la implementación de programas con personal armado. Aunque el método es específico, el objetivo subyacente es garantizar la seguridad física de los estudiantes, un componente clave de un entorno de aprendizaje eficaz.</li>
</ul>
<h3>Meta 10.2: Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición</h3>
<ul>
<li>Las reformas, en su conjunto, tienen un enfoque particular en la inclusión de “estudiantes inmigrantes”, “jóvenes sin hogar” y “exintegrantes del sistema de crianza”. Las leyes SB 584 y SB 1402 son ejemplos de políticas activas diseñadas para reintegrar y apoyar a estos grupos marginados dentro del sistema educativo y social.</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<h3>Indicador Implícito para la Meta 4.1: Tasa de finalización de la educación secundaria</h3>
<ul>
<li>El artículo no menciona datos numéricos, pero la existencia de la ley SB 1402 y sus “programas de recuperación de desertores” implica que la tasa de abandono escolar es una preocupación. El éxito de esta ley se mediría por el número de jóvenes que se reincorporan al sistema educativo y, en última instancia, por un aumento en la tasa de finalización de la secundaria.</li>
</ul>
<h3>Indicador Implícito para la Meta 1.2 y 4.3: Proporción de jóvenes sin hogar que acceden a la educación superior</h3>
<ul>
<li>La ley SB 584 crea un mecanismo para medir el progreso. Al obligar a las universidades a desarrollar planes para “priorizar la asignación de dormitorios a estudiantes sin hogar”, se genera la necesidad de identificar y cuantificar a esta población estudiantil. Un indicador implícito sería el número o porcentaje de estudiantes sin hogar que reciben vivienda y se matriculan en la educación superior gracias a esta ley.</li>
</ul>
<h3>Indicador Implícito para la Meta 4.a: Número de escuelas que implementan medidas de seguridad específicas</h3>
<ul>
<li>La ley SB 1470, que amplía el “Programa Guardian”, sugiere que un indicador para medir su implementación sería el número de “instalaciones de cuidado infantil” y escuelas que establecen un “programa de guardianes con personal armado”. Este dato reflejaría el progreso en la aplicación de la política de seguridad escolar descrita.</li>
</ul>
<h2>Tabla de ODS, Metas e Indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS (Implícito en el artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td><b>4.1:</b> Asegurar que todos los niños y niñas terminen la enseñanza primaria y secundaria.</td>
<td>Número de estudiantes que se reincorporan a la escuela a través de los “programas de recuperación de desertores” (SB 1402).</td>
</tr>
<tr>
<td></td>
<td><b>4.3:</b> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad.</td>
<td>Número de estudiantes sin hogar que reciben prioridad en la asignación de dormitorios universitarios (SB 584).</td>
</tr>
<tr>
<td></td>
<td><b>4.a:</b> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros.</td>
<td>Número de escuelas e instalaciones de cuidado infantil que implementan el Programa Guardian con personal armado (SB 1470).</td>
</tr>
<tr>
<td><b>ODS 10: Reducción de las Desigualdades</b></td>
<td><b>10.2:</b> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>Número de estudiantes de grupos vulnerables (inmigrantes, sin hogar) que se benefician de los nuevos programas de apoyo educativo y habitacional.</td>
</tr>
<tr>
<td><b>ODS 1: Fin de la Pobreza</b></td>
<td><b>1.2:</b> Reducir al menos a la mitad la proporción de personas que viven en la pobreza en todas sus dimensiones.</td>
<td>Proporción de estudiantes universitarios identificados como sin hogar que obtienen vivienda estable a través de la ley SB 584.</td>
</tr>
<tr>
<td><b>ODS 16: Paz, Justicia e Instituciones Sólidas</b></td>
<td><b>16.1:</b> Reducir significativamente todas las formas de violencia.</td>
<td>Cobertura del Programa Guardian en las instituciones educativas de Florida como medida preventiva de la violencia.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.lanacion.com.ar/estados-unidos/florida/florida-las-leyes-de-ron-desantis-sobre-educacion-que-impactan-a-estudiantes-inmigrantes-en-2025-nid21112025/">lanacion.com.ar</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Agentes federales visitan escuela primaria en Hayward – telemundoareadelabahia.com</title>
<link>https://sdgtalks.ai/Es/agentes-federales-visitan-escuela-primaria-en-hayward-telemundoareadelabahiacom</link>
<guid>https://sdgtalks.ai/Es/agentes-federales-visitan-escuela-primaria-en-hayward-telemundoareadelabahiacom</guid>
<description><![CDATA[ Agentes federales visitan escuela primaria en Hayward  telemundoareadelabahia.com ]]></description>
<enclosure url="https://media.telemundoareadelabahia.com/2024/08/KSTS_station_logo_dark_3b4ab4.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 05:37:57 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Agentes, federales, visitan, escuela, primaria, Hayward, –, telemundoareadelabahia.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe de Alineación Estratégica con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>Análisis de la Plataforma de Medios Telemundo Área de la Bahía</h3>
<p>El presente informe evalúa la estructura de contenido y los principios operativos de Telemundo Área de la Bahía, identificando su alineación y contribución potencial a la Agenda 2030 para el Desarrollo Sostenible.</p>
<h2>Pilares de Contenido y su Contribución a los ODS</h2>
<p>La oferta de contenido de la organización se estructura en categorías temáticas que abordan directamente varios Objetivos de Desarrollo Sostenible, promoviendo una ciudadanía informada y consciente.</p>
<h3>Contribuciones por Área Temática:</h3>
<ul>
<li>
        <strong>Salud (ODS 3: Salud y Bienestar):</strong> Cobertura dedicada a promover la salud física y mental, el acceso a servicios médicos y la difusión de información vital para el bienestar de la comunidad.
    </li>
<li>
        <strong>Noticias Locales (ODS 11: Ciudades y Comunidades Sostenibles):</strong> Informes sobre asuntos locales que fomentan la participación cívica, la seguridad y el desarrollo de comunidades inclusivas y resilientes.
    </li>
<li>
        <strong>Inmigración al día (ODS 10: Reducción de las Desigualdades):</strong> Contenido enfocado en reducir las desigualdades al informar sobre los derechos, desafíos y contribuciones de las comunidades migrantes, promoviendo la inclusión social y económica.
    </li>
<li>
        <strong>Noticias (EEUU, México, Mundo) (ODS 16: Paz, Justicia e Instituciones Sólidas):</strong> Al proporcionar acceso público a la información y proteger las libertades fundamentales, esta cobertura fortalece las instituciones y promueve sociedades justas y pacíficas.
    </li>
<li>
        <strong>Estilo de Vida y Entretenimiento (ODS 12: Producción y Consumo Responsables):</strong> Oportunidad para promover patrones de consumo sostenibles, el bienestar cultural y estilos de vida en armonía con la naturaleza.
    </li>
</ul>
<h2>Estrategia de Comunicación y Participación para la Agenda 2030</h2>
<p>La organización utiliza múltiples canales digitales para maximizar el alcance de su contenido y fomentar la interacción, lo cual es fundamental para el logro del ODS 17.</p>
<h3>Canales de Difusión y Alianzas (ODS 17: Alianzas para lograr los Objetivos)</h3>
<p>La presencia activa en plataformas digitales es clave para forjar alianzas con la sociedad civil y otras organizaciones para la difusión de los ODS.</p>
<ul>
<li>Facebook</li>
<li>Instagram</li>
<li>TikTok</li>
<li>Youtube</li>
</ul>
<h2>Marco Operativo y Gobernanza Corporativa Sostenible</h2>
<p>Las políticas y estándares operativos de la empresa reflejan un compromiso con la gobernanza ética, la transparencia y el desarrollo social y económico.</p>
<h3>Principios de Operación y su Vínculo con los ODS:</h3>
<ol>
<li>
        <strong>Gobernanza y Ética (ODS 16: Paz, Justicia e Instituciones Sólidas):</strong> A través de documentos como “Términos de Servicio”, “La Nueva Política de Privacidad” y “Nuestros estándares de noticias”, la empresa demuestra su compromiso con la transparencia y la rendición de cuentas, pilares de instituciones sólidas.
    </li>
<li>
        <strong>Trabajo Decente y Crecimiento Económico (ODS 8: Trabajo Decente y Crecimiento Económico):</strong> La sección de “Empleos” indica un canal formal para la creación de oportunidades laborales, contribuyendo al crecimiento económico sostenido e inclusivo.
    </li>
<li>
        <strong>Inclusión y Accesibilidad (ODS 10: Reducción de las Desigualdades):</strong> El compromiso con la “KSTS Accesibilidad” asegura que la información sea accesible para personas con discapacidades, promoviendo la inclusión y reduciendo las brechas de desigualdad.
    </li>
<li>
        <strong>Participación Ciudadana (ODS 16):</strong> La opción “Envía tus comentarios” funciona como un mecanismo para la participación pública, permitiendo que la voz de la comunidad sea escuchada y fortaleciendo la relación entre el medio y su audiencia.
    </li>
</ol>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>El texto proporcionado no es un artículo, sino el pie de página de un sitio web de noticias (Telemundo Area de la Bahía 48). Consiste en enlaces de navegación, información de contacto y avisos legales. Como tal, no discute ni destaca ningún tema específico que pueda conectarse directamente con los Objetivos de Desarrollo Sostenible. El contenido es puramente estructural y de navegación, y carece de una narrativa o análisis temático.</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>Dado que el texto no contiene un desarrollo temático, no es posible identificar metas específicas de los ODS. Los enlaces a secciones como “Salud”, “Inmigración al día” o “Empleos” apuntan a categorías de noticias, pero el texto en sí no proporciona contenido sobre políticas de salud, reducción de desigualdades, o promoción del trabajo decente que permitiría identificar metas concretas de los ODS.</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>El texto no menciona ni implica ningún indicador de los ODS. No se presentan datos, estadísticas, ni métricas de seguimiento relacionadas con el progreso social, económico o ambiental. El contenido se limita a la estructura de navegación del sitio web y no ofrece información cuantitativa o cualitativa para medir el avance hacia ningún objetivo.</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td>No identificable</td>
<td>No identificable</td>
<td>No identificable</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.telemundoareadelabahia.com/video/noticias/local/agentes-federales-visitan-escuela-cherryland-hayward/2500885/">telemundoareadelabahia.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Corpus Christi ISD considera cerrar 7 escuelas para abordar déficit presupuestario de $27.5 millones – telemundocc.com</title>
<link>https://sdgtalks.ai/Es/corpus-christi-isd-considera-cerrar-7-escuelas-para-abordar-deficit-presupuestario-de-275-millones-telemundocccom</link>
<guid>https://sdgtalks.ai/Es/corpus-christi-isd-considera-cerrar-7-escuelas-para-abordar-deficit-presupuestario-de-275-millones-telemundocccom</guid>
<description><![CDATA[ Corpus Christi ISD considera cerrar 7 escuelas para abordar déficit presupuestario de $27.5 millones  telemundocc.com ]]></description>
<enclosure url="https://ewscripps.brightspotcdn.com/dims4/default/0f1159d/2147483647/strip/true/crop/1280x672 0 24/resize/1200x630!/quality/90/" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 03:10:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Corpus, Christi, ISD, considera, cerrar, escuelas, para, abordar, déficit, presupuestario, 27.5, millones, –, telemundocc.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<p><br>
    </p><title>Informe sobre Propuesta de Consolidación Escolar del CCISD</title>
<h2>Informe sobre la Propuesta de Consolidación Escolar del Distrito de Corpus Christi y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Resumen Ejecutivo y Contexto Estratégico</h3>
<p>El Distrito Escolar Independiente de Corpus Christi (CCISD) ha iniciado un análisis para una posible consolidación de siete de sus campus escolares. Esta medida responde a dos desafíos críticos: un déficit presupuestario proyectado de $27.5 millones de dólares y la necesidad de modernizar una infraestructura educativa que en algunos casos data de la década de 1940. La propuesta se enmarca en un esfuerzo por garantizar la sostenibilidad financiera y operativa del distrito, alineándose con los principios de gobernanza responsable y la creación de instituciones sólidas, como se estipula en el <strong>Objetivo de Desarrollo Sostenible 16 (Paz, Justicia e Instituciones Sólidas)</strong>.</p>
<h3>2. Objetivo Principal: Garantizar una Educación de Calidad Inclusiva y Equitativa (ODS 4)</h3>
<p>La iniciativa de consolidación busca optimizar la asignación de recursos para fortalecer la calidad educativa en todo el distrito. Al centralizar operaciones y reducir los costos asociados al mantenimiento de edificios obsoletos, el CCISD podrá reinvertir los ahorros en programas académicos, tecnología educativa y el desarrollo profesional del personal docente. Este reenfoque estratégico tiene como fin último asegurar que todos los estudiantes tengan acceso a un entorno de aprendizaje seguro, moderno y propicio para el éxito, cumpliendo con las metas del <strong>ODS 4 (Educación de Calidad)</strong>, que promueve una educación inclusiva y equitativa para todos.</p>
<h3>3. Análisis de Infraestructura y Sostenibilidad (ODS 9 y ODS 11)</h3>
<p>La evaluación se centra en instalaciones que han superado su vida útil, representando un desafío para la eficiencia energética y la seguridad. La modernización de la infraestructura educativa es fundamental para el <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>. La propuesta busca transitar hacia un modelo de campus más resilientes y sostenibles. Asimismo, la gestión eficiente de los activos públicos contribuye al <strong>ODS 11 (Ciudades y Comunidades Sostenibles)</strong>, asegurando que los recursos comunitarios se utilicen de la manera más efectiva para el bienestar a largo plazo.</p>
<h4>Escuelas Primarias en Consideración para Cierre (a partir de agosto de 2026):</h4>
<ul>
<li>Escuela Primaria Fannin (Construida en 1948)</li>
<li>Escuela Primaria Kostoryz (Construida en 1965)</li>
<li>Escuela Primaria Sanders (Construida en 1969)</li>
<li>Escuela Primaria Travis (Construida en 1944)</li>
</ul>
<h4>Escuelas Intermedias en Consideración para Cierre (a partir de agosto de 2026):</h4>
<ul>
<li>Escuela Intermedia Browne (Construida en 1964)</li>
<li>Escuela Intermedia Haas (Construida en 1968)</li>
<li>Escuela Intermedia Martin (Construida en 1970)</li>
</ul>
<h3>4. Plan de Rezonificación y Reducción de Desigualdades (ODS 10)</h3>
<p>El plan de reubicación de estudiantes ha sido diseñado para minimizar el impacto en las familias y promover una distribución equitativa de oportunidades. Al trasladar a los estudiantes a campus con mejores instalaciones, el distrito trabaja activamente para mitigar las disparidades existentes, un objetivo central del <strong>ODS 10 (Reducción de las Desigualdades)</strong>.</p>
<h4>Propuesta de Rezonificación:</h4>
<ol>
<li><strong>Alumnado de Primarias:</strong>
<ul>
<li>Estudiantes de Fannin serían reasignados a las primarias Berlanga, García y Hicks.</li>
<li>Estudiantes de Kostoryz y Sanders serían reasignados a las primarias Dawson, Galván, Los Encinos y Yeager.</li>
<li>Estudiantes de Travis serían reasignados a las primarias Allen, Houston, Shaw y Zavala.</li>
</ul>
</li>
<li><strong>Alumnado de Intermedias:</strong>
<ul>
<li>Estudiantes de Browne y Haas serían reasignados a las intermedias Adkins, Grant y Hamlin.</li>
<li>Estudiantes de Martin serían reasignados a las intermedias Cunningham y Driscoll.</li>
</ul>
</li>
</ol>
<h3>5. Compromiso con el Empleo y la Estabilidad Económica (ODS 8)</h3>
<p>El distrito, como principal empleador de la región, reafirma su compromiso con su personal. Se ha garantizado que los empleados en buen estado de las escuelas afectadas tendrán oportunidades de empleo continuas dentro del CCISD. Esta política protege el bienestar de los trabajadores y sus familias, alineándose con el <strong>ODS 8 (Trabajo Decente y Crecimiento Económico)</strong>, que promueve el empleo pleno y productivo para todos.</p>
<h3>6. Proceso de Consulta y Participación Comunitaria (ODS 16)</h3>
<p>La Junta de Síndicos no ha tomado una decisión final. El proceso se llevará a cabo con total transparencia, fomentando la participación activa de la comunidad. Se han programado reuniones comunitarias y se han habilitado múltiples canales para recibir retroalimentación, asegurando un proceso de toma de decisiones inclusivo y participativo, en línea con las metas de gobernanza del <strong>ODS 16</strong>.</p>
<h4>Canales de Retroalimentación:</h4>
<ul>
<li>Mensaje de texto: (361) 600-3691</li>
<li>Correo electrónico: ccisd.tx@k12-lets-talk.com</li>
<li>Sitio web oficial para materiales y presentaciones: ccisd.us</li>
</ul>
<p>El distrito publicará el calendario de reuniones comunitarias durante la primera semana de diciembre para asegurar la máxima participación de todas las partes interesadas.</p>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra en un distrito escolar y sus planes para cerrar y consolidar escuelas. Esto se relaciona directamente con la garantía de una educación inclusiva, equitativa y de calidad, ya que la infraestructura escolar y la gestión de recursos son fundamentales para el entorno de aprendizaje.</p>
</li>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>Una de las razones principales para el cierre de escuelas es la existencia de “instalaciones envejecidas” y “edificios escolares en deterioro”, algunos construidos en la década de 1940. Esto se conecta con la necesidad de desarrollar y mantener infraestructuras resilientes, sostenibles y de calidad.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>El artículo menciona que el distrito escolar es “el empleador más grande del área” y aborda la seguridad laboral al afirmar que “los empleados en buen estado en las escuelas afectadas continuarían teniendo oportunidades de empleo”. Además, la decisión está motivada por un “déficit presupuestario de $27.5 millones de dólares”, lo que se relaciona con la estabilidad financiera y económica de la institución.</p>
</li>
<li>
<h3>ODS 11: Ciudades y Comunidades Sostenibles</h3>
<p>La consolidación de escuelas es una decisión de planificación comunitaria que afecta el acceso a servicios básicos (educación) para las familias. El plan del distrito de realizar “reuniones comunitarias para recopilar opiniones del personal, las familias y miembros de la comunidad” se alinea con el objetivo de una planificación de asentamientos humanos participativa e inclusiva.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.a: Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos.</h3>
<p>El artículo destaca que el distrito busca abordar el problema de “instalaciones envejecidas” y “edificios escolares en deterioro”. La propuesta de cierre y consolidación es una estrategia para dejar de usar infraestructuras que ya no son adecuadas y reubicar a los estudiantes en campus que puedan ofrecer un mejor entorno de aprendizaje, lo cual está directamente relacionado con la adecuación de las instalaciones educativas.</p>
</li>
<li>
<h3>Meta 9.1: Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad… para apoyar el desarrollo económico y el bienestar humano.</h3>
<p>La mención de escuelas construidas en 1944, 1948 y durante la década de 1960 subraya la falta de infraestructura de calidad y sostenible. La decisión del distrito es una respuesta a la insostenibilidad de mantener estos edificios antiguos, buscando una solución que asegure la “estabilidad financiera del distrito por años venideros”.</p>
</li>
<li>
<h3>Meta 8.5: De aquí a 2030, lograr el empleo pleno y productivo y el trabajo decente para todas las mujeres y los hombres…</h3>
<p>La declaración del superintendente de que los empleados de las escuelas afectadas “continuarían teniendo oportunidades de empleo dentro del distrito” aborda directamente la preocupación por la seguridad laboral y el objetivo de mantener el empleo para el personal afectado por la reestructuración.</p>
</li>
<li>
<h3>Meta 11.3: De aquí a 2030, aumentar la urbanización inclusiva y sostenible y la capacidad para la planificación y la gestión participativas, integradas y sostenibles de los asentamientos humanos en todos los países.</h3>
<p>El proceso descrito en el artículo, que incluye la realización de “reuniones comunitarias” y la recopilación de opiniones a través de mensajes de texto y correo electrónico, es un ejemplo práctico de planificación participativa. El distrito está involucrando a la comunidad en una decisión importante que afecta la estructura y los servicios locales.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador para la Meta 4.a:</h3>
<p>El artículo no menciona el indicador oficial de la ONU, pero proporciona datos que actúan como indicadores proxy. El número de escuelas consideradas para el cierre debido a su mal estado (siete en total) y la antigüedad de estas instalaciones (construidas entre 1944 y 1970) son indicadores cualitativos y cuantitativos del estado de la infraestructura educativa que se busca mejorar.</p>
</li>
<li>
<h3>Indicador para la Meta 9.1:</h3>
<p>El “déficit presupuestario de $27.5 millones de dólares” se puede considerar un indicador financiero implícito que mide la brecha de inversión necesaria para mantener y modernizar la infraestructura. La edad de los edificios es también un indicador indirecto de su falta de resiliencia y calidad.</p>
</li>
<li>
<h3>Indicador para la Meta 8.5:</h3>
<p>Un indicador implícito es la tasa de retención de empleo del personal de las escuelas afectadas. La promesa de que los empleados “continuarían teniendo oportunidades de empleo” sugiere que el objetivo es mantener una tasa de desempleo de cero para este grupo como resultado de la consolidación.</p>
</li>
<li>
<h3>Indicador para la Meta 11.3:</h3>
<p>La existencia de un proceso formal de participación ciudadana es un indicador. El artículo menciona explícitamente la planificación de “reuniones comunitarias” y la habilitación de canales de comunicación (texto y correo electrónico) para “recopilar opiniones”, lo que sirve como evidencia de una estructura de planificación participativa.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4: Educación de Calidad</b></td>
<td>4.a: Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros y eficaces.</td>
<td>Número y antigüedad de las escuelas con “instalaciones envejecidas” y en “deterioro” (7 escuelas, algunas datan de la década de 1940).</td>
</tr>
<tr>
<td><b>ODS 9: Industria, Innovación e Infraestructura</b></td>
<td>9.1: Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad.</td>
<td>Monto del déficit presupuestario que impide el mantenimiento de la infraestructura ($27.5 millones); Edad de los edificios como indicador de su falta de sostenibilidad.</td>
</tr>
<tr>
<td><b>ODS 8: Trabajo Decente y Crecimiento Económico</b></td>
<td>8.5: Lograr el empleo pleno y productivo y el trabajo decente para todos.</td>
<td>Garantía de “oportunidades de empleo” para el personal afectado, buscando una tasa de retención del 100%.</td>
</tr>
<tr>
<td><b>ODS 11: Ciudades y Comunidades Sostenibles</b></td>
<td>11.3: Aumentar la capacidad para la planificación y la gestión participativas, integradas y sostenibles.</td>
<td>Implementación de mecanismos de participación ciudadana (“reuniones comunitarias”, recolección de opiniones por texto y correo electrónico).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.telemundocc.com/noticias/noticias-locales/corpus-christi-isd-considera-cerrar-7-escuelas-para-abordar-deficit-presupuestario-de-27-5-millones">telemundocc.com</a></strong></p>
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<title>Minedu apuesta por Escuelas Modulares para cerrar brechas rurales: piden compromiso de alcaldes – Revista Caretas</title>
<link>https://sdgtalks.ai/Es/minedu-apuesta-por-escuelas-modulares-para-cerrar-brechas-rurales-piden-compromiso-de-alcaldes-revista-caretas</link>
<guid>https://sdgtalks.ai/Es/minedu-apuesta-por-escuelas-modulares-para-cerrar-brechas-rurales-piden-compromiso-de-alcaldes-revista-caretas</guid>
<description><![CDATA[ Minedu apuesta por Escuelas Modulares para cerrar brechas rurales: piden compromiso de alcaldes  Revista Caretas ]]></description>
<enclosure url="https://caretas.pe/wp-content/uploads/2025/11/image-393.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 03:10:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Minedu, apuesta, por, Escuelas, Modulares, para, cerrar, brechas, rurales:, piden, compromiso, alcaldes, –, Revista, Caretas</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Estrategia de Infraestructura Educativa y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>Introducción: Abordando la Brecha Educativa Rural en el Marco de la Agenda 2030</h3>
<p>El Ministerio de Educación (Minedu) ha presentado un nuevo modelo de intervención para enfrentar la crisis de infraestructura educativa en zonas rurales, una de las brechas más significativas del país. Esta estrategia se alinea directamente con los Objetivos de Desarrollo Sostenible (ODS), en particular con el <strong>ODS 4 (Educación de Calidad)</strong> y el <strong>ODS 10 (Reducción de las Desigualdades)</strong>, al proponer soluciones rápidas y eficientes para garantizar que miles de estudiantes accedan a entornos de aprendizaje seguros y adecuados.</p>
<h2>Estrategia de Escuelas Modulares Integrales: Una Solución para el ODS 4</h2>
<p>La propuesta central es la implementación de Escuelas Modulares Integrales, una iniciativa que busca acelerar la construcción de infraestructura educativa de calidad en comunidades rurales dispersas, contribuyendo directamente a la meta 4.a del ODS 4, que exige construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, inclusivos y eficaces para todos.</p>
<h3>Características y Contribuciones a la Sostenibilidad</h3>
<ul>
<li><strong>Vida Útil Sostenible:</strong> Con una durabilidad estimada de 15 a 20 años, estas estructuras representan una solución transitoria pero sostenible frente a la precariedad actual.</li>
<li><strong>Reducción de Costos y Tiempos:</strong> El modelo modular permite optimizar recursos y acelerar la intervención, un factor clave para cerrar brechas con urgencia.</li>
<li><strong>Infraestructura Inclusiva y Segura:</strong> Los diseños contemplan espacios seguros y accesibles, incluyendo servicios higiénicos y áreas pedagógicas complementarias, garantizando condiciones de salubridad y seguridad.</li>
<li><strong>Validación Interinstitucional:</strong> El modelo cuenta con la validación técnica del Ministerio de Vivienda y el Ministerio de Economía y Finanzas (MEF), asegurando su viabilidad y estándar de calidad.</li>
</ul>
<h2>Alianzas Estratégicas para el Desarrollo: El Rol del ODS 17</h2>
<p>El éxito de esta iniciativa depende fundamentalmente de la creación de alianzas sólidas, un principio central del <strong>ODS 17 (Alianzas para lograr los objetivos)</strong>. La estrategia se basa en la colaboración multisectorial entre el gobierno nacional, los gobiernos locales y el sector privado.</p>
<h3>Articulación con Gobiernos Locales</h3>
<p>La viceministra de Gestión Institucional, Cecilia García Díaz, enfatizó que los gobiernos locales son socios estratégicos. Su rol es fundamental en:</p>
<ol>
<li>Identificación y saneamiento de terrenos.</li>
<li>Gestión y agilización de expedientes técnicos.</li>
<li>Facilitación de la implementación en el territorio.</li>
</ol>
<h3>Promoción de la Inversión Privada</h3>
<p>Para complementar los esfuerzos públicos, el Minedu ha estructurado una cartera de 66 proyectos de infraestructura que buscan financiamiento a través del mecanismo de Obras por Impuestos (OxI). Esta convocatoria al sector privado es una manifestación clara del ODS 17, buscando movilizar recursos y capacidades para acelerar el cumplimiento de las metas educativas.</p>
<h2>Superación de Obstáculos mediante la Innovación y el Fortalecimiento Institucional (ODS 9)</h2>
<p>La estrategia reconoce barreras estructurales y propone soluciones innovadoras, alineándose con el <strong>ODS 9 (Industria, Innovación e Infraestructura)</strong>, que promueve la construcción de infraestructuras resilientes y el fomento de la innovación.</p>
<h3>Saneamiento Físico-Legal y Asistencia Técnica</h3>
<p>El saneamiento de terrenos es un cuello de botella crítico. Para abordarlo, el Minedu ha transformado su sistema de asistencia técnica, introduciendo la plataforma SIAT. Este sistema busca:</p>
<ul>
<li>Agilizar la formulación de expedientes técnicos viables.</li>
<li>Reducir errores y costos para los municipios.</li>
<li>Brindar un seguimiento continuo y especializado, fortaleciendo las capacidades locales.</li>
</ul>
<h3>Monitoreo de Obras para Garantizar la Inversión</h3>
<p>El seguimiento permanente a las obras paralizadas en regiones como La Libertad busca asegurar que los recursos invertidos se traduzcan en infraestructura funcional. Este esfuerzo por reactivar proyectos contribuye a la eficiencia y sostenibilidad de la inversión pública en infraestructura educativa.</p>
<h2>Conclusión: Un Compromiso Urgente con la Equidad y la Calidad Educativa</h2>
<p>La implementación de Escuelas Modulares Integrales, apoyada en alianzas estratégicas y herramientas innovadoras, representa un avance significativo hacia la reducción de la desigualdad educativa. El éxito de este modelo no solo impactará en el bienestar de miles de estudiantes rurales, sino que también fortalecerá el progreso del país en el cumplimiento de la Agenda 2030, demostrando un compromiso tangible con los Objetivos de Desarrollo Sostenible.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<p>El artículo aborda varios Objetivos de Desarrollo Sostenible (ODS) de manera directa e indirecta, centrándose principalmente en la mejora de las condiciones educativas y la reducción de desigualdades a través del desarrollo de infraestructura y alianzas estratégicas.</p>
<ul>
<li>
        <strong>ODS 4: Educación de Calidad:</strong> Este es el objetivo central del artículo. Toda la estrategia del Ministerio de Educación (Minedu) para implementar “Escuelas Modulares Integrales” está orientada a garantizar que los estudiantes, especialmente en zonas rurales, tengan acceso a entornos de aprendizaje seguros, inclusivos y eficaces, cerrando así la brecha de infraestructura educativa.
    </li>
<li>
        <strong>ODS 9: Industria, Innovación e Infraestructura:</strong> El artículo se enfoca en el desarrollo de infraestructura social (escuelas). La propuesta de escuelas modulares representa una innovación en los métodos de construcción para que sean más rápidos, económicos y sostenibles. Se busca crear infraestructura resiliente y de calidad para apoyar el bienestar humano.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades:</strong> El texto subraya explícitamente el problema de la “desigualdad educativa entre estudiantes urbanos y rurales”. La iniciativa busca reducir esta brecha al priorizar las zonas rurales dispersas, promoviendo así la inclusión social y la igualdad de oportunidades para comunidades vulnerables.
    </li>
<li>
        <strong>ODS 11: Ciudades y Comunidades Sostenibles:</strong> Aunque se enfoca en zonas rurales, este ODS es relevante en su meta de asegurar el acceso de todos a servicios básicos adecuados y seguros. Las escuelas son un servicio básico fundamental, y el artículo describe la situación actual como de “locales deteriorados” y “sin condiciones mínimas”, lo que la iniciativa pretende revertir.
    </li>
<li>
        <strong>ODS 17: Alianzas para lograr los Objetivos:</strong> El éxito de la estrategia depende explícitamente de la colaboración entre diferentes actores. El artículo menciona la necesidad de “alianzas directas con los gobiernos locales”, la participación del “sector privado” a través de Obras por Impuestos (OxI), y la articulación entre ministerios (Minedu, Vivienda, MEF).
    </li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<p>Dentro de los ODS mencionados, se pueden identificar varias metas específicas que el proyecto de Escuelas Modulares Integrales busca alcanzar:</p>
<ul>
<li>
        <strong>Meta 4.a:</strong> “Construir y adecuar instalaciones educativas que tengan en cuenta las necesidades de los niños y las personas con discapacidad y las diferencias de género, y que ofrezcan entornos de aprendizaje seguros, no violentos, inclusivos y eficaces para todos”. El artículo describe las nuevas escuelas como espacios “seguros y accesibles”, con “servicios higiénicos” y “ambientes pedagógicos complementarios”, lo que se alinea directamente con la creación de entornos de aprendizaje eficaces y seguros.
    </li>
<li>
        <strong>Meta 9.1:</strong> “Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad […] para apoyar el desarrollo económico y el bienestar humano, haciendo especial hincapié en el acceso asequible y equitativo para todos”. La propuesta de escuelas modulares con una vida útil de 15 a 20 años es una solución de infraestructura sostenible y asequible, diseñada para dar acceso equitativo a la educación en “zonas rurales dispersas”.
    </li>
<li>
        <strong>Meta 10.2:</strong> “De aquí a 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”. Al centrarse en cerrar la “brecha educativa rural”, el plan busca directamente promover la inclusión social de los niños de estas comunidades, garantizando que no se queden atrás por su origen geográfico.
    </li>
<li>
        <strong>Meta 17.17:</strong> “Fomentar y promover la constitución de alianzas eficaces en las esferas pública, público-privada y de la sociedad civil, aprovechando la experiencia y las estrategias de obtención de recursos de las alianzas”. El artículo detalla cómo el Minedu busca la articulación con “gobiernos locales”, y promueve un “evento de promoción de inversiones” para atraer al “sector privado” mediante el mecanismo de Obras por Impuestos (OxI), ejemplificando esta meta.
    </li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<p>El artículo no menciona códigos de indicadores oficiales de los ODS, pero sí contiene datos y conceptos que se alinean con la forma en que se miden estos objetivos y metas. Se pueden identificar los siguientes indicadores implícitos:</p>
<ul>
<li>
        <strong>Indicador 4.a.1 (implícito):</strong> “Proporción de escuelas con acceso a: e) agua potable básica; f) instalaciones de saneamiento básico separadas por sexo; y g) instalaciones básicas para lavarse las manos”. El artículo menciona que muchas escuelas rurales tienen “servicios básicos inexistentes” y que las nuevas escuelas modulares incluirán “servicios higiénicos”. El progreso podría medirse por el aumento en el porcentaje de escuelas rurales que cuentan con estas instalaciones básicas.
    </li>
<li>
        <strong>Indicador de infraestructura (relacionado con la Meta 9.1):</strong> El artículo menciona una “brecha [que] supera los 100 mil millones de soles a nivel nacional”. La reducción de esta brecha financiera es un indicador clave del progreso en la construcción de infraestructura educativa. Además, el número de “obras paralizadas” y la cartera de “66 proyectos en búsqueda de financiamiento” son indicadores del estado y avance de la inversión en infraestructura.
    </li>
<li>
        <strong>Indicador de alianzas (relacionado con la Meta 17.17):</strong> El número de proyectos ejecutados mediante Obras por Impuestos (OxI) y el monto de la inversión privada movilizada a través de este mecanismo pueden servir como indicadores para medir el éxito de las alianzas público-privadas que el Minedu está promoviendo.
    </li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores (Mencionados o Implícitos en el Artículo)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.a:</strong> Construir y adecuar instalaciones educativas que ofrezcan entornos de aprendizaje seguros, inclusivos y eficaces.</td>
<td>Proporción de escuelas rurales con acceso a servicios básicos como “servicios higiénicos” y que son calificadas como “seguras y accesibles”.</td>
</tr>
<tr>
<td><strong>ODS 9:</strong> Industria, Innovación e Infraestructura</td>
<td><strong>9.1:</strong> Desarrollar infraestructuras fiables, sostenibles, resilientes y de calidad, con acceso equitativo.</td>
<td>Reducción de la brecha de inversión en infraestructura educativa (cuantificada en más de 100 mil millones de soles). Número de escuelas modulares implementadas.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>10.2:</strong> Potenciar y promover la inclusión social de todas las personas.</td>
<td>Disminución de la disparidad en la calidad de la infraestructura entre escuelas rurales y urbanas.</td>
</tr>
<tr>
<td><strong>ODS 17:</strong> Alianzas para lograr los Objetivos</td>
<td><strong>17.17:</strong> Fomentar alianzas eficaces en las esferas pública, público-privada y de la sociedad civil.</td>
<td>Número de proyectos de infraestructura educativa financiados y ejecutados a través del mecanismo de Obras por Impuestos (OxI). Número de convenios firmados con gobiernos locales.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://caretas.pe/politica/minedu-apuesta-por-escuelas-modulares-para-cerrar-brechas-rurales-piden-compromiso-de-alcaldes/">caretas.pe</a></strong></p>
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<title>SEP lanza plataforma gratuita para ampliar el acceso a la educación superior: SaberesMX – RTv Noticias Morelos</title>
<link>https://sdgtalks.ai/Es/sep-lanza-plataforma-gratuita-para-ampliar-el-acceso-a-la-educacion-superior-saberesmx-rtv-noticias-morelos</link>
<guid>https://sdgtalks.ai/Es/sep-lanza-plataforma-gratuita-para-ampliar-el-acceso-a-la-educacion-superior-saberesmx-rtv-noticias-morelos</guid>
<description><![CDATA[ SEP lanza plataforma gratuita para ampliar el acceso a la educación superior: SaberesMX  RTv Noticias Morelos ]]></description>
<enclosure url="https://rtvnoticiasmorelos.mx/wp-content/uploads/2025/11/Copia-de-Copia-de-contenido-noticias-ag-2025-11-21T085519.787.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 00:00:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>SEP, lanza, plataforma, gratuita, para, ampliar, acceso, educación, superior:, SaberesMX, –, RTv, Noticias, Morelos</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Plataforma Digital SaberesMX y su Alineación con los Objetivos de Desarrollo Sostenible</h2>
<h3>1. Introducción y Presentación del Proyecto</h3>
<p>La Secretaría de Educación Pública (SEP) ha anunciado el lanzamiento de SaberesMX, una plataforma digital de acceso abierto que consolida cursos y formaciones elaboradas por diversas instituciones de educación superior del país. La iniciativa fue presentada por el titular de la dependencia, Mario Delgado, y respaldada por la presidenta Claudia Sheinbaum, con el propósito de democratizar el acceso al conocimiento y fortalecer la función social de la educación pública.</p>
<h3>2. Objetivos Estratégicos de la Plataforma</h3>
<p>Los objetivos principales de SaberesMX se centran en ampliar el alcance de la educación superior más allá de los campus universitarios tradicionales. De acuerdo con el subsecretario de Educación Superior, Ricardo Villanueva, la plataforma responde a la necesidad de adaptar el sistema educativo a las transformaciones tecnológicas y sociales. Los objetivos específicos son:</p>
<ul>
<li>Facilitar el acceso universal a formaciones de alta calidad sin costo.</li>
<li>Ofrecer una vía para que personas que interrumpieron sus estudios universitarios puedan retomarlos.</li>
<li>Proporcionar certificaciones gratuitas con aval de instituciones públicas de prestigio.</li>
<li>Expandir el rol de las universidades para atender a una población más amplia y diversa, promoviendo el aprendizaje a lo largo de la vida.</li>
</ul>
<h3>3. Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h3>
<p>La plataforma SaberesMX se alinea de manera directa y significativa con la Agenda 2030 para el Desarrollo Sostenible, impactando principalmente en los siguientes objetivos:</p>
<ol>
<li>
        <strong>ODS 4: Educación de Calidad.</strong> Este es el eje central de la iniciativa. Al ofrecer acceso gratuito, inclusivo y equitativo a la educación superior, SaberesMX promueve directamente la meta de “garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”. La plataforma elimina barreras económicas y geográficas, permitiendo el desarrollo de competencias para un público masivo.
    </li>
<li>
        <strong>ODS 10: Reducción de las Desigualdades.</strong> Al democratizar el acceso al conocimiento universitario, el proyecto contribuye a reducir las desigualdades en materia de oportunidades educativas y profesionales. A diferencia de modelos privados con costo, su carácter público y gratuito asegura que el estatus socioeconómico no sea un impedimento para el desarrollo personal y profesional.
    </li>
<li>
        <strong>ODS 8: Trabajo Decente y Crecimiento Económico.</strong> La oferta de cursos y certificaciones está diseñada para mejorar las habilidades y la empleabilidad de la población. Esto fomenta el crecimiento económico inclusivo y sostenible, al preparar a la fuerza laboral para los desafíos de un mercado en constante cambio y promover el empleo pleno y productivo.
    </li>
<li>
        <strong>ODS 16: Paz, Justicia e Instituciones Sólidas.</strong> La inclusión de contenidos con un claro enfoque social, como el curso para la prevención de adicciones desarrollado por 70 instituciones, demuestra el compromiso de la plataforma con la construcción de sociedades más pacíficas e inclusivas. Atender las causas subyacentes de la inseguridad y los problemas sociales es fundamental para fortalecer el tejido social y la justicia.
    </li>
</ol>
<h3>4. Conclusiones y Perspectivas Futuras</h3>
<p>El lanzamiento de SaberesMX representa un avance estratégico en la política educativa nacional, utilizando la tecnología para cumplir con el mandato social de las instituciones públicas. La plataforma no solo amplía la cobertura educativa, sino que lo hace con un enfoque de equidad y pertinencia social, alineándose con los compromisos globales de desarrollo sostenible. Se espera que su catálogo de cursos crezca progresivamente, consolidándose como una herramienta fundamental para el aprendizaje continuo y la cohesión social en el país.</p>
<h2>Análisis de Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado. El artículo se centra en el lanzamiento de “SaberesMX”, una plataforma digital diseñada para “facilitar el acceso a múltiples formaciones” y “llevar el conocimiento más allá de las aulas”. La iniciativa busca garantizar una educación inclusiva y equitativa al ofrecer cursos de nivel superior de manera abierta y gratuita para toda la población, promoviendo oportunidades de aprendizaje durante toda la vida, como la posibilidad de que las personas retomen su educación universitaria inconclusa.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>La plataforma contribuye directamente a este objetivo al eliminar las barreras económicas para el acceso a la educación superior. La presidenta Claudia Sheinbaum destaca que, a diferencia de las plataformas privadas que cobran, “esta iniciativa ofrecerá cursos y certificaciones gratuitas”. Al democratizar el conocimiento y hacerlo accesible para “toda la población”, se reduce la desigualdad de oportunidades educativas basada en el estatus socioeconómico.</p>
</li>
<li>
<h3>ODS 3: Salud y Bienestar</h3>
<p>El artículo menciona explícitamente que uno de los primeros contenidos de la plataforma será “un curso desarrollado por 70 instituciones orientado a prevenir adicciones”. Esta acción se alinea directamente con la promoción de la salud y el bienestar al abordar un problema de salud pública como las adicciones, contribuyendo a la estrategia de seguridad mediante la atención a las causas.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>La creación de SaberesMX por parte de la Secretaría de Educación Pública es un ejemplo del fortalecimiento de las instituciones públicas y su “función social”. Además, al vincular el curso sobre prevención de adicciones con la “estrategia de seguridad mediante la atención a las causas”, la iniciativa contribuye a la construcción de una sociedad más pacífica y justa al abordar las raíces de problemas sociales que pueden derivar en violencia e inseguridad.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ol>
<li>
<h3>Meta 4.3:</h3>
<p><em>“Para 2030, asegurar el acceso igualitario de todos los hombres y las mujeres a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria”.</em> El artículo describe cómo SaberesMX ofrece acceso abierto y gratuito a cursos de instituciones de educación superior para “toda la población”, lo que aborda directamente la necesidad de un acceso equitativo a la educación terciaria.</p>
</li>
<li>
<h3>Meta 4.4:</h3>
<p><em>“Para 2030, aumentar considerablemente el número de jóvenes y adultos que tienen las competencias necesarias, en particular técnicas y profesionales, para acceder al empleo, el trabajo decente y el emprendimiento”.</em> La plataforma, al ofrecer cursos y certificaciones avaladas por universidades, tiene como objetivo dotar a los usuarios de nuevas formaciones y conocimientos que pueden mejorar sus perspectivas laborales.</p>
</li>
<li>
<h3>Meta 10.2:</h3>
<p><em>“Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición”.</em> Al ser una plataforma gratuita y abierta, SaberesMX promueve la inclusión social y económica, permitiendo que personas que quizás no podrían pagar una educación superior privada o presencial accedan a conocimientos y certificaciones.</p>
</li>
<li>
<h3>Meta 3.5:</h3>
<p><em>“Fortalecer la prevención y el tratamiento del abuso de sustancias adictivas, incluido el uso indebido de estupefacientes y el consumo nocivo de alcohol”.</em> La inclusión de un curso específico “orientado a prevenir adicciones” es una acción concreta que contribuye directamente al fortalecimiento de la prevención del abuso de sustancias.</p>
</li>
</ol>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>El artículo, al ser un anuncio de lanzamiento, no menciona indicadores cuantitativos oficiales. Sin embargo, se pueden inferir varios indicadores que serían relevantes para medir el éxito de la iniciativa en relación con las metas de los ODS:</p>
<ul>
<li>
<h3>Indicador implícito para la Meta 4.3:</h3>
<p>El número de personas que se inscriben y participan en los cursos de la plataforma SaberesMX podría servir como un indicador análogo a la <em>“tasa de participación de jóvenes y adultos en la enseñanza y formación académica y no académica”</em> (Indicador 4.3.1). El éxito de la plataforma se medirá por su capacidad para atraer a una gran parte de la población, especialmente a aquellos que habían dejado sus estudios.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 4.4:</h3>
<p>El número de “certificaciones gratuitas avaladas por universidades” que se emitan a través de la plataforma sería un indicador clave para medir el aumento de personas con competencias relevantes. Esto se relaciona con el <em>“porcentaje de jóvenes y adultos que han adquirido competencias en tecnología de la información y las comunicaciones (TIC)”</em> (parte del Indicador 4.4.1), ya que el uso de la plataforma en sí mismo es una habilidad digital.</p>
</li>
<li>
<h3>Indicador implícito para la Meta 3.5:</h3>
<p>El número de inscritos y finalistas en el “curso orientado a prevenir adicciones” puede funcionar como un indicador para medir el alcance de las intervenciones de prevención. Esto se alinea con la idea de medir la <em>“cobertura de las intervenciones de tratamiento (farmacológico, psicosocial y de rehabilitación y postratamiento) para trastornos por abuso de sustancias adictivas”</em> (Indicador 3.5.1), enfocándose en el componente de prevención.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta Específica</th>
<th>Indicador Específico (Identificado o Implícito)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.3:</strong> Asegurar el acceso igualitario a una formación técnica, profesional y superior de calidad, incluida la enseñanza universitaria.</td>
<td>Número de personas inscritas y participando en los cursos de la plataforma SaberesMX.</td>
</tr>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>4.4:</strong> Aumentar el número de jóvenes y adultos con competencias necesarias para el empleo y el emprendimiento.</td>
<td>Número de certificaciones emitidas por la plataforma.</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>10.2:</strong> Potenciar y promover la inclusión social y económica de todas las personas.</td>
<td>Tasa de acceso a la plataforma por parte de poblaciones diversas y de distintos niveles socioeconómicos (implícito en el objetivo de ser “abierta para toda la población”).</td>
</tr>
<tr>
<td><strong>ODS 3:</strong> Salud y Bienestar</td>
<td><strong>3.5:</strong> Fortalecer la prevención y el tratamiento del abuso de sustancias adictivas.</td>
<td>Número de participantes en el curso sobre prevención de adicciones.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://rtvnoticiasmorelos.mx/sep-lanza-plataforma-gratuita-para-ampliar-el-acceso-a-la-educacion-superior-saberesmx/">rtvnoticiasmorelos.mx</a></strong></p>
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<title>El Talento Hispano que Marca la Agenda Literaria de 2025 – Al Día News</title>
<link>https://sdgtalks.ai/Es/el-talento-hispano-que-marca-la-agenda-literaria-de-2025-al-dia-news</link>
<guid>https://sdgtalks.ai/Es/el-talento-hispano-que-marca-la-agenda-literaria-de-2025-al-dia-news</guid>
<description><![CDATA[ El Talento Hispano que Marca la Agenda Literaria de 2025  Al Día News ]]></description>
<enclosure url="https://aldianews.com/sites/default/files/2025-11/Gemini_Generated_Image_hotb7vhotb7vhotb (2).png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 00:00:20 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Talento, Hispano, que, Marca, Agenda, Literaria, 2025, –, Día, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Impacto de la Literatura Hispanohablante en los Objetivos de Desarrollo Sostenible</h2>
<p>El reciente reconocimiento de las autoras Mariana Enriquez (Argentina) y Virginia Feito (España) en la lista de los 100 libros indispensables del año de la revista TIME sirve como un indicador clave del creciente impacto de la narrativa en español en el escenario global. Este informe analiza dicho hito, no solo como un logro literario, sino como una manifestación tangible de cómo la literatura puede actuar como catalizador para la consecución de los Objetivos de Desarrollo Sostenible (ODS).</p>
<h3>Contexto del Reconocimiento y su Vínculo con los ODS</h3>
<p>La inclusión de dos autoras hispanohablantes en un listado de predominancia anglófona subraya un avance significativo en la promoción de la diversidad cultural y la reducción de las desigualdades, principios fundamentales de la Agenda 2030.</p>
<ul>
<li><strong>Autoras Reconocidas:</strong> Mariana Enriquez y Virginia Feito.</li>
<li><strong>Impacto Directo:</strong> Visibilización de narrativas no hegemónicas, contribuyendo a un diálogo global más inclusivo y equitativo.</li>
</ul>
<h2>Análisis de la Contribución a los Objetivos de Desarrollo Sostenible (ODS)</h2>
<p>El trabajo de Enriquez y Feito, así como su reconocimiento internacional, se alinea directamente con varios ODS, demostrando el poder del sector cultural como motor de cambio social.</p>
<h3>ODS 5: Igualdad de Género</h3>
<p>La preeminencia de dos escritoras en un campo históricamente dominado por figuras masculinas es un avance sustancial hacia la igualdad de género. Sus obras desafían activamente los estereotipos y promueven narrativas complejas sobre la identidad femenina.</p>
<ul>
<li><strong>Empoderamiento femenino:</strong> El éxito de Enriquez y Feito sirve de inspiración y rompe barreras para otras mujeres en las artes y la cultura.</li>
<li><strong>Nuevas narrativas:</strong> El personaje central de <em>Victorian Psycho</em> de Virginia Feito subvierte los roles tradicionales de la mujer en la literatura de época, ofreciendo una protagonista que desafía las convenciones sociales y de género.</li>
</ul>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>La literatura en español enfrenta barreras sistémicas en el mercado angloparlante. Cada reconocimiento de este tipo ayuda a mitigar la desigualdad cultural y lingüística, fomentando una mayor equidad en la industria editorial global.</p>
<ul>
<li><strong>Diversidad cultural:</strong> Se promueven voces y perspectivas del mundo hispanohablante, enriqueciendo el panorama literario global.</li>
<li><strong>Acceso equitativo:</strong> Hitos como este abren puertas para que más traducciones y obras de autores no anglófonos lleguen a un público más amplio.</li>
</ul>
<h3>ODS 4, 11 y 16: Educación, Cultura y Sociedades Pacíficas</h3>
<p>Las obras analizadas funcionan como herramientas educativas y de reflexión que contribuyen a la construcción de sociedades más justas, cultas e inclusivas.</p>
<ol>
<li><strong>Educación de Calidad (ODS 4):</strong> La lectura de estas obras fomenta el pensamiento crítico, la empatía y la comprensión intercultural.</li>
<li><strong>Ciudades y Comunidades Sostenibles (ODS 11):</strong> La obra de Mariana Enriquez, <em>Alguien camina sobre tu tumba</em>, explora cementerios como espacios de memoria cultural y patrimonio histórico, promoviendo la salvaguardia del patrimonio cultural material e inmaterial.</li>
<li><strong>Paz, Justicia e Instituciones Sólidas (ODS 16):</strong> Enriquez conecta la mortalidad con realidades políticas y sociales, invitando a una reflexión sobre la memoria histórica y la justicia, elementos clave para la construcción de sociedades pacíficas.</li>
</ol>
<h2>Detalles de las Obras y su Alineación Específica</h2>
<h3>Mariana Enriquez: “Alguien camina sobre tu tumba”</h3>
<p>Esta colección de crónicas de viajes por cementerios trasciende el mero relato para convertirse en un análisis cultural profundo.</p>
<ul>
<li><strong>Temáticas:</strong> Memoria, duelo, historia política y patrimonio arquitectónico.</li>
<li><strong>Alineación con ODS:</strong>
<ul>
<li><strong>ODS 11:</strong> Al documentar y reflexionar sobre estos espacios, la obra contribuye a la valoración del patrimonio cultural de diversas comunidades.</li>
<li><strong>ODS 16:</strong> Los textos actúan como “ventanas a los misterios de la mortalidad” que se conectan con las realidades sociales y políticas, fomentando la memoria colectiva como pilar de justicia.</li>
</ul>
</li>
</ul>
<h3>Virginia Feito: “Victorian Psycho”</h3>
<p>Un thriller psicológico que utiliza el marco de la Inglaterra del siglo XIX para deconstruir las expectativas de género.</p>
<ul>
<li><strong>Temáticas:</strong> Venganza, violencia, identidad femenina y crítica a las convenciones sociales.</li>
<li><strong>Alineación con ODS:</strong>
<ul>
<li><strong>ODS 5:</strong> La construcción de una protagonista femenina compleja y transgresora desafía directamente los estereotipos de género y promueve un debate sobre la agencia y el poder de la mujer.</li>
</ul>
</li>
</ul>
<h2>Conclusión</h2>
<p>El reconocimiento otorgado a Mariana Enriquez y Virginia Feito por TIME no es un hecho aislado, sino una evidencia del rol fundamental que la literatura en español desempeña en el avance de la agenda global de desarrollo. Al promover la igualdad de género (ODS 5), reducir las desigualdades culturales (ODS 10) y fomentar la educación y la memoria histórica (ODS 4, 11 y 16), estas autoras y sus obras demuestran que la cultura es un pilar indispensable para construir un futuro más sostenible y equitativo.</p>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h3>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h3>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se conecta con el ODS 4 al destacar el papel de la literatura en la promoción de la diversidad cultural y el entendimiento global. La literatura, como se describe, es una herramienta educativa que permite “generar debate, explorar tabúes y proponer visiones contemporáneas”. Al enriquecer el “diálogo global”, las obras de Enriquez y Feito contribuyen a una educación más amplia y a la valoración de diferentes culturas, un componente clave de la educación de calidad.</p>
</li>
<li>
<h3>ODS 5: Igualdad de Género</h3>
<p>El artículo se centra exclusivamente en el éxito de dos autoras, Mariana Enriquez y Virginia Feito. Este enfoque en mujeres creadoras que alcanzan reconocimiento en un escenario global dominado históricamente por voces masculinas y anglófonas subraya un avance hacia la igualdad de género. Su éxito visibiliza y empodera a las mujeres en el campo de las artes y la cultura, promoviendo su participación plena en la vida pública.</p>
</li>
<li>
<h3>ODS 8: Trabajo Decente y Crecimiento Económico</h3>
<p>Este objetivo es relevante a través de la promoción de las industrias culturales. El reconocimiento internacional de las autoras no solo representa un logro personal, sino que también impulsa la industria editorial en español. La mención de que la novela de Virginia Feito será adaptada al cine por el estudio A24 es un ejemplo concreto de cómo un producto cultural local (un libro) genera crecimiento económico y empleo en la economía creativa a nivel global.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo aborda directamente la desigualdad entre las culturas y los mercados lingüísticos. Señala “las barreras que aún enfrenta la literatura en español en el mercado angloparlante” y cómo “las listas prestigiosas siguen siendo dominadas por narrativas anglófonas”. El reconocimiento de Enriquez y Feito es presentado como un hito que rompe estas barreras y promueve la inclusión de “voces que tradicionalmente han sido marginadas”, contribuyendo así a reducir las desigualdades culturales a nivel mundial.</p>
</li>
</ul>
<h3>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h3>
<ul>
<li>
<h3>Meta 4.7</h3>
<p><em>“Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover… la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible”.</em> El artículo enfatiza cómo la literatura en español “enriquece el diálogo global”, lo que se alinea directamente con la valoración de la diversidad cultural como un componente educativo.</p>
</li>
<li>
<h3>Meta 5.5</h3>
<p><em>“Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo a todos los niveles decisorios en la vida… pública”.</em> El reconocimiento de dos autoras en una lista tan influyente como la de la revista TIME es un claro ejemplo de participación y liderazgo femenino en la vida pública y cultural, un ámbito de gran influencia social.</p>
</li>
<li>
<h3>Meta 8.9</h3>
<p><em>“Elaborar y poner en práctica políticas encaminadas a promover un turismo sostenible que cree puestos de trabajo y promueva la cultura y los productos locales”.</em> Aunque no se habla de turismo, la parte central de esta meta es la promoción de “la cultura y los productos locales”. Los libros de Enriquez (Argentina) y Feito (España) son productos culturales locales que, al obtener reconocimiento internacional, promueven la cultura de sus países de origen.</p>
</li>
<li>
<h3>Meta 10.2</h3>
<p><em>“Potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su… origen… u otra condición”.</em> El artículo celebra la inclusión de autoras hispanohablantes, rompiendo con la dominancia anglófona. Esto se alinea con la promoción de la inclusión cultural de voces de diferentes orígenes lingüísticos y geográficos en el escenario mundial.</p>
</li>
</ul>
<h3>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h3>
<ul>
<li>
<h3>Indicador para la Meta 5.5 (implícito)</h3>
<p>El artículo proporciona un dato cuantitativo que puede servir como indicador: el <strong>número de mujeres autoras reconocidas en listas literarias de prestigio internacional</strong>. El texto especifica que “dos autoras hispanohablantes” fueron incluidas, lo que permite medir la representación femenina en estos espacios.</p>
</li>
<li>
<h3>Indicador para la Meta 10.2 (implícito)</h3>
<p>De manera similar, el artículo sugiere un indicador para medir la desigualdad cultural: la <strong>proporción de autores de grupos lingüísticos no dominantes (en este caso, hispanohablantes) en reconocimientos culturales globales</strong>. La frase “Que solo dos autoras hispanohablantes hayan sido incluidas refleja, también, las barreras que aún enfrenta la literatura en español” funciona como una evaluación de este indicador, señalando que la representación aún es baja pero que su presencia es un avance.</p>
</li>
<li>
<h3>Indicador para la Meta 8.9 (implícito)</h3>
<p>Un indicador implícito es el <strong>número de productos culturales locales que alcanzan distribución y adaptación internacional</strong>. El artículo menciona explícitamente que la novela <em>Victorian Psycho</em> “se internará en breve en el cine: su adaptación por parte del estudio A24 ya ha sido anunciada”, lo que sirve como un dato medible del impacto económico y cultural de una obra local en el mercado global.</p>
</li>
</ul>
<h3>4. Tabla de ODS, metas e indicadores</h3>
<table border="1">
<thead>
<tr>
<th>ODS, metas e indicadores</th>
</tr>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.7:</strong> Promover la valoración de la diversidad cultural y la contribución de la cultura al desarrollo sostenible.</td>
<td>Presencia de obras literarias que promueven la diversidad cultural en plataformas mediáticas y culturales globales (ej. revista TIME).</td>
</tr>
<tr>
<td><strong>ODS 5:</strong> Igualdad de Género</td>
<td><strong>Meta 5.5:</strong> Asegurar la participación plena y efectiva de las mujeres y la igualdad de oportunidades de liderazgo en la vida pública.</td>
<td>Número de mujeres autoras incluidas en listas de reconocimiento literario internacional (el artículo menciona “dos autoras”).</td>
</tr>
<tr>
<td><strong>ODS 8:</strong> Trabajo Decente y Crecimiento Económico</td>
<td><strong>Meta 8.9:</strong> Promover la cultura y los productos locales.</td>
<td>Número de productos culturales locales (libros) que logran distribución y adaptación internacional (ej. adaptación cinematográfica por A24).</td>
</tr>
<tr>
<td><strong>ODS 10:</strong> Reducción de las Desigualdades</td>
<td><strong>Meta 10.2:</strong> Potenciar y promover la inclusión social y cultural de todas las personas, independientemente de su origen.</td>
<td>Proporción de autores de grupos lingüísticos no dominantes (hispanohablantes) en premios y reconocimientos literarios de alcance mundial.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://aldianews.com/es/culture/libros-y-autores/literatura-en-espanol">aldianews.com</a></strong></p>
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<title>Programa Adopta a un autor cerró 2025 con presencia en 65 instituciones educativas oficiales de Medellín – medellin.edu.co</title>
<link>https://sdgtalks.ai/Es/programa-adopta-a-un-autor-cerro-2025-con-presencia-en-65-instituciones-educativas-oficiales-de-medellin-medellineduco</link>
<guid>https://sdgtalks.ai/Es/programa-adopta-a-un-autor-cerro-2025-con-presencia-en-65-instituciones-educativas-oficiales-de-medellin-medellineduco</guid>
<description><![CDATA[ Programa Adopta a un autor cerró 2025 con presencia en 65 instituciones educativas oficiales de Medellín  medellin.edu.co ]]></description>
<enclosure url="https://www.medellin.edu.co/wp-content/uploads/2025/11/Programa-Adopta-a-un-autor-cerro-2025-con-presencia-en-65-instituciones-educativas-oficiales-de-Medellin-06.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 00:00:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Programa, Adopta, autor, cerró, 2025, con, presencia, instituciones, educativas, oficiales, Medellín, –, medellin.edu.co</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe del Programa ‘Adopta a un Autor’: Impacto en los Objetivos de Desarrollo Sostenible en Medellín</h2>
<h3>Introducción y Alineación Estratégica con los ODS</h3>
<p>La estrategia “Adopta a un autor”, liderada por la Alcaldía de Medellín, concluyó su ciclo 2025 con un evento de reconocimiento en el Centro de Innovación del Maestro (MOVA). Este programa se consolida como una herramienta fundamental para el avance de la política pública de Lectura, Escritura y Oralidad (LEO), alineándose directamente con múltiples Objetivos de Desarrollo Sostenible (ODS), especialmente en las áreas de educación de calidad, reducción de desigualdades y creación de alianzas estratégicas.</p>
<h3>ODS 4: Educación de Calidad</h3>
<p>El programa impacta de manera directa en la consecución del ODS 4 al fortalecer las competencias educativas y fomentar el aprendizaje inclusivo y equitativo. Las acciones implementadas se centraron en mejorar la calidad de la educación y la comprensión lectora, pilares de este objetivo.</p>
<ul>
<li><b>Mejora de Habilidades LEO:</b> Se realizaron talleres y asesorías especializadas para docentes y estudiantes, fortaleciendo las capacidades pedagógicas y las habilidades de lectoescritura en la comunidad educativa.</li>
<li><b>Fomento de la Comprensión Lectora:</b> La interacción directa entre autores y estudiantes está diseñada para aumentar el interés por la lectura y, consecuentemente, mejorar los niveles de comprensión.</li>
<li><b>Inversión en Calidad Educativa:</b> La alianza con MOVA permitió la canalización de recursos específicos para el mejoramiento de la calidad educativa, un componente central del ODS 4.</li>
</ul>
<h3>ODS 10 y ODS 11: Reducción de las Desigualdades y Comunidades Sostenibles</h3>
<p>“Adopta a un autor” demuestra un compromiso significativo con la reducción de las desigualdades (ODS 10) y el fomento de comunidades inclusivas y sostenibles (ODS 11) a través de su modelo de descentralización, garantizando que los beneficios del programa lleguen a poblaciones diversas.</p>
<ol>
<li><b>Alcance Territorial:</b> El programa se implementó en 65 instituciones educativas oficiales, asegurando una amplia cobertura geográfica.</li>
<li><b>Inclusión de Zonas Rurales y Urbanas:</b> De las instituciones beneficiadas, 56 se ubican en zonas urbanas y 9 en los corregimientos de San Cristóbal, San Antonio de Prado y Altavista, cerrando brechas de acceso a oportunidades culturales y educativas.</li>
<li><b>Fortalecimiento del Tejido Social:</b> Al llevar eventos culturales y formativos a diferentes barrios y corregimientos, la iniciativa promueve la cohesión social y el desarrollo de comunidades más resilientes e integradas.</li>
</ol>
<h3>ODS 17: Alianzas para Lograr los Objetivos</h3>
<p>El éxito y la expansión del programa en 2025 son un claro ejemplo de la efectividad del ODS 17. La colaboración entre distintas entidades fue clave para maximizar el impacto de la iniciativa.</p>
<ul>
<li><b>Alianza Estratégica Clave:</b> La colaboración entre la Alcaldía de Medellín, la Secretaría de Educación, los Eventos del Libro y el Centro de Innovación del Maestro (MOVA) fue fundamental para ampliar el alcance y los recursos del programa.</li>
<li><b>Coordinación Interinstitucional:</b> La Secretaría de Educación lideró y promovió activamente el proceso, asegurando una implementación coordinada y efectiva junto a docentes y formadoras en los colegios del Distrito.</li>
</ul>
<h3>Resultados Cuantitativos Clave del Período 2025</h3>
<p>Las métricas del programa reflejan un impacto tangible en la comunidad educativa de Medellín.</p>
<ul>
<li><b>Encuentros Generados:</b> 88 encuentros entre escritores y la comunidad lectora.</li>
<li><b>Instituciones Educativas Impactadas:</b> 65 centros oficiales.</li>
<li><b>Distribución Geográfica:</b> 56 instituciones en zonas urbanas y 9 en corregimientos.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>Este es el objetivo principal abordado en el artículo. La iniciativa “Adopta a un autor” se centra directamente en mejorar la calidad educativa a través del fomento de la lectura, la escritura y la oralidad (habilidades LEO). El artículo menciona explícitamente que el programa busca mejorar la “calidad educativa y la comprensión lectora” en 65 instituciones educativas oficiales, lo cual es el núcleo del ODS 4.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>El artículo destaca el esfuerzo del programa por ser inclusivo y descentralizado. Se menciona que la iniciativa llega a “distintos barrios y corregimientos de la ciudad”, especificando que de las 65 instituciones, nueve están en los corregimientos de San Cristóbal, San Antonio de Prado y Altavista. Al llevar recursos y oportunidades educativas a zonas rurales o periféricas, el programa contribuye a reducir la brecha de desigualdad en el acceso a la cultura y la educación de calidad entre las zonas urbanas y rurales de Medellín.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.1: Para 2030, asegurar que todas las niñas y todos los niños terminen la enseñanza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados de aprendizaje pertinentes y efectivos.</h3>
<p>El programa contribuye a la “calidad” y a los “resultados de aprendizaje pertinentes y efectivos” de esta meta. Al organizar talleres, asesorías y encuentros con autores, la iniciativa busca mejorar directamente la “comprensión lectora” y las habilidades LEO de los estudiantes, que son resultados de aprendizaje fundamentales.</p>
</li>
<li>
<h3>Meta 4.6: Para 2030, asegurar que todos los jóvenes y una proporción considerable de los adultos, tanto hombres como mujeres, estén alfabetizados y tengan nociones elementales de aritmética.</h3>
<p>Aunque se enfoca en estudiantes (jóvenes), el programa es una estrategia de fomento de la lectura y la escritura, que son los componentes clave de la alfabetización. Al fortalecer estas habilidades en el sistema educativo, se asegura que la población joven alcance un nivel de alfabetización funcional y de alta calidad.</p>
</li>
<li>
<h3>Meta 10.2: Para 2030, potenciar y promover la inclusión social, económica y política de todas las personas, independientemente de su edad, sexo, discapacidad, raza, etnia, origen, religión o situación económica u otra condición.</h3>
<p>El artículo subraya la “descentralización” del programa como un valor clave. Al extenderse a nueve instituciones en corregimientos, la iniciativa promueve la inclusión social y cultural de los estudiantes de estas zonas, asegurando que no se queden atrás en el acceso a oportunidades educativas enriquecedoras disponibles en las áreas urbanas centrales.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<p>Sí, el artículo proporciona datos cuantitativos que pueden funcionar como indicadores para medir el alcance y el progreso del programa en relación con los ODS identificados:</p>
<ul>
<li>
<h3>Indicadores para el ODS 4 (Educación de Calidad):</h3>
<ul>
<li><strong>Número de instituciones educativas beneficiadas:</strong> El artículo menciona que el programa tuvo presencia en “65 instituciones educativas oficiales”. Este dato puede usarse para medir la cobertura y la escala de la intervención educativa.</li>
<li><strong>Número de actividades de fomento a la lectura realizadas:</strong> Se especifica que se generaron “88 encuentros entre escritores y lectores”. Este es un indicador directo de la intensidad del programa y de las oportunidades de aprendizaje creadas.</li>
<li><strong>Mejora en las competencias de los estudiantes (implícito):</strong> Aunque no se proporciona una métrica, el objetivo de mejorar la “comprensión lectora” implica la necesidad de un indicador para medir el progreso en los resultados de aprendizaje de los estudiantes participantes.</li>
</ul>
</li>
<li>
<h3>Indicadores para el ODS 10 (Reducción de las Desigualdades):</h3>
<ul>
<li><strong>Distribución geográfica del programa:</strong> El artículo desglosa la ubicación de las escuelas: “56 están ubicadas en zonas urbanas y nueve en los corregimientos”. Esta proporción (aproximadamente el 14% en corregimientos) es un indicador clave para medir el progreso hacia una mayor equidad territorial y la reducción de la desigualdad en el acceso a programas educativos.</li>
</ul>
</li>
</ul>
<h2>4. Cree una tabla con tres columnas titulada ‘ODS, metas e indicadores’ para presentar los hallazgos del análisis del artículo.</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4: Educación de Calidad</strong></td>
<td>
<ul>
<li><strong>4.1:</strong> Asegurar una educación primaria y secundaria de calidad con resultados de aprendizaje efectivos.</li>
<li><strong>4.6:</strong> Asegurar que los jóvenes estén alfabetizados.</li>
</ul>
</td>
<td>
<ul>
<li>Número de instituciones educativas oficiales participantes (65).</li>
<li>Número de encuentros entre escritores y lectores realizados (88).</li>
<li>Mejora en la comprensión lectora (indicador implícito).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>ODS 10: Reducción de las Desigualdades</strong></td>
<td>
<ul>
<li><strong>10.2:</strong> Promover la inclusión social de todas las personas.</li>
</ul>
</td>
<td>
<ul>
<li>Número de instituciones beneficiadas en corregimientos (9).</li>
<li>Proporción de instituciones en zonas rurales/periféricas frente a urbanas (9 de 65).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.medellin.edu.co/programa-adopta-a-un-autor-cerro-2025-con-presencia-en-65-instituciones-educativas-oficiales-de-medellin/">medellin.edu.co</a></strong></p>
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<title>El Estado de la Ciencia – Principales Indicadores de Ciencia y Tecnología Iberoamericanos / Interamericanos 2025 – Organización de Estados Iberoamericanos</title>
<link>https://sdgtalks.ai/Es/el-estado-de-la-ciencia-principales-indicadores-de-ciencia-y-tecnologia-iberoamericanos-interamericanos-2025-organizacion-de-estados-iberoamericanos</link>
<guid>https://sdgtalks.ai/Es/el-estado-de-la-ciencia-principales-indicadores-de-ciencia-y-tecnologia-iberoamericanos-interamericanos-2025-organizacion-de-estados-iberoamericanos</guid>
<description><![CDATA[ El Estado de la Ciencia - Principales Indicadores de Ciencia y Tecnología Iberoamericanos / Interamericanos 2025  Organización de Estados Iberoamericanos ]]></description>
<enclosure url="https://oei.int/wp-content/uploads/2025/11/estado-2025-portada.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 00:00:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Estado, Ciencia, –, Principales, Indicadores, Ciencia, Tecnología, Iberoamericanos, Interamericanos, 2025, –, Organización, Estados, Iberoamericanos</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre “El Estado de la Ciencia 2025”: Contribuciones al Avance de los Objetivos de Desarrollo Sostenible en Iberoamérica</h2>
<h3>1. Marco Estratégico y Colaboración Interinstitucional</h3>
<p>La publicación “El Estado de la Ciencia 2025” constituye un esfuerzo colaborativo fundamental para el seguimiento de la Agenda 2030 en Iberoamérica. Editada por la Organización de Estados Iberoamericanos (OEI), a través de su Observatorio Iberoamericano de la Ciencia, la Tecnología y la Sociedad (OCTS), y la UNESCO, esta iniciativa materializa el <strong>Objetivo de Desarrollo Sostenible 17 (Alianzas para lograr los objetivos)</strong>. La sinergia entre la Red Iberoamericana de Indicadores de Ciencia y Tecnología (RICYT), los organismos nacionales de ciencia y tecnología, y una amplia comunidad de expertos, permite generar un diagnóstico robusto que combina análisis estadístico con perspectivas cualitativas sobre el rol de la ciencia en el desarrollo sostenible.</p>
<h2>2. Análisis de Indicadores Clave para el Desarrollo Sostenible</h2>
<h3>2.1. Medición del Progreso en el ODS 9: Industria, Innovación e Infraestructura</h3>
<p>El informe presenta una evaluación detallada de los indicadores de ciencia y tecnología, esenciales para medir el avance hacia las metas del <strong>ODS 9</strong>. La sección “El Estado de la Ciencia en imágenes” ofrece una visualización gráfica de las tendencias regionales, facilitando la comprensión del impacto de la CTI en el contexto global. Los indicadores comparativos son cruciales para el diseño de políticas públicas basadas en evidencia.</p>
<ul>
<li><strong>Inversión en I+D:</strong> Métrica directa para la meta 9.5, que busca aumentar la investigación científica y mejorar la capacidad tecnológica.</li>
<li><strong>Recursos Humanos en Investigación:</strong> Capital humano indispensable para fortalecer la innovación y la soberanía tecnológica, contribuyendo simultáneamente al <strong>ODS 4 (Educación de Calidad)</strong>.</li>
<li><strong>Producción Científica:</strong> Refleja la capacidad de la región para generar conocimiento y soluciones innovadoras que impulsen un desarrollo industrial inclusivo y sostenible.</li>
</ul>
<h2>3. Tecnologías Emergentes y su Impacto en la Equidad Social</h2>
<h3>3.1. La Computación Cuántica: Oportunidades y Desafíos para el ODS 10</h3>
<p>La edición 2025 dedica un dossier especial a la computación cuántica, analizando su potencial transformador desde la perspectiva del <strong>ODS 10 (Reducción de las desigualdades)</strong>. Este campo emergente representa una dualidad crítica para la región:</p>
<ol>
<li><strong>Oportunidad Estratégica:</strong> La integración temprana en este nuevo paradigma tecnológico puede generar soluciones disruptivas para igualar las condiciones de vida, cerrar brechas sociales y promover un desarrollo más equitativo.</li>
<li><strong>Riesgo de Exclusión:</strong> La permanencia al margen de esta tendencia global podría acentuar las desigualdades existentes, creando nuevas brechas de desarrollo científico y tecnológico entre los países.</li>
</ol>
<h2>4. Recursos de Datos para el Fortalecimiento del Ecosistema de Innovación</h2>
<h3>4.1. Fomento de la Educación Superior y la Generación de Conocimiento (ODS 4)</h3>
<p>El informe se complementa con una selección de bases de datos que son herramientas vitales para el análisis y la formulación de políticas. Se destaca el rol protagónico de las universidades en la producción de conocimiento, un pilar para el cumplimiento del <strong>ODS 4</strong>. La disponibilidad de datos abiertos y metodologías robustas fortalece el ecosistema de CTI en su conjunto.</p>
<ul>
<li><strong>Base de Datos RICYT:</strong> Acceso a 135 series estadísticas completas sobre ciencia y tecnología en www.ricyt.org.</li>
<li><strong>Red INDICES:</strong> Provee indicadores de educación superior, un complemento esencial para entender la formación de capital humano avanzado, disponible en www.redindices.org.</li>
</ul>
<p>Estos recursos son fundamentales para que los tomadores de decisiones, investigadores y la sociedad civil puedan evaluar el estado del arte de la ciencia y la tecnología y su alineación con los Objetivos de Desarrollo Sostenible.</p>
<h2>Objetivos de Desarrollo Sostenible (ODS) Abordados</h2>
<ul>
<li>
<h3>ODS 9: Industria, Innovación e Infraestructura</h3>
<p>El artículo se centra en la publicación “El Estado de la Ciencia”, que analiza indicadores de ciencia y tecnología. Esto se alinea directamente con el ODS 9, que busca construir infraestructuras resilientes, promover la industrialización inclusiva y sostenible, y fomentar la innovación. El texto menciona explícitamente la “inversión en I+D”, los “recursos humanos disponibles para la investigación”, la “producción científica” y la exploración de tecnologías emergentes como la “computación cuántica”, todos elementos centrales para el fomento de la innovación.</p>
</li>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo hace referencia a la Red Iberoamericana de Indicadores de Educación Superior (INDICES) y destaca que sus datos son un “complemento muy importante para los indicadores de ciencia y tecnología”. Reconoce el papel protagónico de las universidades en la “producción de conocimiento” en la región, conectando directamente la educación superior con el avance científico y tecnológico, lo cual es relevante para las metas de educación terciaria del ODS 4.</p>
</li>
<li>
<h3>ODS 10: Reducción de las Desigualdades</h3>
<p>Se aborda este objetivo al discutir el impacto de la computación cuántica. El artículo señala que esta disciplina podría “igualar las condiciones de vida en nuestras sociedades”, pero también advierte sobre un “riesgo de exclusión para aquellos que permanezcan al margen del desarrollo científico y tecnológico global”. Esto refleja una preocupación por la desigualdad de oportunidades y resultados entre países, un tema central del ODS 10.</p>
</li>
<li>
<h3>ODS 17: Alianzas para lograr los Objetivos</h3>
<p>La propia existencia de la publicación “El Estado de la Ciencia” es un ejemplo del ODS 17. El artículo destaca que es el “fruto del esfuerzo colaborativo” entre la OEI, la UNESCO y los organismos de ciencia y tecnología de los países participantes en la Red Iberoamericana de Indicadores de Ciencia y Tecnología (RICYT). Esta colaboración para recopilar y difundir datos y conocimientos es fundamental para la meta de fortalecer las alianzas globales para el desarrollo sostenible.</p>
</li>
</ul>
<h2>Metas Específicas de los ODS Identificadas</h2>
<ul>
<li>
<h3>Meta 9.5: Fomentar la investigación científica y mejorar la capacidad tecnológica</h3>
<p>Esta meta busca aumentar la investigación científica y mejorar las capacidades tecnológicas. El artículo se alinea perfectamente con ella al describir cómo la publicación “El Estado de la Ciencia” presenta indicadores clave sobre “inversión en I+D”, “recursos humanos disponibles para la investigación” y “producción científica”, que son las métricas utilizadas para seguir el progreso de esta meta.</p>
</li>
<li>
<h3>Meta 4.3: Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad</h3>
<p>El artículo menciona la inclusión de “indicadores de educación superior provenientes del relevamiento de datos de la Red Iberoamericana de Indicadores de Educación Superior (INDICES)”. Al recopilar y analizar estos datos, se contribuye a monitorear y comprender el estado de la educación superior en la región, lo cual es un paso fundamental para trabajar hacia el acceso equitativo y de calidad que promueve esta meta.</p>
</li>
<li>
<h3>Meta 17.6: Mejorar la cooperación y el acceso a la ciencia, la tecnología y la innovación</h3>
<p>El informe es un producto directo de la cooperación regional e internacional entre la OEI, la UNESCO y múltiples países a través de la RICYT. Su propósito es combinar y difundir “información estadística” y la “perspectiva de expertos” sobre ciencia y tecnología, lo que encarna el espíritu de mejorar el intercambio de conocimientos y la cooperación en CTI que persigue esta meta.</p>
</li>
<li>
<h3>Meta 17.18: Aumentar la disponibilidad de datos de alta calidad, oportunos y fiables</h3>
<p>El objetivo principal de la RICYT y de la publicación es proveer “información estadística” y un “conjunto total de datos, que abarca 135 series estadísticas” sobre ciencia, tecnología y educación superior. Este esfuerzo por recopilar, sistematizar y publicar datos es una contribución directa a la mejora de la capacidad estadística de los países de la región, tal como lo estipula esta meta.</p>
</li>
</ul>
<h2>Indicadores de los ODS Mencionados o Implícitos</h2>
<ul>
<li>
<h3>Indicador 9.5.1 (Implícito): Gasto en investigación y desarrollo como porcentaje del PIB</h3>
<p>El artículo menciona que la publicación incluye “indicadores comparativos” que presentan una visión de la “inversión en I+D” en el contexto económico de la región. Aunque no se cita el indicador exacto, la “inversión en I+D” es la base del Indicador 9.5.1, que mide precisamente este gasto en relación con el PIB para evaluar el esfuerzo innovador de un país.</p>
</li>
<li>
<h3>Indicador 9.5.2 (Implícito): Investigadores por cada millón de habitantes</h3>
<p>El texto señala que el informe analiza los “recursos humanos disponibles para la investigación”. Esta es una referencia directa al tipo de datos que se utilizan para calcular el Indicador 9.5.2, que cuantifica el capital humano dedicado a la investigación y el desarrollo, siendo una medida clave de la capacidad de innovación de una nación.</p>
</li>
<li>
<h3>Indicador 17.18.3 (Implícito): Países con un plan nacional de estadística que se encuentra en plena ejecución</h3>
<p>La existencia y el funcionamiento de la Red Iberoamericana de Indicadores de Ciencia y Tecnología (RICYT) y la Red INDICES, que son esfuerzos sistemáticos y colaborativos para la recopilación de datos, implican que los países participantes tienen mecanismos y planes para la producción de estadísticas en los campos de la ciencia, la tecnología y la educación superior. La propia red es una manifestación del progreso hacia la capacidad estadística que este indicador busca medir.</p>
</li>
</ul>
<h2>ODS, metas e indicadores</h2>
<table border="1">
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 9:</b> Industria, Innovación e Infraestructura</td>
<td><b>Meta 9.5:</b> Fomentar la investigación científica y mejorar la capacidad tecnológica.</td>
<td>
<ul>
<li><b>Indicador 9.5.1 (Implícito):</b> Gasto en investigación y desarrollo como porcentaje del PIB (referenciado a través de “inversión en I+D”).</li>
<li><b>Indicador 9.5.2 (Implícito):</b> Investigadores por cada millón de habitantes (referenciado a través de “recursos humanos disponibles para la investigación”).</li>
</ul>
</td>
</tr>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.3:</b> Asegurar el acceso igualitario a la formación técnica, profesional y superior de calidad.</td>
<td>El artículo menciona la existencia de “indicadores de educación superior” de la red INDICES, que son la base para medir el progreso hacia esta meta.</td>
</tr>
<tr>
<td><b>ODS 10:</b> Reducción de las Desigualdades</td>
<td>No se identifica una meta específica, pero el concepto general de reducir la desigualdad entre países se aborda a través de la discusión sobre el “riesgo de exclusión” tecnológica.</td>
<td>No se mencionan indicadores específicos, pero se implica la necesidad de medir la brecha tecnológica entre países.</td>
</tr>
<tr>
<td><b>ODS 17:</b> Alianzas para lograr los Objetivos</td>
<td>
<ul>
<li><b>Meta 17.6:</b> Mejorar la cooperación y el acceso a la ciencia, la tecnología y la innovación.</li>
<li><b>Meta 17.18:</b> Aumentar la disponibilidad de datos de alta calidad, oportunos y fiables.</li>
</ul>
</td>
<td>
<ul>
<li>La colaboración entre OEI, UNESCO y RICYT es una manifestación de la Meta 17.6.</li>
<li><b>Indicador 17.18.3 (Implícito):</b> La existencia de la red RICYT y la publicación de sus datos sugieren que los países miembros tienen planes y capacidad para la producción de estadísticas en CTI.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://oei.int/oficinas/argentina/publicaciones/el-estado-de-la-ciencia-principales-indicadores-de-ciencia-y-tecnologia-iberoamericanos-interamericanos-2025/">oei.int</a></strong></p>
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<title>En Nuevo León, Mario Delgado reafirma compromiso de ofrecer educación desde la primera infancia – El Economista</title>
<link>https://sdgtalks.ai/Es/en-nuevo-leon-mario-delgado-reafirma-compromiso-de-ofrecer-educacion-desde-la-primera-infancia-el-economista</link>
<guid>https://sdgtalks.ai/Es/en-nuevo-leon-mario-delgado-reafirma-compromiso-de-ofrecer-educacion-desde-la-primera-infancia-el-economista</guid>
<description><![CDATA[ En Nuevo León, Mario Delgado reafirma compromiso de ofrecer educación desde la primera infancia  El Economista ]]></description>
<enclosure url="https://imagenes.eleconomista.com.mx/files/image_1200_600/files/fp/uploads/2025/11/21/6921013bcf7a3.r_d.1041-223-8579.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 00:00:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Nuevo, León, Mario, Delgado, reafirma, compromiso, ofrecer, educación, desde, primera, infancia, –, Economista</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre el Fortalecimiento de la Educación Inicial en México y su Alineación con los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Compromiso Estratégico con la Primera Infancia y la Agenda 2030</h3>
<p>El Sistema Educativo Nacional (SEN) ha establecido como un reto prioritario la atención a la educación inicial, en cumplimiento con el marco constitucional y en un esfuerzo por avanzar significativamente en la Agenda 2030 para el Desarrollo Sostenible. El secretario de Educación Pública, Mario Delgado Carrillo, ha confirmado el compromiso de la administración de la Presidenta Claudia Sheinbaum Pardo para expandir este derecho fundamental, reconociendo que la inversión en la primera infancia es una de las estrategias más efectivas para el desarrollo sostenible de la nación.</p>
<h3>2. Alineación Directa con el ODS 4: Garantizar una Educación de Calidad</h3>
<p>La política nacional para la primera infancia se alinea directamente con el <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>, específicamente con su meta 4.2, que busca asegurar que todas las niñas y niños tengan acceso a servicios de atención y desarrollo en la primera infancia y una enseñanza preescolar de calidad. Las acciones clave para lograr este objetivo incluyen:</p>
<ul>
<li>Universalizar el acceso a la educación inicial como un derecho garantizado por el Estado.</li>
<li>Establecer a los Centros de Desarrollo Infantil (CENDI) como el modelo de referencia en calidad y política pública.</li>
<li>Diseñar e implementar, en coordinación con la Dirección General de @prende.mx, cursos de capacitación para madres y padres de familia, fortaleciendo el entorno de aprendizaje desde el hogar.</li>
</ul>
<h3>3. Asignación de Recursos y Marco Normativo para el Desarrollo Sostenible</h3>
<p>Para materializar estos compromisos, se han delineado estrategias financieras y legislativas concretas que refuerzan la infraestructura institucional necesaria para cumplir con los ODS.</p>
<ol>
<li><strong>Inversión Financiera (PEF 2026):</strong> Se ha informado que el Presupuesto de Egresos de la Federación 2026 destinará un apoyo sustancial a los CENDI, reconociendo su papel fundamental como catalizadores de una educación inicial inclusiva y de calidad.</li>
<li><strong>Marco Normativo Unificado:</strong> Se está elaborando una iniciativa de ley para regular y articular las diversas ofertas de educación inicial existentes en el país. Esta medida es crucial para avanzar hacia el <strong>ODS 16 (Paz, Justicia e Instituciones Sólidas)</strong>, al crear un sistema educativo más coherente, equitativo y con una gobernanza efectiva.</li>
</ol>
<h3>4. Impacto Multiplicador en Otros Objetivos de Desarrollo Sostenible</h3>
<p>La inversión en la primera infancia trasciende el ámbito educativo, generando un impacto positivo y medible en múltiples ODS, lo que demuestra el carácter integral de esta política pública.</p>
<ul>
<li><strong>ODS 1 (Fin de la Pobreza) y ODS 10 (Reducción de las Desigualdades):</strong> Al garantizar un comienzo equitativo en la vida, se sientan las bases para romper ciclos intergeneracionales de pobreza y se reduce la brecha de oportunidades entre distintos grupos socioeconómicos.</li>
<li><strong>ODS 5 (Igualdad de Género):</strong> La expansión de centros de desarrollo infantil de calidad facilita la plena participación de las mujeres en la fuerza laboral, promoviendo su autonomía económica y contribuyendo directamente a la igualdad de género.</li>
</ul>
<h3>5. Colaboraciones Estratégicas para el Cumplimiento de Metas Globales</h3>
<p>En consonancia con el <strong>ODS 17 (Alianzas para lograr los Objetivos)</strong>, la Secretaría de Educación Pública está fortaleciendo la cooperación con actores nacionales e internacionales para acelerar el progreso.</p>
<ul>
<li>Se ha anunciado un proyecto colaborativo con el Fondo de las Naciones Unidas para la Infancia (UNICEF) para impulsar de manera decidida la educación en la primera infancia.</li>
<li>La realización del 25° Encuentro Internacional de Educación Inicial y Preescolar, con la participación de 20 países, subraya el compromiso de México con el intercambio de conocimientos y mejores prácticas a nivel global para alcanzar las metas de desarrollo sostenible.</li>
</ul>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra de manera inequívoca en el ODS 4, cuyo objetivo es “Garantizar una educación inclusiva, equitativa y de calidad y promover oportunidades de aprendizaje durante toda la vida para todos”. El texto aborda directamente la educación inicial y preescolar, un componente fundamental de este objetivo. Se destaca el compromiso del gobierno mexicano, a través del secretario de Educación Pública, para “atender la educación inicial, como lo establece el marco constitucional” y “expandir el derecho a la educación para las niñas y los niños de este sector”. Las acciones mencionadas, como la asignación de presupuesto en el PEF 2026 para los Centros de Desarrollo Infantil (CENDI), la creación de un marco normativo unificado y el diseño de cursos para padres, son todas iniciativas encaminadas a mejorar la calidad y el acceso a la educación en la primera infancia.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.2: Asegurar el acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad</h3>
<p>Esta meta busca “asegurar que todas las niñas y todos los niños tengan acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad, a fin de que estén preparados para la enseñanza primaria”. El artículo se alinea perfectamente con esta meta. El secretario de Educación Pública afirma que el gran reto es “atender la educación inicial” y que se trabaja para “garantizar la educación desde la primera infancia”. La expansión y el apoyo financiero a los CENDI, mencionados como “una referencia de lo que debe ser la educación inicial”, junto con la iniciativa de regular las diferentes ofertas educativas bajo una “misma política pública”, son esfuerzos directos para mejorar la calidad y estandarizar los servicios de atención y desarrollo infantil a nivel nacional.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.2.2 (Implícito): Tasa de participación en el aprendizaje organizado (un año antes de la edad oficial de ingreso en la enseñanza primaria), por sexo.</h3>
<p>Aunque el artículo no cita explícitamente este indicador, las políticas descritas están directamente orientadas a aumentarlo. El compromiso de la Presidenta de “expandir el derecho a la educación para las niñas y los niños de este sector” y el esfuerzo por articular todos los servicios de educación inicial bajo una política pública única tienen como objetivo final aumentar el número de niños que participan en programas de aprendizaje organizado antes de ingresar a la primaria. El éxito de estas políticas se mediría, en parte, por un incremento en esta tasa de participación.</p>
</li>
<li>
<h3>Indicador 4.2.1 (Implícito): Proporción de niños menores de 5 años cuyo desarrollo se encuentra en la trayectoria correcta en materia de salud, aprendizaje y bienestar psicosocial, por sexo.</h3>
<p>Este indicador está implícito en el enfoque del artículo sobre el “desarrollo integral desde la primera infancia”, como se menciona en el título del encuentro internacional. La iniciativa de la SEP para diseñar “cursos para madres y padres de familia” con el fin de capacitarlos para “atender a niñas y niños desde la primera infancia” y “mejorar el futuro de estos niños y niñas” busca directamente impactar positivamente en el desarrollo infantil. Al mejorar las prácticas de crianza y el entorno de aprendizaje en el hogar, se espera que más niños alcancen los hitos de desarrollo adecuados en salud, aprendizaje y bienestar psicosocial.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption>ODS, metas e indicadores</caption>
<thead>
<tr>
<th>ODS</th>
<th>Metas</th>
<th>Indicadores</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>ODS 4:</b> Educación de Calidad</td>
<td><b>Meta 4.2:</b> Para 2030, asegurar que todas las niñas y todos los niños tengan acceso a servicios de atención y desarrollo en la primera infancia y educación preescolar de calidad, a fin de que estén preparados para la enseñanza primaria.</td>
<td>
<ul>
<li><b>Indicador 4.2.1 (Implícito):</b> Proporción de niños menores de 5 años cuyo desarrollo se encuentra en la trayectoria correcta en materia de salud, aprendizaje y bienestar psicosocial.</li>
<li><b>Indicador 4.2.2 (Implícito):</b> Tasa de participación en el aprendizaje organizado (un año antes de la edad oficial de ingreso en la enseñanza primaria).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://www.eleconomista.com.mx/politica/nuevo-leon-mario-delgado-reafirma-compromiso-ofrecer-educacion-primera-infancia-20251121-787781.html">eleconomista.com.mx</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Filosofar en el mundo educativo para vivir mejor – EL MONTONERO</title>
<link>https://sdgtalks.ai/Es/filosofar-en-el-mundo-educativo-para-vivir-mejor-el-montonero</link>
<guid>https://sdgtalks.ai/Es/filosofar-en-el-mundo-educativo-para-vivir-mejor-el-montonero</guid>
<description><![CDATA[ Filosofar en el mundo educativo para vivir mejor  EL MONTONERO ]]></description>
<enclosure url="https://elmontonero.pe/upload/uploads_images/auris-2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 10:53:48 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Filosofar, mundo, educativo, para, vivir, mejor, –, MONTONERO</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Informe sobre la Integración de la Filosofía en el Sistema Educativo para el Avance de los Objetivos de Desarrollo Sostenible (ODS)</h2>
<h3>1. Introducción: La Filosofía como Herramienta para la Agenda 2030</h3>
<p>En el marco del Día Mundial de la Filosofía, conmemorado por la UNESCO, se presenta un análisis sobre el papel fundamental del pensamiento filosófico para abordar los desafíos contemporáneos y acelerar el cumplimiento de la Agenda 2030 para el Desarrollo Sostenible. La capacidad de cuestionar, reflexionar críticamente y dialogar es indispensable para construir un futuro más justo, pacífico y sostenible. Este informe subraya la necesidad de reformar los sistemas educativos para que, en lugar de “domesticar” el pensamiento, lo conviertan en un motor de cambio social y desarrollo humano.</p>
<h2>2. La Filosofía y su Impacto Directo en el ODS 4: Educación de Calidad</h2>
<p>El sistema educativo actual a menudo prioriza la memorización sobre el cuestionamiento, una práctica que contraviene el espíritu del <strong>Objetivo de Desarrollo Sostenible 4 (Educación de Calidad)</strong>. La filosofía, entendida como “amor por la sabiduría”, prepara a los individuos para la vida, no solo para la escuela, fomentando habilidades esenciales para el siglo XXI.</p>
<h3>2.1. Aportes de la Filosofía al ODS 4</h3>
<ul>
<li><strong>Fomento del Pensamiento Crítico (Meta 4.7):</strong> La práctica filosófica dota a los estudiantes de las herramientas necesarias para analizar información, identificar sesgos y formular juicios informados, competencias clave para promover el desarrollo sostenible.</li>
<li><strong>Desarrollo de Ciudadanos Globales:</strong> Al incentivar el diálogo y el respeto entre diversas culturas y perspectivas, la filosofía contribuye a formar ciudadanos conscientes, creativos y con un alto sentido de responsabilidad social.</li>
<li><strong>Cuestionamiento Ético:</strong> Siguiendo la invitación de la Directora General de la UNESCO, Audrey Azoulay, la filosofía promueve un “cuestionamiento ético vivo”, indispensable para que los futuros líderes y ciudadanos tomen decisiones que beneficien a la humanidad y al planeta.</li>
</ul>
<h2>3. Contribuciones a la Paz, la Justicia y la Reducción de las Desigualdades</h2>
<p>La filosofía es una disciplina fundamental para desmantelar estructuras de poder y prejuicios que perpetúan la injusticia y la desigualdad, alineándose directamente con múltiples ODS.</p>
<h3>3.1. Filosofía para el ODS 16 y el ODS 10</h3>
<ol>
<li><strong>Promoción de Sociedades Pacíficas y Justas (ODS 16):</strong> Al enseñar a cuestionar y dialogar, la filosofía sienta las bases para la resolución pacífica de conflictos y la construcción de instituciones sólidas y transparentes. Permite entender la realidad para poder modificarla con mayor conciencia.</li>
<li><strong>Reducción de las Desigualdades (ODS 10):</strong> El filósofo Darío Sztajnszrajber señala que la filosofía sirve para “desenmascarar verdades intocables” y “desarmar certezas normalizadas”. Esta actitud crítica es vital para desafiar y corregir las desigualdades sistémicas basadas en género, origen étnico o condición socioeconómica.</li>
<li><strong>Fortalecimiento de la Conciencia Humana:</strong> En una era potenciada por la inteligencia artificial, la reflexión filosófica profunda es más necesaria que nunca para garantizar que el progreso tecnológico sirva al bienestar común y no exacerbe las divisiones existentes.</li>
</ol>
<h2>4. Conclusión y Recomendaciones Estratégicas</h2>
<p>Para transitar hacia un mundo de paz y armonía global, es imperativo transformar el sistema educativo en un campo fértil para el cuestionamiento filosófico. La recuperación del asombro y la inquietud infantil, guiada por la disciplina filosófica, es una estrategia clave para el logro de los Objetivos de Desarrollo Sostenible.</p>
<h3>Recomendaciones:</h3>
<ul>
<li>Integrar la filosofía de manera transversal en todos los niveles educativos, desde la primera infancia hasta la educación superior.</li>
<li>Capacitar a los docentes en metodologías pedagógicas que promuevan el diálogo socrático, el pensamiento crítico y la reflexión ética.</li>
<li>Fomentar alianzas (<strong>ODS 17</strong>) entre instituciones educativas, gobiernos y organizaciones como la UNESCO para robustecer el papel de las humanidades en la formación de ciudadanos preparados para los retos del futuro.</li>
</ul>
<h2>Análisis de los Objetivos de Desarrollo Sostenible en el Artículo</h2>
<h2>1. ¿Qué Objetivos de Desarrollo Sostenible (ODS) se abordan o están conectados con los temas destacados en el artículo?</h2>
<ul>
<li>
<h3>ODS 4: Educación de Calidad</h3>
<p>El artículo se centra fundamentalmente en la necesidad de reformar el sistema educativo. Critica el modelo actual por “domesticar” en lugar de potenciar el pensamiento crítico. La propuesta de integrar la filosofía en “todos los niveles educativos” para “formar ciudadanos críticos y creativos” y preparar a las personas “para la vida” se alinea directamente con el objetivo de garantizar una educación inclusiva, equitativa y de calidad.</p>
</li>
<li>
<h3>ODS 16: Paz, Justicia e Instituciones Sólidas</h3>
<p>El texto conecta la educación filosófica con la construcción de una sociedad más pacífica y justa. Al fomentar el “diálogo y el respeto entre diversas culturas y perspectivas” y aspirar a “una paz y una armonía global”, el artículo aborda la promoción de sociedades pacíficas e inclusivas, que es el núcleo del ODS 16.</p>
</li>
</ul>
<h2>2. ¿Qué metas específicas de los ODS se pueden identificar en función del contenido del artículo?</h2>
<ul>
<li>
<h3>Meta 4.7</h3>
<p>Esta meta busca asegurar que todos los alumnos adquieran los conocimientos para promover el desarrollo sostenible, incluyendo la promoción de una cultura de paz, la ciudadanía mundial y la valoración de la diversidad cultural. El artículo aboga explícitamente por esto al afirmar que la filosofía permite “formar ciudadanos críticos y creativos” capaces de “entender la realidad y también modificarla con mayor conciencia y responsabilidad social”, y al promover el “diálogo y el respeto entre diversas culturas”.</p>
</li>
<li>
<h3>Meta 16.7</h3>
<p>Esta meta se enfoca en garantizar la adopción de decisiones inclusivas y participativas. Aunque no se menciona directamente, el fomento de un “pensamiento crítico” y la capacidad de “cuestionarlo todo” son habilidades fundamentales para que los ciudadanos puedan participar de manera significativa en la sociedad y exigir instituciones que respondan a sus necesidades, sentando las bases para cumplir esta meta.</p>
</li>
</ul>
<h2>3. ¿Hay algún indicador de los ODS mencionado o implícito en el artículo que pueda usarse para medir el progreso hacia los objetivos identificados?</h2>
<ul>
<li>
<h3>Indicador 4.7.1 (Implícito)</h3>
<p>Este indicador mide el grado en que la educación para la ciudadanía mundial y la educación para el desarrollo sostenible se incorporan en las políticas educativas, los planes de estudio y la formación de docentes. El artículo no menciona el indicador, pero su llamado a que “la práctica de la filosofía en todos los niveles educativos” se convierta en una realidad y que el “sistema educativo” sea un “campo fértil para el cuestionamiento” implica una necesidad de cambio en los planes de estudio y las políticas educativas, que es precisamente lo que este indicador evalúa.</p>
</li>
</ul>
<h2>4. Tabla de ODS, metas e indicadores</h2>
<table border="1">
<caption><strong>ODS, metas e indicadores</strong></caption>
<thead>
<tr>
<th>Objetivo de Desarrollo Sostenible (ODS)</th>
<th>Meta del ODS</th>
<th>Indicador del ODS</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>ODS 4:</strong> Educación de Calidad</td>
<td><strong>Meta 4.7:</strong> Asegurar que todos los alumnos adquieran los conocimientos teóricos y prácticos necesarios para promover el desarrollo sostenible, la ciudadanía mundial y la valoración de la diversidad cultural.</td>
<td><strong>Indicador 4.7.1 (Implícito):</strong> Grado en que la educación para la ciudadanía mundial y la educación para el desarrollo sostenible se incorporan en las políticas nacionales de educación, los planes de estudio y la formación del profesorado.</td>
</tr>
<tr>
<td><strong>ODS 16:</strong> Paz, Justicia e Instituciones Sólidas</td>
<td><strong>Meta 16.7:</strong> Garantizar la adopción en todos los niveles de decisiones inclusivas, participativas y representativas que respondan a las necesidades.</td>
<td>No se identifican indicadores específicos en el artículo.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Fuente: <a href="https://elmontonero.pe/columnas/filosofar-en-el-mundo-educativo-para-vivir-mejor">elmontonero.pe</a></strong></p>
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<title>LOS IMAGINARIOS MIGRATORIOS EN EL CONTEXTO EDUCATIVO: UNA MIRADA DESDE LA DIGNIDAD Y EL DESARROLLO HUMANO</title>
<link>https://sdgtalks.ai/Es/los-imaginarios-migratorios-en-el-contexto-educativo-una-mirada-desde-la-dignidad-y-el-desarrollo-humano</link>
<guid>https://sdgtalks.ai/Es/los-imaginarios-migratorios-en-el-contexto-educativo-una-mirada-desde-la-dignidad-y-el-desarrollo-humano</guid>
<description><![CDATA[ RESUMEN 

Este artículo surge en el marco de la formación en la Maestría en Educación y Desarrollo Humano, de la Universidad de San Buenaventura, Cali, Colombia, y se centra del trabajo de grado: Los imaginarios migratorios en el contexto educativo: una mirada desde la dignidad y el desarrollo humano, el cual nace de una preocupación que atraviesa silenciosamente muchas aulas: el modo en que los estudiantes migrantes son recibidos y tratados en los contextos educativos. Es un llamado para impulsar acciones educativas que abracen la inclusión y la justicia como principios esenciales para promover la dignidad, el respeto y el auténtico desarrollo humano. Es una mirada que se arraiga en mi experiencia personal de migración en la infancia y de la observación de la manera como son tratados los jóvenes migrantes en la vida escolar y de los obstáculos que enfrentan día a día. ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Mon, 17 Nov 2025 10:56:23 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Educación, dignidad, migración, desarrollo humano</media:keywords>
<content:encoded><![CDATA[<h3 align="center" style="margin-top: 0cm; text-align: center; text-indent: 35.45pt; line-height: normal;"><strong><span style="font-family: 'Arial',sans-serif; color: windowtext;">LOS IMAGINARIOS MIGRATORIOS EN EL CONTEXTO EDUCATIVO: UNA MIRADA DESDE LA DIGNIDAD Y EL DESARROLLO HUMANO</span></strong><span style="font-family: 'Arial',sans-serif; color: windowtext;"><o:p></o:p></span></h3>
<p style="margin: 0cm; text-indent: 35.45pt;" data-start="1068" data-end="1342"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p align="right" style="margin: 0cm; text-align: right; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p align="right" style="margin: 0cm; text-align: right; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">VANESSA HERNÁNDEZ ARBELÁEZ<o:p></o:p></span></p>
<p align="right" style="margin: 0cm; text-align: right; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Maestrante en Educación: Desarrollo Humano <o:p></o:p></span></p>
<p align="right" style="margin: 0cm; text-align: right; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Universidad de San Buenaventura, Cali, Colombia<o:p></o:p></span></p>
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<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><b><span style="font-family: 'Arial',sans-serif;">RESUMEN</span></b><span style="font-family: 'Arial',sans-serif;"> <o:p></o:p></span></p>
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<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="264" data-end="946"><span style="font-family: 'Arial',sans-serif;">Este artículo surge en el marco de la formación en la Maestría en Educación y Desarrollo Humano, de la Universidad de San Buenaventura, Cali, Colombia, y se centra del trabajo de grado: <em>Los imaginarios migratorios en el contexto educativo: una mirada desde la dignidad y el desarrollo humano</em>, el cual nace de una preocupación que atraviesa silenciosamente muchas aulas: el modo en que los estudiantes migrantes son recibidos y tratados en los contextos educativos. Es un llamado para impulsar acciones educativas que abracen la inclusión y la justicia como principios esenciales para promover la dignidad, el respeto y el auténtico desarrollo humano. Es una mirada que se arraiga en mi experiencia personal de migración en la infancia y de la observación de la manera como son tratados los jóvenes migrantes en la vida escolar y de los obstáculos que enfrentan día a día.<o:p></o:p></span></p>
<p style="margin: 0cm; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Hablar de migración es hablar de historias que llegan a clase sin anunciarse: trayectorias partidas, despedidas apresuradas, duelos que nadie ve y una necesidad profunda de pertenecer. Aunque debería ser un espacio de acogida, la escuela no siempre reconoce a estos jóvenes como sujetos plenos, con saberes y memorias que también enriquecen la vida escolar. Con frecuencia, se encuentran con miradas que los reducen, con estigmas sutiles o con expectativas académicas que parten del prejuicio y no de sus capacidades. Todo esto deja huellas dolorosas en su dignidad y en su desarrollo humano.<o:p></o:p></span></p>
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<p style="margin: 0cm; text-indent: 35.45pt;" data-start="1938" data-end="2510"><span style="font-family: 'Arial',sans-serif;">La historia autobiográfica que inspira este trabajo no es excepcional. Es la historia de una migración temprana en busca de mejores condiciones de vida, del distanciamiento familiar, de trabajos inestables y de la sensación constante de no encajar. En ese ir y venir surgieron preguntas que, más adelante, tomaron forma de inquietudes académicas:<o:p></o:p></span></p>
<p style="margin: 0cm; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><br><em data-start="2287" data-end="2510">¿Cómo viven la escuela los jóvenes que migran?</em><i><br data-start="2334" data-end="2337"><em>¿Qué deja en ellos el trato desigual?</em><br data-start="2374" data-end="2377"><em>¿Qué imaginarios sostienen esas prácticas discriminatorias?</em><br data-start="2436" data-end="2439"><em><span style="font-family: 'Arial',sans-serif;">¿Y cómo puede la educación transformar esas heridas en reconocimiento?<o:p></o:p></span></em></i></span></p>
<p style="margin: 0cm; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="2512" data-end="2969"><span style="font-family: 'Arial',sans-serif;">Comprender la migración desde adentro implica reconocer que no es solo un movimiento en el mapa, sino también un movimiento emocional y simbólico que reorganiza mundos. Achotegui (2009) recuerda que los múltiples cambios de un migrante generan un duelo profundo, capaz de afectar su bienestar y sus aprendizajes. Esta realidad se siente con fuerza dentro de las escuelas, lugares que podrían ser refugio, pero que a veces terminan amplificando la exclusión.<o:p></o:p></span></p>
<p style="margin: 0cm; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Los pasillos escolares hablan. En ellos se escuchan comentarios que encasillan, se perciben dificultades administrativas que parecen insuperables, y se reproducen lógicas que esperan que el estudiante migrante “agradezca”, como si su presencia fuera un favor y no un derecho. No es extraño que el Papa Francisco señale que, en la práctica, muchos migrantes no son considerados suficientemente dignos para participar de la vida social como cualquier otro. Ese mensaje, repetido una y otra vez, cala en la subjetividad de quienes, desde muy jóvenes, sienten que deben justificar el espacio que ocupan.<o:p></o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="3626" data-end="4059"><span style="font-family: 'Arial',sans-serif;">Por eso esta investigación busca comprender cómo los imaginarios sociales alimentan estas prácticas y cómo impactan en el desarrollo humano de quienes llegan cargados de expectativas y temores. Aunque la escuela debería ser un escenario de oportunidades, Arnaiz, De Haro y García Sanz (2014) recuerdan que los estudiantes migrantes siguen enfrentando injusticias incluso cuando cumplen con las mismas obligaciones que sus compañeros.<o:p></o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="4061" data-end="4178"><span style="font-family: 'Arial',sans-serif;">Aquí la dignidad no es una palabra abstracta. Es la base sobre la que debería construirse toda experiencia educativa.<o:p></o:p></span></p>
<p style="margin: 0cm; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Castoriadis (1983) define los imaginarios como esas significaciones que moldean nuestra manera de entender el mundo. En el caso de la migración, estos imaginarios suelen ser contradictorios: se puede ver al migrante como una oportunidad, una amenaza, una carga o simplemente como mano de obra. Y esas ideas, aunque no se digan en voz alta, atraviesan la vida escolar.<o:p></o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="4624" data-end="4995"><span style="font-family: 'Arial',sans-serif;">La investigación se centra en escuchar directamente a los estudiantes, no en hablar por ellos. Se trata de reconocer su capacidad de narrarse, de resistir y de construir un lugar propio dentro de la escuela. Como diría Freire (1970), la educación siempre ocurre entre seres humanos que comparten un mundo; y es en ese compartir donde los imaginarios pueden transformarse.<o:p></o:p></span></p>
<p style="margin: 0cm 0cm 0cm 71.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;" data-start="5407" data-end="5652"><span style="font-family: 'Arial',sans-serif;">Desde la perspectiva de Amartya Sen (1999), el desarrollo es la expansión de libertades reales. Cuando la escuela reproduce exclusión, limita esas libertades y restringe la posibilidad de que los estudiantes construyan un proyecto de vida pleno.<o:p></o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">El reto, entonces, es urgente: hacer de la diversidad migratoria no un problema a gestionar, sino una riqueza para celebrar. Esto implica:<o:p></o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="text-align: justify; text-indent: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 0cm 0cm 0cm 36.0pt;" data-start="5860" data-end="5910"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">                     </span></span></span><!--[endif]--><span style="font-family: 'Arial',sans-serif;">Incorporar enfoques pedagógicos interculturales<o:p></o:p></span></p>
<p style="text-align: justify; text-indent: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 0cm 0cm 0cm 36.0pt;" data-start="5913" data-end="5955"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">                     </span></span></span><!--[endif]--><span style="font-family: 'Arial',sans-serif;">Formar docentes con sensibilidad humana<o:p></o:p></span></p>
<p style="text-align: justify; text-indent: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 0cm 0cm 0cm 36.0pt;" data-start="5958" data-end="6022"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">                     </span></span></span><!--[endif]--><span style="font-family: 'Arial',sans-serif;">Revisar los imaginarios que viven dentro de las instituciones<o:p></o:p></span></p>
<p style="text-align: justify; text-indent: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 0cm 0cm 0cm 36.0pt;" data-start="6025" data-end="6073"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">                     </span></span></span><!--[endif]--><span style="font-family: 'Arial',sans-serif;">Vincular activamente a las familias migrantes<o:p></o:p></span></p>
<p style="text-align: justify; text-indent: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; margin: 0cm 0cm 0cm 36.0pt;" data-start="6076" data-end="6127"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">                     </span></span></span><!--[endif]--><span style="font-family: 'Arial',sans-serif;">Y crear espacios de escucha que devuelvan dignidad<o:p></o:p></span></p>
<p style="text-align: justify; margin: 0cm 0cm 0cm 71.45pt;" data-start="6129" data-end="6265"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">La educación puede convertirse en una experiencia reparadora, pero solo si se mira críticamente y se asume su responsabilidad histórica.<o:p></o:p></span></p>
<h3 style="margin-top: 0cm; text-align: justify; text-indent: 35.45pt; line-height: normal;"><strong><span style="font-family: 'Arial',sans-serif; font-weight: normal;"><o:p> </o:p></span></strong></h3>
<p style="margin: 0cm; text-align: justify; text-indent: 35.45pt;"><span style="font-family: 'Arial',sans-serif;">Las escuelas tienen la enorme posibilidad de transformar la manera en que los estudiantes migrantes son reconocidos y acompañados. Esta investigación no busca únicamente describir un fenómeno: quiere abrir una conversación ética y profundamente humana. Reconocer la dignidad de cada estudiante, venga de donde venga, es un acto de justicia y también un compromiso pedagógico. Es avanzar hacia escuelas que no solo enseñan contenidos, sino que también cuidan, acompañan y permiten a cada persona florecer.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Bibliografía<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Achotegui, J. (2009). El síndrome de Ulises: El estrés extremo en la persona inmigrante y sus consecuencias. Editorial Herder.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Arnaiz, P., De Haro, R., &amp; García Sanz, M. P. (2014). <i>La atención a la diversidad cultural en centros educativos: Retos y propuestas para una educación inclusiva</i>. Revista Interuniversitaria de Formación del Profesorado, 28(1), 45–63.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Castoriadis, C. (1983). <i>La institución imaginaria de la sociedad</i>. Tusquets Editores.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Francisco. (2016). <i>Mensaje del Papa Francisco para la Jornada Mundial del Migrante y del Refugiado 2017</i>. Santa Sede. <a href="https://www.vatican.va" target="_new"><span style="color: blue;">https://www.vatican.va</span></a><o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Freire, P. (1970). <i>Pedagogía del oprimido</i>. Siglo XXI Editores.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: ES-CO;">Sen, A. (1999). <i>Development as freedom</i>. Oxford University Press.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; line-height: normal;"><span style="font-family: 'Arial',sans-serif;"><o:p> </o:p></span></p>]]> </content:encoded>
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<title>Educar para Despertar: La importancia del ODS 4</title>
<link>https://sdgtalks.ai/Es/educar-para-despertar-la-importancia-del-ods-4</link>
<guid>https://sdgtalks.ai/Es/educar-para-despertar-la-importancia-del-ods-4</guid>
<description><![CDATA[  ]]></description>
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<pubDate>Sun, 26 Oct 2025 22:57:18 -0500</pubDate>
<dc:creator>Daniela.Durruthy001@mymdc.net</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><span>En la actualidad, la humanidad atraviesa una profunda crisis de sentido, de confianza y de identidad. Vivimos en una era marcada por avances tecnológicos y científicos sin precedentes, pero también por una creciente confusión sobre qué creer, qué pensar y hacia dónde dirigirnos como sociedad. En medio de esta incertidumbre, los Objetivos de Desarrollo Sostenible (ODS) de la Agenda 2030 se presentan como una brújula colectiva para orientar el futuro. Sin embargo, al reflexionar sobre la raíz de muchos de nuestros desafíos, la desigualdad, la pobreza, la desnutrición, el acceso a la buena salud, es imposible no volver la mirada hacia un mismo punto de origen: la forma en que educamos a las nuevas generaciones.<o:p></o:p></span></p>
<p class="MsoNormal"><span>El ODS 4, que promueve una educación de calidad, inclusiva y equitativa, no es solo una meta aislada, sino el eje sobre el que puede girar el verdadero progreso hacia otros objetivos, especialmente el ODS 16, que busca instituciones sólidas, justicia y paz duradera.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Durante décadas, la educación ha sido vista principalmente como una herramienta para adquirir conocimientos técnicos o habilidades laborales. Sin embargo, este enfoque utilitarista ha dejado de lado la formación del pensamiento crítico, la ética ciudadana y la reflexión sobre el entorno social. En muchos países, y especialmente en América Latina, persisten sistemas educativos rígidos, cargados de contenidos impuestos, con escasos espacios para el debate o la creatividad. Esta educación vertical limita la capacidad de los jóvenes para cuestionar, analizar y proponer soluciones.<o:p></o:p></span></p>
<p class="MsoNormal"><span>La consecuencia es visible: generaciones formadas para obedecer estructuras, no para transformarlas. Una educación que no fomenta la conciencia crítica produce ciudadanos pasivos frente a la injusticia, la corrupción o la desigualdad.<br>Por eso, educar con libertad y pensamiento crítico es un acto profundamente político: significa dar herramientas para cuestionar lo establecido y promover una cultura de paz basada en la comprensión y la empatía.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Un sistema educativo que enseñe a pensar y no solo a memorizar puede ser la semilla de instituciones más transparentes, inclusivas y humanas.<br>El ODS 16 busca fortalecer el Estado de derecho, reducir la violencia y garantizar el acceso a la justicia. Pero nada de eso puede sostenerse sin una ciudadanía educada en valores éticos, en el respeto a la diversidad y en la capacidad de diálogo.Un estudiante que aprende a analizar críticamente la realidad y a distinguir entre la verdad y la manipulación mediática será, mañana, un ciudadano capaz de exigir rendición de cuentas y participar activamente en la construcción de políticas públicas justas. Por lo tanto, mejorar la educación no solo forma profesionales, sino también guardianes de la democracia. El vínculo entre el ODS 4 y el ODS 16 es directo: sin mentes libres y críticas, no puede haber instituciones sólidas ni sociedades pacíficas.<o:p></o:p></span></p>
<p class="MsoNormal"><span>El gran desafío no está solo en las reformas curriculares, sino en un cambio de mentalidad colectiva. Educar para la sostenibilidad y la paz implica enseñar a los jóvenes a cuestionar lo que está mal, pero también a imaginar lo que puede estar mejor.<br><br><br><o:p></o:p></span></p>
<p class="MsoNormal"><span>Desde las aulas locales hasta los espacios comunitarios, este cambio requiere maestros empoderados, familias comprometidas y políticas que vean en la educación un proceso de transformación social, no un simple requisito burocrático.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Si logramos fortalecer el ODS 4, veremos florecer el ODS 16: sociedades más conscientes, justas y solidarias. Porque la verdadera paz no nace del silencio o de la obediencia, sino del conocimiento y la comprensión mutua.<o:p></o:p></span></p>
<p class="MsoNormal"><span>Desde mi punto de vista, mejorar el ODS 4, la educación, es la clave para alcanzar los otros dieciséis objetivos de la Agenda 2030. Todos los avances en igualdad, justicia, sostenibilidad o paz comienzan con personas que entienden, que piensan, que sienten. Sin educación no hay acción consciente, y sin acción consciente no hay cambio duradero.<br>Sin embargo, también reconozco que cinco años es muy poco tiempo para lograr metas tan profundas. Muchos de estos objetivos solo podrán alcanzarse con un verdadero cambio de mentalidad social, algo que no se impone, sino que se construye paso a paso, con una conciencia ciudadana que evoluciona y se transmite de generación en generación. El progreso real no es inmediato, pero comienza cada vez que alguien decide aprender, cuestionar y actuar con empatía.<o:p></o:p></span></p>
<p class="MsoNormal"><span>La Agenda 2030 nos invita a imaginar un mundo mejor, pero no lo lograremos solo con políticas o discursos. El verdadero cambio empieza cuando las personas comprenden su poder y su responsabilidad.Por eso estoy convencida de que fortalecer el ODS 4 es la clave para alcanzar el ODS 16 y, en realidad, todos los demás.<br>Una educación libre, humana y crítica es la base para crear instituciones más justas, y con ellas, un mundo más digno.Porque cuando una sociedad aprende a pensar, también aprende a sanar.<o:p></o:p></span></p>
<p class="MsoNormal"><span>La educación no solo transmite conocimiento: crea conciencia, despierta almas y construye paz.Y ese, quizá, sea el cambio más revolucionario que podamos lograr.<o:p></o:p></span></p>
<p class="MsoNormal"><o:p> </o:p></p>]]> </content:encoded>
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<title>ODS Y RESPONSABILIDAD SOCIAL UNIVERSITARIA.</title>
<link>https://sdgtalks.ai/Es/ods-y-responsabilidad-social-universitaria</link>
<guid>https://sdgtalks.ai/Es/ods-y-responsabilidad-social-universitaria</guid>
<description><![CDATA[ ¡Bienvenidos a nuestro podcast sobre los Objetivos de Desarrollo Sostenible y cómo la universidad la Gran Colombia seccional Armenia pueden desempeñar un papel crucial en este camino hacia un futuro más sostenible, socialmente responsable y humanitario! Soy Maria Jose Sierra Sossa, y hoy exploraremos cómo una universidad puede convertirse en un verdadero motor de cambio. ]]></description>
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<pubDate>Mon, 27 Nov 2023 20:43:27 -0500</pubDate>
<dc:creator>MARIA JOSE SIERRA SOSSA</dc:creator>
<media:keywords>Sostenibilidad, cambio, motor, trasformación, ámbitos, social, culturas, educación. Universidad la Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p><span style="font-size: 11.0pt; line-height: 107%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-ansi-language: ES-CO; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">Una universidad comprometida con la sostenibilidad no solo adopta prácticas ecológicas, como la gestión eficiente de residuos y el uso de energías renovables, sino que también integra estos principios en su misión educativa y de investigación. El cambio comienza por cada uno de nosotros y en nuestros hogares, contribuyendo poco a poco para un mejor camino y futuro en general.</span></p>]]> </content:encoded>
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<title>PENSAMIENTOS EN TORNO A LA EDUCACIÓN Y LAS INTELIGENCIAS ARTIFICIALES</title>
<link>https://sdgtalks.ai/Es/pensamientos-en-torno-a-la-educacion-y-las-inteligencias-artificiales</link>
<guid>https://sdgtalks.ai/Es/pensamientos-en-torno-a-la-educacion-y-las-inteligencias-artificiales</guid>
<description><![CDATA[ Este breve artículo de reflexión, en torno a la educación y a las IA, es una invitación a pensar sobre las rutas posibles a seguir, de modo, que la educación ocupe el lugar que le corresponde. ]]></description>
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<pubDate>Sat, 10 Jun 2023 17:54:32 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Educación, Inteligencia Artificial, retos educativos, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="margin-bottom: 0cm; text-align: center; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">PENSAMIENTOS EN TORNO A LA EDUCACI&Oacute;N Y LAS INTELIGENCIAS ARTIFICIALES <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Carlos Eduardo Mej&iacute;a Bustamante <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Docente del Centro de Pensamiento la Esperanza <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">&ldquo;Don Pedro La&iacute;n Entralgo&rdquo;<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Universidad La Gran Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif; color: black; mso-color-alt: windowtext; background: white;">RESUMEN:</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif; background: white;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Este breve art&iacute;culo de reflexi&oacute;n, en torno a la educaci&oacute;n y a las IA, es una invitaci&oacute;n a pensar sobre las rutas posibles a seguir, de modo, que la educaci&oacute;n ocupe el lugar que le corresponde. <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">PALABRAS CLAVES<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Educaci&oacute;n, Inteligencia Artificial, retos educativos, Universidad La Gran Colombia Armenia<o:p></o:p></span></p>
<p class="MsoNormal"><a name="_Hlk137302129"></a><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bookmark: _Hlk137302129;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Por estos d&iacute;as se ha suscitado una importante, especial y polis&eacute;mica reflexi&oacute;n en tono al uso de las Inteligencias Artificiales, por parte de los estudiantes para desarrollar sus actividades acad&eacute;micas. He escuchado defensores y detractores. Esto me llev&oacute; a pensar en mis tiempos de bachiller en la d&eacute;cada de los 70, cuando lo m&aacute;s avanzado que ten&iacute;amos era una calculadora de bolsillo con funciones b&aacute;sicas y algunas, muy avanzadas, que tra&iacute;an porcentaje y ra&iacute;z cuadrada, lo dem&aacute;s era a puro l&aacute;piz. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bookmark: _Hlk137302129;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Recuerdo que con frecuencia &iacute;bamos a las bibliotecas para hacer los trabajos y finalmente, se pod&iacute;a hacer un resumen del tema o copiar textualmente lo que dec&iacute;a el libro, lo que, de alg&uacute;n modo, equivaldr&iacute;a a solicitar por IA la informaci&oacute;n requerida. Recordando esto, me surge la pregunta, &iquest;qu&eacute; ha cambiado? Intentar&eacute; responder diciendo, ha cambiado el tiempo requerido para la construcci&oacute;n de los saberes, con lo que concuerdo con la profesora Mariel Castellanos Adarme conferencista de un curso de Inteligencia Artificial en Educaci&oacute;n, propuesto por PENSER, que planteaba la utilidad de las IA para maestros y estudiantes, enfatizando, el manejo del tiempo para la preparaci&oacute;n de las clases, talleres, etc., por parte del maestro, y el manejo del tiempo para el desarrollo de sus actividades, por parte del estudiante. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bookmark: _Hlk137302129;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Tambi&eacute;n he le&iacute;do algunos art&iacute;culos relacionados con las IA en el contexto educativo y que, con un acento prof&eacute;tico, vaticinan la desaparici&oacute;n de algunas profesiones por el advenimiento de este tipo de producci&oacute;n de conocimientos. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bookmark: _Hlk137302129;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Tambi&eacute;n, en el marco de las reflexiones relacionadas con las IA, ha surgido una afirmaci&oacute;n con acento de preocupaci&oacute;n y es sobre el futuro de los maestros; algunos afirman que desaparecer&aacute;n.<span style="mso-spacerun: yes;">&nbsp; </span><o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bookmark: _Hlk137302129;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">En este punto, considero importante formularnos algunas cuestiones, no con el &aacute;nimo de responderlas, sino para propiciar una reflexi&oacute;n serena y comprometida. </span></span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Aunque es v&aacute;lida la preocupaci&oacute;n por la continuidad hist&oacute;rica de los maestros, considero que lo es mucho m&aacute;s preguntarnos lo siguiente: &iquest;son los estudiantes los que van a desaparecer? si las IA podr&aacute;n formular un plan de negocios, una sentencia judicial, un tratamiento m&eacute;dico, etc. &iquest;Cu&aacute;l ser&iacute;a la funci&oacute;n de los profesionales? &iquest;Qu&eacute; esperar&iacute;an los estudiantes, no de la educaci&oacute;n universitaria, sino de la educaci&oacute;n superior?... una pregunta un tanto extra&ntilde;a. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Podr&iacute;a a sugerir una reflexi&oacute;n que nos invite a pensar en la educaci&oacute;n, no para preguntarnos hacia donde debe ir, sino hacia donde debe volver. Entonces, sin el &aacute;nimo de hacer un juicio de valor sobre las IA, se podr&iacute;a considerar que nos ha abierto las puertas para pensar en serio el asunto de la educaci&oacute;n, a fin de recuperar su esencia y sentido y para lo cual nos llegan propicias las palabras de Gadotti (2004), quien, sintetizando el pensamiento pedag&oacute;gico griego, plantea que la educaci&oacute;n &ldquo;buscaba el conocimiento de la verdad, de lo bello y del bien&rdquo; (p. 18).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Tambi&eacute;n es propicia la comprensi&oacute;n que Freire (1975) tiene de la educaci&oacute;n, la cual, &ldquo;es un acto de amor, de coraje, de pr&aacute;ctica de la libertad, dirigida hacia la realidad, a la que no teme; m&aacute;s bien busca transformarla, por solidaridad, por esp&iacute;ritu fraternal. (p.9)</span> <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Finalmente, traigo a esta reflexi&oacute;n algunas ideas del profesor Jes&uacute;s Gabal&aacute;n Coello conferencista en el curso anteriormente mencionado, que, en un curso de IA, planteaba, entre otras, algunas dimensiones de los profesores requeridos para estos tiempos de transmodernidad. <span style="mso-spacerun: yes;">&nbsp;</span>Resalto tres dimensiones de las sugeridas por el ponente, necesarias para los maestros de estos tiempos: dise&ntilde;ador de experiencias, humanista de las disciplinas, motivador e inspirador. <span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">En definitiva, lo que plantea Gadotti, Freire y los profesores conferencistas citados, no lo podr&aacute; ofrecer la Inteligencia Artificial, sino el prop&oacute;sito de hacer de la educaci&oacute;n un escenario de vida, transformaci&oacute;n social y humana, que ser&aacute;n las bases, para que el conocimiento, venga de donde venga, sea para el bien de la humanidad. <span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Bibliograf&iacute;a<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Corporaci&oacute;n PENSER. (2023) Curso ejecutivo: "Inteligencia artificial en educaci&oacute;n" - D&iacute;a 1. Disponible en:<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><a href="https://www.youtube.com/watch?v=j4MEDOYN5uI&amp;ab_channel=Corporaci%C3%B3nPenser">https://www.youtube.com/watch?v=j4MEDOYN5uI&amp;ab_channel=Corporaci%C3%B3nPenser</a> <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Corporaci&oacute;n PENSER. (2023) Curso ejecutivo: "Inteligencia artificial en educaci&oacute;n" - D&iacute;a 2. Disponible en:<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><a href="https://www.youtube.com/watch?v=N736SIdwgDo&amp;ab_channel=Corporaci%C3%B3nPenser">https://www.youtube.com/watch?v=N736SIdwgDo&amp;ab_channel=Corporaci%C3%B3nPenser</a> <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Freire, Paulo 1975 La educaci&oacute;n como pr&aacute;ctica de la libertad Buenos Aires: Siglo XXI. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.45pt; line-height: normal; margin: 0cm 0cm 0cm 35.45pt;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">Gadotti, Moarcir. (2004). Historia de las ideas pedag&oacute;gicas. Buenos Aires, Argentina: Siglo XXI<o:p></o:p></span></p>
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<title>EL CAMBIO INTEGRO A UNA BUENA EDUCACIÓN</title>
<link>https://sdgtalks.ai/Es/el-cambio-integro-a-una-buena-educacion</link>
<guid>https://sdgtalks.ai/Es/el-cambio-integro-a-una-buena-educacion</guid>
<description><![CDATA[ El presente artículo de opinión parte como objetivo de desarrollo sostenible, el garantizar una educación inclusiva y equitativa de calidad y promover oportunidades de aprendizaje permanente para todos debe ser uno de los objetivos más importantes para el avance de desarrollo social y ético que se puede mantener en una sociedad de a pie y resulta necesario hacer esfuerzos por reencantar el papel esencial de los actores materiales en la educación, tanto profesores como alumnos. ]]></description>
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<pubDate>Thu, 25 May 2023 19:20:19 -0500</pubDate>
<dc:creator>JUAN ESTEBAN MARIN RUALES</dc:creator>
<media:keywords>Humanidad, Educación, Vida Digna, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">La educaci&oacute;n es un derecho fundamental que todas las personas deben tener y gozar. Sin embargo, no todas las personas tienen la oportunidad de recibir una educaci&oacute;n de calidad. Una educaci&oacute;n de calidad es aquella que proporciona a los estudiantes los conocimientos y habilidades necesarios para tener &eacute;xito en la vida. Este art&iacute;culo se centrar&aacute; en la importancia de la educaci&oacute;n de calidad y c&oacute;mo puede mejorar la vida de los estudiantes y la sociedad en general.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">En primera instancia, la educaci&oacute;n de calidad puede mejorar la vida de los estudiantes al proporcionarles las habilidades necesarias para tener &eacute;xito en el mundo laboral. Los empleadores buscan, a menudo, a personas que tengan habilidades espec&iacute;ficas que les permitan desempe&ntilde;ar sus trabajos de manera eficiente. Si los estudiantes tienen una educaci&oacute;n de calidad, es m&aacute;s probable que tengan estas habilidades y, por lo tanto, sean m&aacute;s atractivos para los empleadores. Adem&aacute;s, una educaci&oacute;n de calidad puede ayudar a los estudiantes a desarrollar habilidades interpersonales, como la capacidad de trabajar en equipo y la comunicaci&oacute;n efectiva, lo que puede ser &uacute;til en cualquier trabajo.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">En segunda instancia, esta tambi&eacute;n puede mejorar la vida de los estudiantes al proporcionarles una mayor comprensi&oacute;n del mundo en el que viven. La educaci&oacute;n no solo se trata de ense&ntilde;ar habilidades pr&aacute;cticas, sino tambi&eacute;n de ense&ntilde;ar a los estudiantes sobre el mundo que les rodea y al que se van a enfrentar. Una educaci&oacute;n de calidad puede ayudar a los estudiantes a comprender mejor los problemas globales, como el cambio clim&aacute;tico y la desigualdad econ&oacute;mica, y los desaf&iacute;os locales, como el racismo y la discriminaci&oacute;n. Esto les permite convertirse en ciudadanos m&aacute;s informados y comprometidos que pueden trabajar para mejorar su comunidad y el mundo en general.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">En tercera instancia, la educaci&oacute;n de calidad puede mejorar la vida de los estudiantes al darles una mayor capacidad para tomar decisiones serias. Los estudiantes que han recibido una educaci&oacute;n de calidad tienen una comprensi&oacute;n m&aacute;s profunda de c&oacute;mo funciona el mundo y c&oacute;mo tomar esas decisiones. Esto puede ayudarles a tomar decisiones m&aacute;s sabias sobre su vida, como elegir una carrera. Adem&aacute;s, una educaci&oacute;n de calidad puede ayudar a los estudiantes a desarrollar su capacidad cr&iacute;tica y anal&iacute;tica, lo que les permite tener la capacidad de reflexionar y proponer nuevas alternativas.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">La raz&oacute;n de la educaci&oacute;n es mejorar la sociedad en general al proporcionar una mayor igualdad de oportunidades. La educaci&oacute;n es una herramienta poderosa para reducir la desigualdad social y econ&oacute;mica. Cuando todos los estudiantes tienen acceso a una educaci&oacute;n de calidad, tienen una mayor oportunidad de &eacute;xito en sus vidas, tanto social como laboral. Esto puede ayudar a reducir la brecha entre ricos y pobres y promover la movilidad social.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 35.4pt; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Arial;">En resoluci&oacute;n y para dar cierre a este art&iacute;culo de opini&oacute;n, la educaci&oacute;n de calidad es esencial para el &eacute;xito de los estudiantes y el bienestar y la construcci&oacute;n de la sociedad en general. Una educaci&oacute;n de calidad proporciona a los estudiantes habilidades pr&aacute;cticas y habilidades interpersonales que pueden desarrollar a medida que habiliten su sentido cr&iacute;tico, una mayor comprensi&oacute;n del mundo que les rodea, una capacidad para tomar decisiones y una mayor igualdad de oportunidades. Por lo tanto, es importante que los gobiernos y las comunidades inviertan en la educaci&oacute;n y trabajen juntos para proporcionar una educaci&oacute;n de calidad a todos los estudiantes.<o:p></o:p></span></p>
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<title>LA EDUCACIÓN SEXUAL Y LA SALUD MATERNA ES PARA TODAS</title>
<link>https://sdgtalks.ai/Es/la-educacion-sexual-y-la-salud-materna-es-para-todas</link>
<guid>https://sdgtalks.ai/Es/la-educacion-sexual-y-la-salud-materna-es-para-todas</guid>
<description><![CDATA[ En el presente artículo se abordará la gran problemática que se vive en Colombia a causa de los muy notables y crecientes embarazos en adolescentes, que en su mayoría se ven evidenciados en los sectores más vulnerables del país, y como es que esta se convierte en un problema relacionado a la salud y educación, que no es atendido por las entidades estatales. ]]></description>
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<pubDate>Thu, 25 May 2023 19:07:47 -0500</pubDate>
<dc:creator>ISABELLA GIRALDO LONDOÑO</dc:creator>
<media:keywords>Embarazos, adolescentes, educación sexual, salud pública, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="margin-bottom: 18.25pt; text-align: center; text-indent: 0cm; line-height: 107%;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-US">LA EDUCACI&Oacute;N SEXUAL Y LA SALUD MATERNA ES PARA TODAS</span></b><span lang="ES-US"><o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; text-indent: -.5pt; line-height: 107%; margin: 0cm -.75pt 2.4pt .5pt;"><span lang="ES-US">Isabella Giraldo Londo&ntilde;o<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; text-indent: -.5pt; line-height: 107%; margin: 0cm -.75pt 2.4pt .5pt;"><span lang="ES-US">Estudiante de Derecho<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; text-indent: -.5pt; line-height: 107%; margin: 0cm -.75pt 2.4pt .5pt;"><span lang="ES-US">Universidad La Gran Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; text-indent: -.5pt; line-height: 107%; margin: 0cm -.75pt 2.4pt .5pt;"><span lang="ES-US">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="left" style="text-align: left; text-indent: -.5pt; line-height: 107%; margin: 0cm 0cm 2.2pt -.25pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-US">RESUMEN<o:p></o:p></span></b></p>
<p class="MsoNormal" align="left" style="text-align: left; text-indent: -.5pt; line-height: 107%; margin: 0cm 0cm 2.2pt -.25pt;"><span lang="ES-US"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 31.75pt -.75pt;"><span lang="ES-US">En el presente art&iacute;culo se abordar&aacute; la gran problem&aacute;tica que se vive en Colombia a causa de los muy notables y crecientes embarazos en adolescentes, que en su mayor&iacute;a se ven evidenciados en los sectores m&aacute;s vulnerables del pa&iacute;s, y como es que esta se convierte en un problema relacionado a la salud y educaci&oacute;n, que no es atendido por las entidades estatales.<o:p></o:p></span></p>
<p class="MsoNormal" align="left" style="text-align: left; text-indent: -.5pt; line-height: 107%; margin: 0cm 0cm 2.2pt -.25pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-US">PALABRAS CLAVES</span></b><span lang="ES-US"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-indent: 0cm; margin: 0cm 0cm 28.2pt -.75pt;"><span lang="ES-US">Embarazos, adolescentes, educaci&oacute;n sexual, salud p&uacute;blica, Universidad La Gran Colombia Armenia <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">El a&ntilde;o anterior (2022) las cifras de embarazos en adolescentes present&oacute; una leve disminuci&oacute;n comparado con el a&ntilde;o 2021, seg&uacute;n el reporte de estad&iacute;sticas vitales del Departamento de Estad&iacute;sticas DANE, sin embargo esta disminuci&oacute;n no deja de encender las alarmas frente a las consecuencias que genera esta situaci&oacute;n, que para las autoridades sanitarias es un serio problema de salud p&uacute;blica, que debe ser tratado con una pol&iacute;tica de Estado que ponga en el centro la defensa de los derechos de ni&ntilde;as y adolescentes en Colombia.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">En 2022 el grupo etario entre los 10 y los 14 a&ntilde;os registr&oacute; 3.500 nacimientos, frente a los 3.884 del a&ntilde;o 2021, representando una leve disminuci&oacute;n (10.4%), mientras que en 2021 los embarazos en j&oacute;venes entre los 15 y 19 a&ntilde;os las cifras registran 77.643, frente a los 88.217 del a&ntilde;o 2021, cifras que muestran una ligera disminuci&oacute;n sin dejar de ser preocupante ante las condiciones en que se presentan estos casos, pues la mayor parte de las j&oacute;venes y adolescentes viven en ambientes hostiles y muchas de ellas son v&iacute;ctimas de abuso sexual dentro sus mismos hogares, tienen pocas oportunidades laborales y mucho menos, reciben la informaci&oacute;n y la educaci&oacute;n sexual adecuados para enfrentar este flagelo que trae entre otras consecuencias, mayor pobreza, menos oportunidades de acceso a la educaci&oacute;n superior y a la vida laboral, as&iacute; como el incremento de la delincuencia, la pobreza y la desnutrici&oacute;n infantil.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">Para la Sociedad Colombiana de Pediatr&iacute;a, el embarazo en ni&ntilde;as y adolescentes debe tratarse como una verdadera problem&aacute;tica de salud p&uacute;blica que se debe abordar desde pol&iacute;ticas estatales fuertes y robustas que abarquen la educaci&oacute;n sexual integral, acompa&ntilde;amiento al n&uacute;cleo familiar, mayor acceso a m&eacute;todos de planificaci&oacute;n seguros, prevenci&oacute;n de enfermedades de transmisi&oacute;n sexual, ambientes educativos y familiares seguros y protecci&oacute;n del Estado con sus entidades que deben velar por los derechos de ni&ntilde;as, ni&ntilde;os y adolescentes, en este campo la deuda del establecimiento es grande y lo respaldan las cifras, pues en comparaci&oacute;n de otros pa&iacute;ses, exceptuando a M&eacute;xico, Colombia es la naci&oacute;n latinoamericana que mayores incidencias tiene en estas estad&iacute;sticas y de ah&iacute; que se desprendan muchos de los problemas de orden social que disparan las cifras de delincuencia, pobreza externa, reclutamiento de menores para ser vinculados a los grupos de delincuencia organizada y redes de tr&aacute;fico de drogas y prostituci&oacute;n, deserci&oacute;n escolar y bajos niveles de nutrici&oacute;n y por ende precarias condiciones de salubridad.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">Sobre uno de los puntos que mayor incidencia hacen las autoridades que estudian el fen&oacute;meno de embarazos tempranos, tiene que ver con la educaci&oacute;n, el laboratorio de Econom&iacute;a de la Educaci&oacute;n de la Universidad Javeriana explica que se debe mejorar el acceso a la Educaci&oacute;n Integral en Sexualidad, que incluya consejer&iacute;a de m&eacute;todos anticonceptivos, prevenci&oacute;n de enfermedades de transmisi&oacute;n sexual, educaci&oacute;n sobre responsabilidad compartida en las relaciones, la importancia del consentimiento, as&iacute; como las posibles denuncias en casos de abusos sexual, pues las cifras hablan que muchos de los padres de estos ni&ntilde;os nacidos superan los 20 a&ntilde;os de edad, frente a las madres que oscilan entre los 10 y los 19 a&ntilde;os.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 3.0cm;"><span lang="ES-US">&ldquo;La Sociedad Colombiana de Pediatr&iacute;a recomienda focalizar las acciones en los adolescentes con mayor vulnerabilidad, 10 a 14 a&ntilde;os que viven en las calles, no asisten a la escuela, est&aacute;n </span><span lang="ES-US" style="color: windowtext;">en que son padres y madres, la poblaci&oacute;n ind&iacute;gena y rurales, los ni&ntilde;os y adolescentes que viven en zonas de conflicto y que enfrentan embarazo subsecuente, as&iacute; como aquellos que son migrantes e hijos de emigrantes o tienen capacidades diferentes&rdquo; (<i>Sociedad Colombiana de Pediatr&iacute;a (SCP)</i> <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">La obligaci&oacute;n del Estado debe estar enfocada en brindar mejores condiciones sociales y econ&oacute;micas a la poblaci&oacute;n m&aacute;s vulnerable, establecimiento de pol&iacute;ticas claras de defensa y promoci&oacute;n de los derechos de ni&ntilde;os y fortalecimiento de la institucionalidad que atiende la poblaci&oacute;n infantil y juvenil del pa&iacute;s.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">Bibliograf&iacute;a<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US">Ramos Rodr&iacute;guez, Nicol&aacute;s. Embarazo en Adolescentes Problema de Salud P&uacute;blica Creciente en Colombia. En: <a href="https://scp.com.co/embarazo-en-adolescentes-problema-de-salud-publica-creciente-en-colombia/">https://scp.com.co/embarazo-en-adolescentes-problema-de-salud-publica-creciente-en-colombia/</a><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: -.75pt;"><span lang="ES-US"><o:p>&nbsp;</o:p></span></p>]]> </content:encoded>
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<title>EL PARADIGMA SOBRE LA DISGREGACIÓN DE LA EDUCACIÓN</title>
<link>https://sdgtalks.ai/Es/el-paradigma-sobre-la-disgregacion-de-la-educacion</link>
<guid>https://sdgtalks.ai/Es/el-paradigma-sobre-la-disgregacion-de-la-educacion</guid>
<description><![CDATA[ El artículo es una reflexión sobre la realidad del modelo educativo en países en vía de desarrollo, en este caso Colombia y cómo se ve reflejada esa desigualdad de condiciones respecto al estado socioeconómico de los individuos debido a una problemática que asecha a la población mundial. ]]></description>
<enclosure url="https://www.imagenessinderechos.com/wp-content/uploads/OPTods04.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 24 May 2023 07:49:38 -0500</pubDate>
<dc:creator>JORGE ANDRES BURGOS VELASQUEZ</dc:creator>
<media:keywords>Educación, desigualdad, vida Digna, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p><b>EL PARADIGMA SOBRE LA DISGREGACI&Oacute;N DE LA EDUCACI&Oacute;N<span class="Apple-converted-space">&nbsp;</span></b></p>
<p></p>
<p>Jorge Andr&eacute;s Burgos Vel&aacute;squez<span class="Apple-converted-space">&nbsp;</span></p>
<p>Estudiante de Gobierno y Relaciones Internacionales</p>
<p>Universidad La Gran Colombia</p>
<p>Armenia, Quind&iacute;o, Colombia</p>
<p></p>
<p></p>
<p></p>
<p></p>
<p>RESUMEN</p>
<p></p>
<p>El art&iacute;culo es una reflexi&oacute;n sobre la realidad del modelo educativo en pa&iacute;ses en v&iacute;a de desarrollo, en este caso Colombia y c&oacute;mo se ve reflejada esa desigualdad de condiciones respecto al estado socioecon&oacute;mico de los individuos debido a una problem&aacute;tica que asecha a la poblaci&oacute;n mundial.</p>
<p></p>
<p>PALABRAS CLAVES</p>
<p></p>
<p>Educaci&oacute;n, desigualdad, vida Digna, Universidad La Gran Colombia Armenia<span class="Apple-converted-space">&nbsp;</span></p>
<p></p>
<p>Los objetivos de desarrollo sostenible nos plantean diversos aspectos que debemos mejorar y enfocarnos para lograr un impacto positivo en el presente y el futuro, sin comprometer posteriormente el bienestar y beneficio de las pr&oacute;ximas generaciones. Sin embargo, entre estos 17 objetivos, es de mi correspondencia abarcar, profundizar y problematizar el planteamiento del objetivo n&uacute;mero 4 para el desarrollo sostenible. Es menester mencionar que el objetivo 4 establece y propone garant&iacute;as para la obtenci&oacute;n de una educaci&oacute;n de calidad, equitativa e inclusiva; donde se fomente al aprendizaje sin importar las condiciones sociales. Para ello, debemos comprender que el concepto &ldquo;educaci&oacute;n&rdquo; entendido como un factor fundamental para el desarrollo del ser humano perteneciente de una sociedad o grupo de personas, encuentra gran relevancia en cuanto a que est&aacute; inherentemente relacionado con el t&eacute;rmino &ldquo;vida digna&rdquo;.<span class="Apple-converted-space">&nbsp;</span></p>
<p></p>
<p>En mi pa&iacute;s Colombia, por ejemplo, en su normativa constitucional se denomina como un Estado Social de Derecho, donde cada ciudadano posee una cantidad de derechos los cuales est&aacute; sujeto a exigir y velar por los mismos. Entre ellos, se encuentra el derecho a la vida digna. Y para llegar a tener una vida digna, cada persona debe ser acreedora de una serie de aspectos que determinen su ejercicio en la cotidianidad. Entre dichos aspectos, encontramos el factor educativo, donde probablemente exista un gran n&uacute;mero de personas que tienen acceso a la misma. Por un lado, las personas con mayor capacidad adquisitiva ejercen en instituciones privadas, otras con menores capacidades acceden a la educaci&oacute;n p&uacute;blica y otras, por distintos factores, se les convierte en una problem&aacute;tica el acceso a la educaci&oacute;n; es decir, no tienen acceso a ning&uacute;n tipo de instituci&oacute;n para su formaci&oacute;n.<span class="Apple-converted-space">&nbsp;</span></p>
<p></p>
<p>Es por ello que, ac&aacute; es donde nos preguntamos: &iquest;Realmente podemos hablar de vida digna, cuando los factores que la componen, se distribuyen inequitativamente entre los individuos? O mejor a&uacute;n, &iquest;Existe alg&uacute;n organismo de control que vigile el proceso educativo de todas aquellas personas que poseen m&aacute;s dificultades para el acceso a la educaci&oacute;n? &iquest;Por qu&eacute; incluso el acceso a la educaci&oacute;n y su calidad dependen de la capacidad econ&oacute;mica de las familias? &iquest;Desde cu&aacute;ndo la calidad educativa se convierte en un privilegio para unos cuantos y no en un derecho que pueda ejercer cualquier individuo? Estas entre muchas otras cuestiones nos hacen reflexionar respecto a la formaci&oacute;n que recibimos.</p>
<p></p>
<p>Desde mi perspectiva, considero que poseemos como humanidad un sinf&iacute;n de problem&aacute;ticas a tomar en cuenta para hablar de la crisis educativa. Ineficiencia gubernamental, mentalidad, condiciones socioecon&oacute;micas, contexto geogr&aacute;fico, etc. Sin embargo, me gustar&iacute;a profundizar en una problem&aacute;tica mundial que est&aacute; inherentemente relacionada con la calidad y el acceso a la educaci&oacute;n; la desigualdad. Y es que claro, cada una de las problem&aacute;ticas previamente mencionadas, est&aacute;n de una u otra manera involucrada a la desigualdad mundial. Es as&iacute; como la ineficiencia gubernamental se debe a la concentraci&oacute;n de riqueza en una clase social y posteriormente la corrupci&oacute;n. Consecuencia de ello, se crea una mentalidad de pobreza intelectual y desesperanza en la poblaci&oacute;n m&aacute;s afectada, lo que conlleva al desistimiento a la educaci&oacute;n y a optar por otras medidas. En este punto ya se refleja una fragmentaci&oacute;n social, donde las personas con menos recursos obtienen educaci&oacute;n de baja calidad y/o trabajo pesado, mientras que otro conjunto de personas con mejores condiciones socioecon&oacute;micas acceden a educaci&oacute;n privada de considerable mejor calidad, prepar&aacute;ndose para ser los pr&oacute;ximos profesionales de una naci&oacute;n desigual. Por &uacute;ltimo, estas condiciones dependen del contexto geogr&aacute;fico en las que sean abarcadas. Hablamos de desigualdad cuando entramos a ver las inversiones que hace cada Estado respecto al PIB en materia de Educaci&oacute;n. Verbigracia, los pa&iacute;ses n&oacute;rdicos como Dinamarca, Islandia y Noruega, que invierten entre el 7,6 y 8% de su PIB para la educaci&oacute;n de sus habitantes. Mientras pa&iacute;ses latinoamericanos como Colombia y M&eacute;xico que apenas invierten un 4,5% y 4,9% respectivamente.<i>(1)</i></p>
<p><b>1. Montes, A. (2023, marzo 29). &iquest;Pa&iacute;ses Que m&aacute;s invierten en educaci&oacute;n en El Mundo? IES Rusadir.</b> <a href="https://www.iesrusadir.es/estudia/paises-que-mas-invierten-en-educacion-en-el-mundo.html"><span>https://www.iesrusadir.es/estudia/paises-que-mas-invierten-en-educacion-en-el-mundo.html</span></a></p>
<p>Despu&eacute;s de este contexto, nos cuestionamos de nuevo: &iquest;Hay esperanzas para <span class="Apple-converted-space">&nbsp; </span>hacer que, a largo plazo, estas condiciones de educaci&oacute;n precaria mejoren paulatinamente a nivel mundial?<span class="Apple-converted-space">&nbsp; </span>Y la respuesta es s&iacute;. Por un lado, la CEPAL<b> </b>propone una serie de metas y desaf&iacute;os a enfrentar para velar por ese desarrollo sostenible a nivel mundial. Desde donde hace unos a&ntilde;os han venido trabajando y apoyando las poblaciones m&aacute;s afectadas por esta desigualdad como es el caso del &Aacute;frica Subsahariana. Sin embargo, como todo requiere un esfuerzo mayor, cada uno de nosotros puede contribuir a la educaci&oacute;n en regiones donde se pueden evidenciar condiciones desfavorecidas. Ejemplo de ello puede ser utilizar las herramientas tecnol&oacute;gicas y fomentar a la educaci&oacute;n virtual por medio de recursos educativos en cualquier tema que sean de ayuda para alguien que quiera expandir su conocimiento. Puede ser tambi&eacute;n ser part&iacute;cipe de organizaciones de voluntariado para ofrecer tutor&iacute;as/asesor&iacute;as sobre un tema en el que se tenga habilidades o un conocimiento m&aacute;s avanzado para apoyar as&iacute; a la educaci&oacute;n en la comunidad. Finalmente, contribuir en la medida de lo posible a la participaci&oacute;n de los estudiantes dentro de las instituciones educativas y motivarlos para cambiar el paradigma de &ldquo;estudiar por obligaci&oacute;n&rdquo; o no saber para que estudiar. El cambio educativo se logra con el compromiso de los docentes, las instituciones educativas, las familias y la sociedad en general.<span class="Apple-converted-space">&nbsp; &nbsp;</span></p>
<p></p>]]> </content:encoded>
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<title>EDUCACIÓN DE CALIDAD: UN LLAMADO MORAL PARA CERRAR LAS BRECHAS ENTRE LO RURAL Y LO URBANO</title>
<link>https://sdgtalks.ai/Es/educacion-de-calidad-un-llamado-moral-para-cerrar-las-brechas-entre-lo-rural-y-lo-urbano</link>
<guid>https://sdgtalks.ai/Es/educacion-de-calidad-un-llamado-moral-para-cerrar-las-brechas-entre-lo-rural-y-lo-urbano</guid>
<description><![CDATA[ Este artículo nos plantea las brechas educativas entre lo rural y lo urbano, así como las dificultades de acceso a la educación en diferentes estratos sociales, plantean desafíos significativos para lograr una educación de calidad. Estas disparidades no solo representan problemas prácticos, sino también problemas morales y humanistas. Negar a los niños y jóvenes la oportunidad de recibir una educación de calidad es una injusticia que limita su desarrollo y perpetúa la desigualdad. Debemos reconocer el valor de cada individuo y trabajar en conjunto para cerrar estas brechas, brindando igualdad de oportunidades y promoviendo una educación inclusiva y equitativa para todos. Es nuestro deber moral y humanista asegurar que cada niño tenga acceso a una educación que los empodere y les permita alcanzar su máximo potencial. ]]></description>
<enclosure url="https://images.pexels.com/photos/6827516/pexels-photo-6827516.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 May 2023 09:02:20 -0500</pubDate>
<dc:creator>CAMILO VANEGAS VELASQUEZ</dc:creator>
<media:keywords>Educación de calidad, rural, urbano, brechas educativas, dificultades de acceso, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p>EDUCACI&Oacute;N DE CALIDAD: UN LLAMADO MORAL PARA CERRAR LAS BRECHAS ENTRE LO RURAL Y LO URBANO</p>
<p>Camilo Vanegas Vel&aacute;squez<br>Estudiante del programa de Ingenier&iacute;a Geogr&aacute;fica y Ambiental<br>Universidad La Gran Colombia<br>Armenia, Quind&iacute;o, Colombia</p>
<p></p>
<p><br>RESUMEN</p>
<p>Este art&iacute;culo nos plantea las brechas educativas entre lo rural y lo urbano, as&iacute; como las dificultades de acceso a la educaci&oacute;n en diferentes estratos sociales, plantean desaf&iacute;os significativos para lograr una educaci&oacute;n de calidad. Estas disparidades no solo representan problemas pr&aacute;cticos, sino tambi&eacute;n problemas morales y humanistas. Negar a los ni&ntilde;os y j&oacute;venes la oportunidad de recibir una educaci&oacute;n de calidad es una injusticia que limita su desarrollo y perpet&uacute;a la desigualdad. Debemos reconocer el valor de cada individuo y trabajar en conjunto para cerrar estas brechas, brindando igualdad de oportunidades y promoviendo una educaci&oacute;n inclusiva y equitativa para todos. Es nuestro deber moral y humanista asegurar que cada ni&ntilde;o tenga acceso a una educaci&oacute;n que los empodere y les permita alcanzar su m&aacute;ximo potencial.</p>
<p>PALABRAS CLAVES</p>
<p>Educaci&oacute;n de calidad, rural, urbano, brechas educativas, dificultades de acceso, Universidad La Gran Colombia Armenia.</p>
<p>La educaci&oacute;n de calidad es un derecho fundamental de cada individuo, un pilar esencial para el desarrollo humano y un medio para promover la igualdad y la justicia en la sociedad. Sin embargo, al observar la realidad educativa en diferentes regiones, es evidente que existen brechas significativas entre lo rural y lo urbano, as&iacute; como dificultades de acceso a la educaci&oacute;n en diferentes estratos sociales. Estas disparidades no solo plantean desaf&iacute;os pr&aacute;cticos, sino tambi&eacute;n desaf&iacute;os morales y humanistas que exigen una atenci&oacute;n urgente y un esfuerzo conjunto para garantizar una educaci&oacute;n de calidad para todos.</p>
<p>Brechas educativas entre lo rural y lo urbano: En nuestras sociedades, no podemos permitir que el lugar de nacimiento determine el acceso a una educaci&oacute;n de calidad. Sin embargo, en las zonas rurales, a menudo encontramos escuelas con recursos insuficientes, instalaciones inadecuadas y una falta de personal docente cualificado. Esta realidad perpet&uacute;a la desigualdad educativa y niega a los ni&ntilde;os y j&oacute;venes rurales la oportunidad de desarrollar todo su potencial. Debemos reconocer la importancia de cada ni&ntilde;o y brindarles igualdad de oportunidades, independientemente de su ubicaci&oacute;n geogr&aacute;fica.<br>Calidad de la educaci&oacute;n: Cada estudiante merece recibir una educaci&oacute;n de calidad que les permita desarrollar habilidades, conocimientos y valores que los preparen para enfrentar los desaf&iacute;os de la vida. Sin embargo, la falta de recursos y profesores altamente capacitados en las &aacute;reas rurales a menudo conduce a una educaci&oacute;n de baja calidad. Esto no solo les priva de una educaci&oacute;n enriquecedora, sino que tambi&eacute;n les niega la posibilidad de romper el ciclo de pobreza y contribuir plenamente al desarrollo de sus comunidades. Debemos recordar que cada ni&ntilde;o tiene un derecho inherente a recibir una educaci&oacute;n que nutra su esp&iacute;ritu y potencial.<br>Dificultades de acceso en diferentes estratos sociales: En nuestra b&uacute;squeda por una sociedad justa, debemos confrontar las barreras que impiden el acceso a la educaci&oacute;n en diferentes estratos sociales. Las familias de bajos ingresos a menudo se enfrentan a obst&aacute;culos econ&oacute;micos que dificultan la inscripci&oacute;n y la permanencia en la escuela.&nbsp;</p>
<p>Estas barreras son injustas y niegan a los ni&ntilde;os m&aacute;s vulnerables la posibilidad de escapar del c&iacute;rculo de la pobreza y alcanzar una vida mejor a trav&eacute;s de la educaci&oacute;n. Debemos esforzarnos por crear un sistema educativo inclusivo y equitativo que brinde oportunidades a todos, independientemente de su origen socioecon&oacute;mico.</p>
<p>La educaci&oacute;n de calidad no es solo una meta pr&aacute;ctica, sino tambi&eacute;n un imperativo moral y humanista. Debemos recordar que detr&aacute;s de cada ni&ntilde;o que no recibe una educaci&oacute;n adecuada hay un futuro frustrado y oportunidades perdidas. Es nuestra responsabilidad como sociedad cerrar las brechas entre lo rural y lo urbano, y garantizar el acceso a una educaci&oacute;n de calidad para todos los ni&ntilde;os y j&oacute;venes, sin importar su contexto y condici&oacute;n socioecon&oacute;mica.</p>]]> </content:encoded>
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<item>
<title>LA SANGRE QUE DERRAMA LA EDUCACIÓN </title>
<link>https://sdgtalks.ai/Es/la-sangre-que-derrama-la-educacion</link>
<guid>https://sdgtalks.ai/Es/la-sangre-que-derrama-la-educacion</guid>
<description><![CDATA[ El artículo es un llamado, para que la sociedad se concientice sobre el papel fundamental que juega dentro de la formación académica y humanística de los niños, niñas y adolescentes. Entendiendo a la sociedad como todos los seres a nivel global que deben tomar corresponsabilidad de la educación del mundo.  ]]></description>
<enclosure url="https://images.pexels.com/photos/2902966/pexels-photo-2902966.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 17 May 2023 18:47:48 -0500</pubDate>
<dc:creator>Carol Loaiza</dc:creator>
<media:keywords>Educación, humanismo, formación humana, sociedad, globalización, familia, Universidad La Gran Colombia Armenia </media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="text-align: center;"><b>LA SANGRE QUE DERRAMA LA EDUCACI&Oacute;N<span style="mso-spacerun: yes;">&nbsp; </span><o:p></o:p></b></p>
<p class="MsoNormal" align="center" style="text-align: center;"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal" align="right"><span style="font-size: 10.0pt;">Carol Dayana Loaiza Rodr&iacute;guez <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Estudiante de Derecho<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Universidad La Gran Colombia</span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;"><o:p></o:p></span><span style="font-size: 10.0pt;">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p><strong>RESUMEN</strong><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El art&iacute;culo es un llamado, para que la sociedad se concientice sobre el papel fundamental que juega dentro de la formaci&oacute;n acad&eacute;mica y human&iacute;stica de los ni&ntilde;os, ni&ntilde;as y adolescentes. Entendiendo a la sociedad como todos los seres a nivel global que deben tomar corresponsabilidad de la educaci&oacute;n del mundo.&nbsp;<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>PALABRAS CLAVES<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Educaci&oacute;n, humanismo, formaci&oacute;n humana, sociedad, globalizaci&oacute;n, familia, Universidad La Gran Colombia Armenia&nbsp;<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>En el mundo actual la educaci&oacute;n se ve te&ntilde;ida de un rojo escarlata simb&oacute;lico o real, constituyendo un fen&oacute;meno global que preocupa a los diferentes Estados, pues cada d&iacute;a los actos de violencia tienen mayor reincidencia, dejando ver los problemas que a nivel educativo se generan, pero que adem&aacute;s a nivel familiar y social nos deja entrever la falta de educaci&oacute;n a nivel human&iacute;stico.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>Cada vez m&aacute;s se deja relegado el aprendizaje de los j&oacute;venes a los docentes de las instituciones educativas, sin tener en cuenta que su papel, aunque es importante,<span style="mso-spacerun: yes;">&nbsp; </span>debe ser un aporte para la formaci&oacute;n integral, lo cierto es que el pilar fundamental es el hogar, en el cual se dan los primeros procesos de interacci&oacute;n humana, acompa&ntilde;amiento y generaci&oacute;n de<span style="mso-spacerun: yes;">&nbsp; </span>principios y valores que guiar&aacute;n a quienes a&uacute;n no cuentan con las herramientas para decidir sobre temas tan complejos como sus emociones y el mundo que les rodea. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>Las aulas de clase abarcan problemas de tipo social, cultural y moral, los cuales no son homog&eacute;neos ya que quienes conviven con ellos son seres razonables y diversos, siendo all&iacute; donde realizan sus relaciones sociales, determinando lo anterior la concepci&oacute;n que crear&aacute;n de si mismos y de otros, dando por consiguiente unos sentimientos y emociones no experimentados, los cuales pueden generar falta de autoestima, ansiedad, depresi&oacute;n y violencia, arrinconando a este ser humano.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>Por este motivo, se hace importante reconocer el papel de todos como sociedad para detener los episodios de violencia que se viven el mundo, empezando desde la de educaci&oacute;n de quienes a&uacute;n se encuentran en proceso de formaci&oacute;n, la misma que es impartida por cada uno de los seres humanos que le rodea, entender que el ser humano convive con otros seres y que las similitudes que compartimos y la necesidad de comunicarnos y aprender va m&aacute;s all&aacute; de los paradigmas formados.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>El humanismo debe ser inherente a la condici&oacute;n humana, ya que este permite el desarrollo de todos como sociedad, garantiz&aacute;ndonos un futuro fundado en componentes con mas peso y relevancia que la educaci&oacute;n meramente te&oacute;rica que se aleja del crecimiento del ser. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>Todo lo anterior se basa en lo ya conocido por quienes se ha sentado en la sala de su casa y luego en un sal&oacute;n de clase, lugares en los cuales no hay coherencia, ni preocupaci&oacute;n por una formaci&oacute;n integral.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p>&nbsp;</o:p>Deber&iacute;a el mundo tener la capacidad de dirigir las estrategias hacia un escenario diferente en el que, tanto las familias como las diferentes instituciones y los Estados planteen soluciones en pro de un desarrollo humano que sea capaz de reconocer a cada uno de los actores que conforman de la vida diaria y en todos los aspectos. <o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p><b>EN LAS MANOS DEL SER HUMANO ESTA LA ESPERANZA DE LA HUMANIDAD<o:p></o:p></b></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>]]> </content:encoded>
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<item>
<title>POR UNA EDUCACIÓN DE CALIDAD</title>
<link>https://sdgtalks.ai/Es/por-una-educacion-de-calidad</link>
<guid>https://sdgtalks.ai/Es/por-una-educacion-de-calidad</guid>
<description><![CDATA[ Este articulo tiene como fin mostrarnos que llegar a tener una educación de calidad no es algo imposible, aunque tampoco fácil, pero con el esfuerzo y el acompañamiento de todas aquellas entidades encargadas de la educación de todos los niños, es un objetivo que se podrá llegar a materializar. Además, también se busca resaltar el impacto que tendría para todos esos niños, niñas y adolescentes, el contar con lo necesario y mucho más para el acompañamiento de su educación. ]]></description>
<enclosure url="https://www.summaedu.org/wp-content/uploads/2022/08/Recuperacio%CC%81n-de-Aprendizajes.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 May 2023 19:54:46 -0500</pubDate>
<dc:creator>AHSLEY VALENTINA BARRERA CASTRO</dc:creator>
<media:keywords>Educación, calidad, valores, materialización, mejores seres humanos, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="margin-bottom: 12.0pt; text-align: justify;"><span lang="ES-MX" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-MX;">El impacto que causa en la sociedad que nuestros ni&ntilde;os, los cuales son el futuro del pa&iacute;s y del mundo entero, cuenten con una educaci&oacute;n real, de calidad y que enserio impartan conocimientos que no solo les ayude a estos ni&ntilde;os a crecer laboralmente, sino que tambi&eacute;n crezcan y aprendan sobre ser seres humanos que aporten a la sociedad, esta es la base para que percibamos un cambio global.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 12.0pt; text-align: justify;"><span lang="ES-MX" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-MX;">Cuando tengamos claro que la educaci&oacute;n de calidad es aquella que forma a mejores seres humanos, ciudadanos ejemplares que adem&aacute;s cuenten con valores &eacute;ticos, que practican sus derechos y hacen respetar el de los dem&aacute;s y que adem&aacute;s conviven en paz, empezaremos a pensar en aquellas soluciones para que no solo los ni&ntilde;os colombianos, sino que de todo el mundo, cuenten con una educaci&oacute;n adecuada, el cual adem&aacute;s es un derecho vulnerado en muchas zonas del mundo.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 12.0pt; text-align: justify;"><span lang="ES-MX" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-MX;">Para que esto no sea solo un sue&ntilde;o, sino que en realidad se materialice, recae en el refuerzo de las secretar&iacute;as de educaci&oacute;n y de los establecimientos educativos; es decir los colegios. Y esto es lo m&aacute;s l&oacute;gico, ya que nuestros ni&ntilde;os deben contar con aulas aptas para que se impartan las clases, material necesario para cada asignatura y espacios verdes para que se recreen y, por &uacute;ltimo, pero no menos importante, docentes profesionales que quieran de coraz&oacute;n compartir conocimientos, ense&ntilde;anzas y vivencias, que logren motivar a los estudiantes.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES-MX" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES-MX;">En conclusi&oacute;n, esto es un factor esencial para el crecimiento interno de cada persona, que a su vez ayudar&aacute; al crecimiento de cada pa&iacute;s, porque si cont&aacute;ramos con una educaci&oacute;n de calidad seria mayor el n&uacute;mero de personas aptas para ejercer cargos. Obviamente sin olvidar ni mucho menos dejar de lado, ese factor de humanizaci&oacute;n para el mejoramiento de nuestra forma de ser con los dem&aacute;s, que es algo necesario para una convivencia sana.<o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>Repensar la educación de calidad</title>
<link>https://sdgtalks.ai/Es/repensar-la-educacion-de-calidad</link>
<guid>https://sdgtalks.ai/Es/repensar-la-educacion-de-calidad</guid>
<description><![CDATA[ Los 17 Objetivos de Desarrollo Sostenible (ODS) surgen en el 2015 como un pacto para generar una agenda universal entre los Estados miembros de las Organización de las Naciones Unidas. Por medio de éste, se proyecta para el 2030 erradicar con la pobreza y todas las formas existentes de desigualdad en el mundo (ONU, 2015). En el presente escrito analizaremos el Objetivo de Desarrollo Sostenible número 4 sobre la educación de calidad tomándola como el pilar fundamental para la creación de seres humanos íntegros para vivir en sociedad y aportar paz y desarrollo. ]]></description>
<enclosure url="https://images-na.ssl-images-amazon.com/images/S/compressed.photo.goodreads.com/books/1649278975i/60763723.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 15 May 2023 18:41:42 -0500</pubDate>
<dc:creator>SALOME ALZATE RICO</dc:creator>
<media:keywords>Educación de calidad, Universidad La Gran Colombia Armenia, sistemas educativos y valores</media:keywords>
<content:encoded><![CDATA[<p>Vivimos en un mundo hostil, la inconsciencia del ser humano con respecto a su entorno nos ha llevado a un punto de no retorno ambiental. La falta de ense&ntilde;anza en valores ha producido guerras, cr&iacute;menes, corrupci&oacute;n y violencia. En este orden de ideas, encontramos la educaci&oacute;n como un instrumento, que de primera mano gu&iacute;a al ser humano en todo su proceso de desarrollo como hombre en sociedad. Por esta raz&oacute;n, se materializa la falla de los sistemas de ense&ntilde;anza en la actualidad; &eacute;stos dejan a la deriva la educaci&oacute;n para la vida y sus repercusiones se reflejan en el instante en el que el hombre entra en su espectro social y se encuentra con su realidad.</p>
<p></p>
<p>Con relaci&oacute;n con la problem&aacute;tica expuesta, el verdadero prop&oacute;sito que plantea el Objetivo de Desarrollo Sostenible n&uacute;mero 4 es que todas las personas del mundo tengan acceso a una educaci&oacute;n de calidad. No obstante, el sentido de la frase &ldquo;educaci&oacute;n de calidad&rdquo; debe repensarse. La verdadera calidad se materializa en brindar la formaci&oacute;n de personas en el &aacute;mbito de los valores, inteligencia emocional, econom&iacute;a y conciencia ambiental. De esta forma es que se logra un verdadero avance social.</p>
<p></p>
<p>Si se materializa un eficaz acceso a la educaci&oacute;n y en este proceso educativo se educ&oacute; para la vida, estaremos formando un ciudadano capaz de enfocar todos sus conocimientos (en matem&aacute;ticas, historia, ciencia, entre otros) en hacer un bien social y pensar en comunidad.<span class="Apple-converted-space">&nbsp;</span></p>
<p></p>
<p>Es en este punto donde el Objetivo de Desarrollo Sostenible n&uacute;mero 4 sobre la educaci&oacute;n de calidad cobra sentido.</p>]]> </content:encoded>
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<item>
<title>EDUCACIÓN DE CALIDAD PARA QUE LOS NIÑOS PUEDAN CONSTRUIR SUS PROPIOS PROYECTOS DE VIDA</title>
<link>https://sdgtalks.ai/Es/educacion-de-calidad-para-que-los-ninos-puedan-construir-sus-propios-proyectos-de-vida</link>
<guid>https://sdgtalks.ai/Es/educacion-de-calidad-para-que-los-ninos-puedan-construir-sus-propios-proyectos-de-vida</guid>
<description><![CDATA[ El presente artículo es una invitación a todas las personas que desean aportar un granito de arena para la construcción de un país liderado por las juventudes, para que en el futuro se pueda gozar de una vida digna acompañada de una autentica formación humana, integral y de calidad, de manera que los niños y niñas cuenten con sólidas bases para construir sus propios proyectos de vida y puedan replicar la enseñanza a nuevas generaciones. ]]></description>
<enclosure url="https://st4.depositphotos.com/3258807/21064/i/600/depositphotos_210641720-stock-photo-smart-children-studying-foreign-languages.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 13 May 2023 13:22:09 -0500</pubDate>
<dc:creator>JUAN JOSE LONDOÑO ARCILA</dc:creator>
<media:keywords>Educación, formación humana, juventud, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><span lang="ES">Durante d&eacute;cadas se ha rumorado que los pa&iacute;ses necesitan de sus juventudes para construir sociedades m&aacute;s humanas y dignas, pero acaso &iquest;no somos nosotros quien elegimos a nuestros gobernantes?, es com&uacute;n escuchar en temporadas electorales a vecinos, amigos, familiares, manifestar por qui&eacute;n se deber&iacute;a de votar, sin ni si quiera tomarse el tiempo de conocer las propuestas o la persona que las est&aacute; diciendo, desde una perspectiva<span>&nbsp; </span>propia opino que los adultos son los que han detenido una parte del proceso, pues son los principales influyentes en las decisiones de los j&oacute;venes, &iquest;no est&aacute;n cansados de las mentiras?, <span>&nbsp;</span>de replicar o infundir esto a sus hijos, estoy convencido como joven que soy, que si todos los ni&ntilde;os y ni&ntilde;as pudieran gozar de una educaci&oacute;n de calidad habr&iacute;a una significativa reducci&oacute;n de la violencia, odio, miedo, hambre y pobreza. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span lang="ES">Partiendo de esto me dirijo a los objetivos de desarrollo sostenible quienes se constituyeron para hacer un llamado universal a cada ser humano en el planeta, con el prop&oacute;sito de dar fin a las desigualdades, es el momento de brindar oportunidades a los j&oacute;venes mediante una educaci&oacute;n gratuita y de calidad, dado que esto permitir&aacute; alcanzar otros objetivos.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span lang="ES">Un dato que ha llamado la atenci&oacute;n de millones de personas que trabajan a favor de la construcci&oacute;n social, es que, seg&uacute;n el centro de datos de la UNESCO existen m&aacute;s de 57 millones de ni&ntilde;os sin escolarizar, y m&aacute;s de la mitad viven en &Aacute;frica Subsahariana, pero se estima que para el 2030 tendr&aacute; que proporcionar educaci&oacute;n b&aacute;sica a 444 millones de ni&ntilde;os entre 3 a 15 a&ntilde;os, que es 2,6 veces el n&uacute;mero de alumnos matriculados al d&iacute;a de hoy, por lo que la invitaci&oacute;n la extiendo a todas las personas que est&eacute;n dispuestas a participar del cambio por la dignidad humana, exigiendo a nuestros gobiernos que den prioridad a la educaci&oacute;n, que asuman el compromiso de formar a las nuevas juventudes con ense&ntilde;anza b&aacute;sica primaria, secundaria y universitaria de forma gratuita, en<span>&nbsp; </span>especial a los m&aacute;s vulnerables, y a todas las organizaciones para que trabajen con los j&oacute;venes, promoviendo la importancia de la educaci&oacute;n, de esta manera se abrir&aacute; paso a la construcci&oacute;n social y econ&oacute;mica de nuestro pa&iacute;s, basada en nuevas oportunidades para todos y con el prop&oacute;sito de disminuir la pobreza a nivel mundial, sin embargo, es relevante nombrar a una mujer que influy&oacute; desde un inicio y que crey&oacute; posible trabajar para el bien com&uacute;n, <span>Mar&iacute;a Montessori, reconocida por haber sido una mujer humanista</span>y medica entre otras cosas, que revolucion&oacute; los par&aacute;metros educativos existentes en su &eacute;poca, como lo fue el exponer a los ni&ntilde;os como aut&eacute;nticos protagonistas de todos los procesos educativos, de este modo, aceptamos que se necesita un cambio para bien, iniciando desde los m&aacute;s peque&ntilde;os.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span lang="ES">&ldquo;Siembra en los ni&ntilde;os ideas buenas, aunque no las entiendan... Los a&ntilde;os se encargar&aacute;n de descifrarlas en su entendimiento y de hacerlas florecer en su coraz&oacute;n&rdquo;&nbsp;</span><a href="https://www.guiainfantil.com/articulos/educacion/aprendizaje/15-consejos-de-maria-montessori-para-educar-a-los-hijos/" title="Consejos de Mar&iacute;a Montessori para educar a los ni&ntilde;os"><span lang="ES">(Mar&iacute;a Montessori).</span></a><span lang="ES"><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span lang="ES">Y al cantante, compositor y bailar&iacute;n estadounidense con esta famosa frase.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span lang="ES">&ldquo;Recuerden, seremos nosotros los ni&ntilde;os de hoy quienes haremos del mundo futuro un lugar mejor y m&aacute;s feliz&rdquo; (Michael Jackson).<o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>EDUCACIÓN DE CALIDAD, UNA LLAVE PARA EL FUTURO</title>
<link>https://sdgtalks.ai/Es/educacion-de-calidad-una-llave-para-el-futuro-80430</link>
<guid>https://sdgtalks.ai/Es/educacion-de-calidad-una-llave-para-el-futuro-80430</guid>
<description><![CDATA[ En este artículo se refleja la educación en Colombia, la urgente necesidad en la cual se formen a nuestros niños en pro de un futuro de calidad, teniendo en cuenta todos los cambios que se han dado en programas educativos y como esto puede favorecer o perjudicar a niños, niñas, adolescentes, universitarios, etc. ]]></description>
<enclosure url="https://educamas.org/wp-content/uploads/2024/02/Futuro-sostenible-y-equitativo.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 09 May 2023 18:33:59 -0500</pubDate>
<dc:creator>JULIANA ANDREA SUAREZ GUTIERREZ</dc:creator>
<media:keywords>Educación de calidad, Colombia, avances tecnológicos, familia, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Dada la situaci&oacute;n de la educaci&oacute;n actual en Colombia, con alto nivel de retiro del sistema escolar, bajos niveles de aprendizaje, familias disfuncionales, desnutrici&oacute;n, falta de cobertura, bajo nivel en pruebas saber etc., es importante preguntarse en qu&eacute; estado est&aacute; actualmente la calidad de la educaci&oacute;n y c&oacute;mo est&aacute;n preparados los docentes, j&oacute;venes y su entorno familiar para asumir los retos actuales que exigen una educaci&oacute;n de calidad.</span></span><span style="mso-spacerun: yes;">&nbsp; </span></span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ante la necesidad de desarrollar las competencias en nuestros ni&ntilde;os, debemos centrarnos en la calidad de la educaci&oacute;n de y para los mismos, teniendo en cuenta que son el futuro de nuestro pa&iacute;s. </span><span style="vertical-align: inherit;">Una calidad de exige el compromiso no solo de docentes y estudiantes sino tambi&eacute;n de toda la comunidad que hace parte del proceso de formaci&oacute;n, desarrollando en los estudiantes las competencias de educaci&oacute;n, personales y sociales para que puedan formar parte activa de la sociedad.</span></span></span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Es importante tener en cuenta los cambios que se han producido a lo largo del tiempo con los avances tecnol&oacute;gicos y las herramientas digitales, comparada con una educaci&oacute;n tradicional basada en una evaluaci&oacute;n cuantitativa que permite determinar en qu&eacute; grado ha sido alcanzado los objetivos educativos fijados con anterioridad </span><span style="vertical-align: inherit;">Por otra parte, la educaci&oacute;n de calidad debe tener en cuenta los ritmos de aprendizaje, el inter&eacute;s, las condiciones de vida al igual que el n&uacute;cleo familiar, social y econ&oacute;mico que rodea al estudiante.</span></span></span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">La evaluaci&oacute;n formativa es uno de los elementos principales de la calidad educativa, ya que es un proceso que retroalimenta el aprendizaje y posibilita su regulaci&oacute;n por parte del estudiante, al igual que a los docentes en la adaptaci&oacute;n de las actividades de aprendizaje, de acuerdo con sus necesidades y posibilidades.</span></span></span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';">No podemos dejar a un lado la parte emocional y su importancia en el desarrollo de las competencias de los ni&ntilde;os, ni&ntilde;as, j&oacute;venes y adolescentes, ya que permite comprender y regular emociones, establecer y alcanzar metas a favor del bienestar, estableciendo de manera constructiva relaciones de empat&iacute;a, solidaridad, inclusi&oacute;n, d&aacute;ndoles las herramientas necesarias para tomar decisiones responsables.</span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';">Por otro lado, para alcanzar la calidad educativa es primordial tener en cuenta que la familia es el primer ente formador del ni&ntilde;o y apoyo fundamental en su proceso educativo y desarrollo personal, permitiendo la interacci&oacute;n entre el colegio y la sociedad, como herramienta promotora y estimulante en las habilidades socio emocionales, enriqueciendo el proceso formativo y la interacci&oacute;n con el medio o el entorno, proceso que se lleva conjuntamente entre docente-estudiante-familia y entorno social. <o:p></o:p></span></span></p>
<p class="Cuerpo" style="text-align: justify;"><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-bidi-font-family: 'Arial Unicode MS';"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Despu&eacute;s de la familia la escuela es un ambiente clave en la adquisici&oacute;n de competencias que le permitir&aacute; a cada uno de los j&oacute;venes enfrentar y solucionar sus problemas, teniendo la capacidad de sobreponerse a las adversidades (resiliencia). </span></span><span style="mso-spacerun: yes;">&nbsp; </span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">La familia es el principal estimulante de las relaciones afectivas y la escuela fortalece este proceso, es a trav&eacute;s de la l&uacute;dica que se crea una reacci&oacute;n proactiva, cr&iacute;tica y verbal.</span></span></span></span><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-fareast-font-family: Arial;"><o:p></o:p></span></span></p>
<p><span class="Ninguno"><span lang="ES-TRAD" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Arial Unicode MS'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">As&iacute; se puede despertar en el ni&ntilde;o un inter&eacute;s en la adquisici&oacute;n del conocimiento de manera significativa, construyendo conocimiento, partiendo de las ideas previas y vivenciadas en su entorno para la construcci&oacute;n de nuevos saberes que le permiten tener un aprendizaje de calidad para su vida en todos los aspectos.</span></span></span></span></p>]]> </content:encoded>
</item>

<item>
<title>EDUCACIÓN SOCIAL: ESO QUE NO HICIMOS TODAVÍA  UN LLAMADO PARA EDUCAR EN LA FRATERNIDAD SOCIAL</title>
<link>https://sdgtalks.ai/Es/educacion-social-eso-que-no-hicimos-todavia-un-llamado-para-educar-en-la-fraternidad-social</link>
<guid>https://sdgtalks.ai/Es/educacion-social-eso-que-no-hicimos-todavia-un-llamado-para-educar-en-la-fraternidad-social</guid>
<description><![CDATA[ El texto es un llamado a mirarnos socialmente como formadores, un asunto que hace parte esencial del sentido de la calidad educativa, toda vez que, propende por una transformación humana y social para conquistas u mundo mejor. ]]></description>
<enclosure url="https://www.cursosypostgrados.com/blog/wp-content/uploads/2020/11/ed-social.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 08 May 2023 08:10:38 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Educación, fraternidad, sociedad, Universidad La Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">EDUCACI&Oacute;N SOCIAL: ESO QUE NO HICIMOS TODAV&Iacute;A <o:p></o:p></span></b></p>
<p class="MsoNormal" align="center" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">UN LLAMADO PARA EDUCAR EN LA FRATERNIDAD SOCIAL<o:p></o:p></span></b></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: 0cm; text-align: right; line-height: normal;"><span style="font-size: 16.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; color: black; mso-color-alt: windowtext; background: white;">&ldquo;Desear&iacute;a que se desarrollara en todos los pueblos un consciente sentido de&nbsp;paz&nbsp;y el&nbsp;sentimiento&nbsp;de&nbsp;solidaridad&nbsp;humana, que puedan abrir nuevas relaciones de&nbsp;respeto&nbsp;e&nbsp;igualdad&nbsp;para el pr&oacute;ximo milenio, que deber&aacute; ser de fraternidad y no de&nbsp;conflictos&nbsp;cruentos.&rdquo;<br>Rigoberta Mench&uacute;<a style="mso-footnote-id: ftn1;" href="#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!-- [if !supportFootnotes]--><span style="font-size: 16.0pt; line-height: 115%; font-family: 'French Script MT'; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-bidi-font-family: Arial; color: black; background: white; mso-ansi-language: ES-CO; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">[1]</span><!--[endif]--></span></span></a></span><span style="font-size: 16.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; background: white;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif; color: black; mso-color-alt: windowtext; background: white;">RESUMEN:</span><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif; background: white;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">El texto es un llamado a mirarnos socialmente como formadores, un asunto que hace parte esencial del sentido de la calidad educativa, toda vez que, propende por una transformaci&oacute;n humana y social para conquistas u mundo mejor. <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">PALABRAS CLAVES<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;">Educaci&oacute;n, fraternidad, sociedad, Universidad La Gran Colombia Armenia<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">EDUCACI&Oacute;N SOCIAL: ESO QUE NO HICIMOS TODAV&Iacute;A, UN LLAMADO PARA EDUCAR EN LA FRATERNIDAD SOCIAL,</span></b><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"> es un t&iacute;tulo que puede resultar desconcertante a primera vista, sin embargo, es en primera instancia, una invitaci&oacute;n a hacer un alto, para permitirnos una mirada diferencial en torno a al contexto social, un contexto urgido de signos de esperanza y fraternidad, lo que se constituye en un reto inaplazable para quienes creemos en la posibilidad de un mejor mundo. <span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">No ser&aacute; tampoco un abordaje de aspectos pedag&oacute;gicos, te&oacute;ricos y metodol&oacute;gicos, sino, una necesaria aproximaci&oacute;n a la condici&oacute;n humana en un sentido de coexistencia, de encuentro humano, a partir del urgencia en medio de una sociedad que ha perdido el norte, en donde se ha deste&ntilde;ido el sentido de la dignidad de la persona humana, por lo que se constituye en un imperativo hist&oacute;rico asumir nuestra condici&oacute;n de formadores sociales y para lo cual, es fundamental una opci&oacute;n preferencial por el otro, por la humanidad, <span style="mso-spacerun: yes;">&nbsp;</span>que es, de hecho, la raz&oacute;n m&aacute;s alta de este compromiso de educar para la fraternidad social. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">En este sentido, la educaci&oacute;n social, que nos involucra a todos, es un acto pol&iacute;tico y de amor de recuperaci&oacute;n de la condici&oacute;n humana y de la humana condici&oacute;n y para lo cual, la educaci&oacute;n como escenario y proceso, resulta ser <span style="color: black; mso-themecolor: text1;">un pretexto formidable, toda vez, que &eacute;sta sea un acto emancipador de las condiciones de una humanidad que d&iacute;a a d&iacute;a, vive bajo el signo de la desesperanza.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif; color: black; mso-themecolor: text1;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">As&iacute;, al comprender la educaci&oacute;n social como una opci&oacute;n fundamental por el otro, es necesario considerar que la opci&oacute;n es un acto de la libertad y de las convicciones que supone un acontecimiento visible a partir de tres elementos: <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; line-height: 150%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">&uuml;<span style="font: 7.0pt 'Times New Roman';">&nbsp; </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Elecci&oacute;n: La cual es fruto de la deliberaci&oacute;n cr&iacute;tica y consciente sobre la realidad, a partir de la construcci&oacute;n din&aacute;mica de la confianza, es decir, del v&iacute;nculo de las expectativas y posibilidades. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -2.0cm; line-height: 150%; margin: 0cm 0cm 0cm 2.0cm;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; line-height: 150%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">&uuml;<span style="font: 7.0pt 'Times New Roman';">&nbsp; </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Apertura: Supone una opci&oacute;n por los m&aacute;s fr&aacute;giles a partir del reconocimiento de su grandeza y dignidad.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 3.0pt; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; line-height: 150%; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span style="font-size: 12.0pt; line-height: 150%; font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-bidi-font-family: Wingdings;"><span style="mso-list: Ignore;">&uuml;<span style="font: 7.0pt 'Times New Roman';">&nbsp; </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Acci&oacute;n: Es el paso fundamental que exige una ruptura con lo normal establecido y visualiza posibilidades vitales en la construcci&oacute;n de una nueva civilidad basada en el respeto y la dignidad de la persona humana. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Esto exige hacer un giro total y vital desde la condici&oacute;n ciudadana, un giro que supera el discurso y recupera la praxis como construcci&oacute;n de nuevos escenarios de vida, de encuentro, de di&aacute;logo, pero sobre todo de la valoraci&oacute;n humana, que es en esencia, la raz&oacute;n que nos moviliza a la legitimaci&oacute;n de la persona y abre las puertas para encontrar un nuevo aire de vida que permita oxigenar el ideal de una civilizaci&oacute;n so&ntilde;ada, querida, pretendida y urgente en nuestro tiempo. <span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">En este sentido, la praxis se constituye en el hacer cotidiano con sentido de humanidad, a partir del cual se construye un entramado vital entre los seres humanos, haciendo posible que la educaci&oacute;n social sea &ldquo;<i style="mso-bidi-font-style: normal;">un acto de amor&hellip; una experiencia &eacute;tica,&rdquo;<span style="mso-font-kerning: 12.0pt;"> (</span></i>Larrosa y Skliar, 2009) que conquista al hombre y lo dispone para vivir en comuni&oacute;n desde sus m&aacute;s altos ideales, aquellos que le han sido arrebatados por una sociedad fracturada y sumergida en una crisis de sentido vital.<span style="mso-spacerun: yes;">&nbsp; </span><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Ahora bien, todo ciudadano, est&aacute; llamado a descubrir su condici&oacute;n de educador social y potenciar su condici&oacute;n de humanidad, para que el prop&oacute;sito de una nueva humanidad tenga todas las posibilidades de realizaci&oacute;n. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">En este sentido, muy particularmente y sin el &aacute;nimo de contradecir lo hist&oacute;ricamente aceptado, considero que la palabra pedagogo viene del griego </span><span style="font-size: 14.0pt; line-height: 150%; font-family: Symbol; mso-bidi-font-family: Arial;">poda </span><span style="font-size: 12.0pt; line-height: 150%; font-family: Symbol; mso-bidi-font-family: Arial;">(</span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">poda) = pie </span><span style="font-size: 14.0pt; line-height: 150%; font-family: Symbol; mso-bidi-font-family: Arial;">gogein</span><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"> (gogein) = ense&ntilde;ar, es decir, ense&ntilde;ar caminando. Esto nos pone ante una maravillosa condici&oacute;n del acontecer educativo que nos invita a una movilidad con el otro y no a la espera de la movilidad del otro. Entonces, la educaci&oacute;n social es un camino por recorrer en unidad fraterna. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">As&iacute;, los educadores sociales, los ciudadanos comprometidos con el ser humano y su dignidad, est&aacute;n llamados a ser los arquitectos de una nueva civilizaci&oacute;n, la civilizaci&oacute;n del amor y de la paz, en donde se promueva el aut&eacute;ntico desarrollo de la dignidad humana de manera integral. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;">Una nueva humanidad es posible, si entre todos nos educamos socialmente y de esta manera imprimimos sentido de calidad a la educaci&oacute;n. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; line-height: 150%;"><span style="font-size: 12.0pt; line-height: 150%; font-family: 'Arial',sans-serif;"><span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoBodyText" style="margin-bottom: 0cm; text-align: justify;">Bibliograf&iacute;a<o:p></o:p></p>
<p class="MsoBodyText" style="margin-bottom: 0cm; text-align: justify;"><o:p>&nbsp;</o:p></p>
<p class="MsoBodyText" style="margin-bottom: 0cm; text-align: justify;"><a href="http://www.libreriapaidos.com/resultados.aspx?c=Larrosa%2c+Jorge&amp;por=AutorEstricto&amp;aut=23807" title="Larrosa, Jorge"><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO; text-decoration: none; text-underline: none;">LARROSA, Jorge</span></a><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO;">&cedil; </span><a href="http://www.libreriapaidos.com/resultados.aspx?c=Skliar%2c+Carlos&amp;por=AutorEstricto&amp;aut=37976" title="Skliar, Carlos"><span style="mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;"><span style="mso-spacerun: yes;">&nbsp;</span></span><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO; text-decoration: none; text-underline: none;">SKLIAR, Carlos</span></a><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO;">. (2009).<span style="mso-spacerun: yes;">&nbsp; </span></span><a href="http://www.libreriapaidos.com/9789508085863/EXPERIENCIA+Y+ALTERIDAD+EN+EDUCACION/" title="EXPERIENCIA Y ALTERIDAD EN EDUCACION"><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO; text-decoration: none; text-underline: none;">Experiencia y alteridad en educaci&oacute;n</span></a><span style="mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: Arial; color: black; mso-themecolor: text1; mso-fareast-language: ES-CO;">. FLACSO. Argentina <o:p></o:p></span></p>
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<div style="mso-element: footnote;" id="ftn1">
<p class="MsoFootnoteText"><a style="mso-footnote-id: ftn1;" href="#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-special-character: footnote;"><!-- [if !supportFootnotes]--><span style="font-size: 10.0pt; line-height: 115%; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-ansi-language: ES-CO; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">[1]</span><!--[endif]--></span></span></span></a><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> <span style="color: black; mso-color-alt: windowtext; background: white;">Rigoberta Mench&uacute; Tum es una l&iacute;der ind&iacute;gena y activista guatemalteca, miembro del grupo maya quich&eacute;, defensora de los derechos humanos, embajadora de buena voluntad de la UNESCO y ganadora del Premio Nobel de la Paz (1992) y el Premio Pr&iacute;ncipe de Asturias de Cooperaci&oacute;n Internacional (1998).</span></span><span lang="ES" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: ES;"><o:p></o:p></span></p>
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<title>HACIA UN COMPROMISO AUTÉNTICO DE LA EDUCACIÓN</title>
<link>https://sdgtalks.ai/Es/hacia-un-compromiso-autentico-de-la-educacion</link>
<guid>https://sdgtalks.ai/Es/hacia-un-compromiso-autentico-de-la-educacion</guid>
<description><![CDATA[ En este escrito se hace un análisis de cifras que muestran el panorama educativo en la ciudad de Armenia, Quindío. Con base a este, se desglosan las cualidades que deben tener una educación de calidad para cumplir con el cuarto Objetivo de Desarrollo Sostenible, Educación de Calidad planteado por la ONU. Al final se sacan conclusiones sobre cuál es la manera correcta de proceder, teniendo como meta el cumplimiento del cuarto ODS. ]]></description>
<enclosure url="https://lookaside.fbsbx.com/lookaside/crawler/media/" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Apr 2023 20:53:51 -0500</pubDate>
<dc:creator>MARIA DE LOS ANGELES HENAO AVENDAÑO</dc:creator>
<media:keywords>Objetivos de Desarrollo Sostenible, Educación de calidad, Equidad, Accesibilidad, Universidad La Gran Colombia Armenia, Armenia</media:keywords>
<content:encoded><![CDATA[<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="1513747859" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{13}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Los Objetivos de Desarrollo Sostenible (ODS) son un conjunto de 17 objetivos globales para erradicar la pobreza, proteger el planeta y asegurar la prosperidad para todos. El objeto </span><span class="NormalTextRun SCXW84337212 BCX0">de estudio o el ODS a</span><span class="NormalTextRun SCXW84337212 BCX0"> conocer en este trabajo es el cuarto, que se titula como: &ldquo;Garantizar una educaci&oacute;n inclusiva, equitativa y de calidad y promover oportunidades en aprendizaje durante toda la vida para todos.&rdquo; (ONU) o tambi&eacute;n conocido como Educaci&oacute;n </span><span class="NormalTextRun SCXW84337212 BCX0">de </span><span class="NormalTextRun SCXW84337212 BCX0">C</span><span class="NormalTextRun SCXW84337212 BCX0">alidad. Seg&uacute;n la Unesco, la Meta 4.1 del Objetivo es &ldquo;</span></span><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun Highlight SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Para 2030, velar por que todas las ni&ntilde;as y todos los ni&ntilde;os terminen los ciclos de la ense&ntilde;anza primaria y secundaria, que ha de ser gratuita, equitativa y de calidad y producir resultados escolares </span><span class="NormalTextRun SCXW84337212 BCX0">pertinentes y eficaces&rdquo; (UNESCO).&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="18" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{33}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun Highlight SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Para comprender este objetivo es necesario conocer y entender estos tres conceptos fundamentales en un contexto de educaci&oacute;n: </span><span class="NormalTextRun SCXW84337212 BCX0">a</span><span class="NormalTextRun SCXW84337212 BCX0">ccesibilidad, equidad y calidad.&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="2145695493" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{43}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun Highlight SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Accesibilidad se refiere a la posibilidad y facilidad que tie</span><span class="NormalTextRun SCXW84337212 BCX0">nen los ni&ntilde;os de cursar una educaci&oacute;n gratuita de calidad</span><span class="NormalTextRun SCXW84337212 BCX0">.</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="1759734351" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{53}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun Highlight SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">E</span><span class="NormalTextRun SCXW84337212 BCX0">quidad se encuentra como punto fundamental ya que este objetivo busca que todos los ni&ntilde;os puedan acceder a la educaci&oacute;n sin importar su g&eacute;nero, raza, identidad sexual, nacionalidad,</span><span class="NormalTextRun SCXW84337212 BCX0"> </span><span class="NormalTextRun SCXW84337212 BCX0">etc. </span><span class="NormalTextRun SCXW84337212 BCX0">Es decir, no hay razones para la discriminaci&oacute;n.&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="19" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{67}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun Highlight SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Por &uacute;ltimo,</span><span class="NormalTextRun SCXW84337212 BCX0"> se encuentra calidad, un principio muy importante que suele ser ignorado, ya que en muchas instituciones no se brinda una educaci&oacute;n digna que ayude positivamente el desarrollo de los estudiantes, aunque muchos </span><span class="NormalTextRun SCXW84337212 BCX0">ni&ntilde;os asistan a las instituciones estudiantiles.</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="1506268994" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{77}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Ahora bien, en cuanto al Quind&iacute;o</span><span class="NormalTextRun SCXW84337212 BCX0">,</span><span class="NormalTextRun SCXW84337212 BCX0"> </span><span class="NormalTextRun SCXW84337212 BCX0">Colombia, </span><span class="NormalTextRun SCXW84337212 BCX0">le falta bastante para poder cumplir con tener una educaci&oacute;n de calidad accesible y equitativa. Seg&uacute;n estudios de la red de ciudades c&oacute;mo vamos, para el a&ntilde;o 2016 la tasa de d</span><span class="NormalTextRun SCXW84337212 BCX0">eserci&oacute;n escolar se encontraba alrededor del 5,5% en la capital, Armenia. Incluso dentro de los ni&ntilde;os que est&aacute;n matriculados en escuelas, se estima que el 1% de los estudiantes no asisten a los colegios. Se ve que muchos de los ni&ntilde;os que no estudian</span><span class="NormalTextRun SCXW84337212 BCX0"> se de</span><span class="NormalTextRun SCXW84337212 BCX0">dican a realizar trabajos informales en sem&aacute;foros, plazas y dem&aacute;s lugares p&uacute;blicos.&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="20" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{97}"><span data-contrast="none" xml:lang="ES" lang="ES" class="TextRun SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Seg&uacute;n el estudio Armenia c&oacute;mo vamos, la ciudad se mantiene dentro del promedio nacional, sin embargo, denota que,</span><span class="NormalTextRun SCXW84337212 BCX0"> si bien la diferencia entre la educaci&oacute;n p&uacute;blica y privada </span><span class="NormalTextRun SCXW84337212 BCX0">se ha disminuido un poco, todav&iacute;a falta bastante camino por recorrer para que la iguale.</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="1941366514" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{107}"><span data-contrast="auto" xml:lang="ES" lang="ES" class="TextRun SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Es</span><span class="NormalTextRun SCXW84337212 BCX0"> importante reconocer que en Colombia tener acceso a una educaci&oacute;n de calidad es un privilegio. Empezando por el hecho de que no en todas las instituciones </span><span class="NormalTextRun SCXW84337212 BCX0">educativas se brinda una educaci&oacute;n que impacte de manera positiva en el desarrollo de las personas.&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW84337212 BCX0">
<p class="Paragraph SCXW84337212 BCX0" paraid="21" paraeid="{6b351d23-607f-4b4d-bcbe-6a12e92c3f76}{117}"><span data-contrast="auto" xml:lang="ES" lang="ES" class="TextRun SCXW84337212 BCX0"><span class="NormalTextRun SCXW84337212 BCX0">Nosotros, como estudiantes, tenemos una responsabilidad con las generaciones futuras de exigir que no s&oacute;lo se brinde una educaci&oacute;n t&eacute;cnica de calidad, sino </span><span class="NormalTextRun SCXW84337212 BCX0">que tambi&eacute;n tenga un enfoque social, que nos prepare para asumir el mundo de una manera responsable. Una educaci&oacute;n que nos ense&ntilde;e la manera correcta de convivir en sociedad.&nbsp;</span></span><span class="EOP SCXW84337212 BCX0" data-ccp-props="{" 201341983":0,"335551550":6,"335551620":6,"335559739":240,"335559740":360}"="">&nbsp;</span></p>
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<title>INFLUIR EN EL CRECIMIENTO DEL SER HUMANO</title>
<link>https://sdgtalks.ai/Es/influir-en-el-crecimiento-del-ser-humano</link>
<guid>https://sdgtalks.ai/Es/influir-en-el-crecimiento-del-ser-humano</guid>
<description><![CDATA[ El artículo es un llamado, para que tengamos en cuenta que la educación es de gran importancia en nuestra sociedad y con lo cual se pretende garantizar una educación inclusiva equitativa y de calidad. ]]></description>
<enclosure url="https://centrosequoia.com.mx/img/articulos-img/Como_crecemos_humanos_Infografia.webp" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Apr 2023 15:57:49 -0500</pubDate>
<dc:creator>ALEXANDRA ACOSTA GARCIA</dc:creator>
<media:keywords>Equidad, oportunidades, igualdad, desarrolló</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="text-align: center;"><b><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">INFLUIR EN EL CRECIMIENTO DEL SER HUMANO</span></span><o:p></o:p></b></p>
<p class="MsoNormal" align="center" style="text-align: center;"><b><o:p>&nbsp;</o:p></b><o:p>&nbsp;</o:p></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="mso-bidi-font-size: 12.0pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Alejandra Acosta Garcia</span></span><o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="mso-bidi-font-size: 12.0pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">estudiante de arquitectura</span></span><o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="mso-bidi-font-size: 12.0pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Universidad La Gran Colombia</span></span><o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="mso-bidi-font-size: 12.0pt;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Armenia, Quind&iacute;o, Colombia</span></span><o:p></o:p></span></p>
<p class="MsoNormal" align="left" style="text-align: left; line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">RESUMEN</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">El art&iacute;culo es un llamado, para que tengamos en cuenta que la educaci&oacute;n es de gran importancia de nuestra sociedad y con lo cual se pretende garantizar una educaci&oacute;n inclusiva equitativa y de calidad.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">PALABRAS CLAVE</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Equidad, oportunidades, igualdad, desarrollado, Universidad La Gran Colombia, Armenia.</span></span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;">Teniendo en cuenta que la educaci&oacute;n tiene como objetivo el crecimiento de nuestra sociedad a trav&eacute;s del aprendizaje, el objetivo central de este art&iacute;culo es comprender profundamente la realidad humana enmarcada en un contexto educativo que se refleje desde los colegios y las aulas de clase y como se deber&iacute;a influir a trav&eacute;s de estos, donde se deben dar mensajes que se centren en los valores human&iacute;sticos, en donde adem&aacute;s se valoren las capacidades intelectuales del ser humano <span style="mso-spacerun: yes;">&nbsp;</span>promoviendo en que sean <span style="mso-spacerun: yes;">&nbsp;</span>seres humanos de calidad.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;">En la educaci&oacute;n, especialmente en los colegios, se evidencia grandes problem&aacute;ticas que hacen que este ser humano que deber&iacute;a tener un gran aprendizaje no lo pueda desarrollar por situaciones como<span style="mso-spacerun: yes;">&nbsp; </span>intolerancia, irrespeto, irresponsabilidad y adem&aacute;s <span style="mso-spacerun: yes;">&nbsp;</span>la pobreza que afecta de gran forma a la dignidad del ser humano causando una exclusi&oacute;n social y limitando la libertad de elegir, y que tengan la oportunidad de aportar a la humanidad y as&iacute; afectando el crecimiento del ser humano y el desarrollo de la sociedad.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%;"><span style="mso-bidi-font-size: 12.0pt; line-height: 150%;"><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Por otra parte el mayor riesgo de la educaci&oacute;n est&aacute; dirigido a la falta de oportunidades o la desigualdad al educarse en una sociedad donde cada d&iacute;a se pierde el sentido de la humanidad, en el que se deber&iacute;a tener en cuenta un aprendizaje que tambi&eacute;n se base en la condici&oacute;n humana donde el ser humano sea respetado valorado y promovido adem&aacute;s impuls&aacute;ndolo a que potencia su vida en todos los aspectos como pol&iacute;ticos, sociales y culturales en donde ellos pueden tener un contexto de su vida, donde se expresan como seres humanos racionales, libres y responsables con la capacidad </span></span><span style="mso-spacerun: yes;">&nbsp; </span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">de transformar el mundo para el bien.</span></span><o:p></o:p></span></p>
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<item>
<title>EN EL PARADIGMA DE LA ENSEÑANZA</title>
<link>https://sdgtalks.ai/Es/en-el-paradigma-de-la-ensenanza-79401</link>
<guid>https://sdgtalks.ai/Es/en-el-paradigma-de-la-ensenanza-79401</guid>
<description><![CDATA[ Este artículo es una pequeña crítica, hacia el modelo educativo tradicional, así mismo como un llamado a las naciones, sociedades y personas influenciadoras de la academia y el mundo, que es posible y necesario educar a las personas, a los jóvenes y niños, pero educarlos con valores, con habilidades de liderazgo y trabajo en equipo, no solo en mundos cuadriculados, mentes cerradas que solo son reconocidos por el valor de una nota, es un llamado para comprometernos por una educación que transforme al ser humano y a la sociedad. ]]></description>
<enclosure url="https://images.pexels.com/photos/9293404/pexels-photo-9293404.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Apr 2023 15:25:56 -0500</pubDate>
<dc:creator>EMANUEL CIFUENTES PEREZ</dc:creator>
<media:keywords>Educación, Modelos educativos, Sistemas educativos, Universidad La Gran Colombia, Armenia.</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><strong>TEN EL PARADIGMA DE LA ENSE&Ntilde;ANZA</strong></p>
<p><b>&nbsp;</b></p>
<p dir="ltr"><span>Emanuel Cifuentes P&eacute;rez&nbsp;</span></p>
<p dir="ltr"><span>Estudiante del programa de Ingeniera Geogr&aacute;fica y Ambiental</span></p>
<p dir="ltr"><span>Universidad La Gran Colombia</span></p>
<p dir="ltr"><span>Armenia, Quind&iacute;o, Colombia</span><b><br></b></p>
<p dir="ltr"><span></span></p>
<p dir="ltr"><strong>RESUMEN</strong><b></b></p>
<p dir="ltr"><span><span class="Apple-tab-span"> </span></span><span>Este art&iacute;culo es una peque&ntilde;a cr&iacute;tica, hacia el modelo educativo tradicional, as&iacute; mismo como un llamado a las naciones, sociedades y personas influenciadoras de la academia y el mundo, que es posible y necesario educar a las personas, a los j&oacute;venes y ni&ntilde;os, pero educarlos con valores con habilidades de liderazgo y trabajo en equipo, no solo en mundos cuadriculados, mentes cerradas que solo son reconocidos por el valor de una nota, es una llamado para comprometernos por una educaci&oacute;n que transforme al ser humano y a la sociedad.&nbsp;</span></p>
<p><b>&nbsp;</b></p>
<p dir="ltr"><strong>PALABRAS CLAVES</strong><b></b></p>
<p dir="ltr"><span>Educaci&oacute;n, Modelos educativos, Sistemas educativos, Universidad La Gran Colombia, Armenia.&nbsp;</span></p>
<p><b>&nbsp;</b></p>
<p dir="ltr"><span><span class="Apple-tab-span"> </span></span><span>Ante la creciente necesidad del mundo, hacia el acceso de educaci&oacute;n de calidad y valor, es iterativo que la implementaci&oacute;n de nuevos modelos educativos sean la esencia de una mirada de cambio, sin embargo ya vistos desde el los aspectos de un mundo globalizado y tecnol&oacute;gico, el acceso a la educaci&oacute;n deber&iacute;a ser uno de los aspectos m&aacute;s f&aacute;cil a conseguir, siendo esto una realidad entre los pa&iacute;ses desarrollados o con mejores condiciones de vida; esto a su vez genera grandes cambios en la sociedad y en el mismo ser, as&iacute; como menciona Arist&oacute;teles &ldquo;La educaci&oacute;n es un ornamento en la prosperidad y un refugio en la adversidad&rdquo;.</span><b></b></p>
<p dir="ltr"><span><span class="Apple-tab-span"> </span></span><span>Entendiendo esto, es posible encontrarnos con diferentes objetivos a nivel mundial, con el fin o prop&oacute;sito de generar cambio y un mundo mejor, lleno de mejores oportunidades, &ldquo;garantizando una educaci&oacute;n inclusiva y equitativa de calidad y promover oportunidades de aprendizaje permanente para todos&rdquo; o al menos, as&iacute; lo menciona la ONU en su cuarto Objetivo de Desarrollo Sostenible. esto refleja el gran compromiso de la ONG m&aacute;s grande del mundo en cargada de garantizar la los derechos humanos para la sociedad, as&iacute; como los deberes de las naciones con los ciudadanos de sus pa&iacute;ses.</span><b></b></p>
<p dir="ltr"><span><span class="Apple-tab-span"> </span></span><span>Al mismo tiempo, las grandes labores y avances en pro de estos objetivos son de aclamar y aplaudir, sin embargo, en mi ser hay una gran pregunta, &iquest;ser&aacute; de calidad seguir ofreciendo un sistema educativo tradicionalista, donde los procesos y el aprendizaje son evaluados por medio de valores cuantitativos? dando as&iacute;, un valor num&eacute;rico a los estudiantes, el futuro del mundo, encasill&aacute;ndolos en una &uacute;nica respuesta ante los procesos de aprendizaje, estandarizando y limitando las oportunidades, el pensamiento cr&iacute;tico, las m&uacute;ltiples inteligencias y as&iacute; mismo, excluyendo a quienes no cumplen con estos valores, limit&aacute;ndolos a una &uacute;nica labor en este mundo, &ldquo;mano de obra&rdquo;, todo esto en una sociedad que se aclama por su inclusi&oacute;n y entendimiento del otro, asumiendo la responsabilidad de las diferencias, pero visto de esta manera, tal parece que solo se queda en &ldquo;necesitamos educar&rdquo; m&aacute;s no en, &ldquo;necesitamos cambiar nuestra idea de educar y as&iacute; educar con calidad al futuro de este mundo&rdquo;.</span><b></b></p>
<p dir="ltr"><span><span class="Apple-tab-span"> </span></span><span>Puestos en este panorama, existen diversidad de formas de aprendizaje en el mundo y m&eacute;todos de ense&ntilde;anza, donde el prop&oacute;sito es el mismo, &ldquo;Educar&rdquo;, sin embargo, como ya mencion&eacute; anteriormente en el mundo solo se toma en cuenta el factor cualitativo y se valora a las personas como un n&uacute;mero y no por sus capacidades, habilidades y competencias; este &uacute;ltimo modelo o forma de evaluar el conocimiento y aprendizaje es el aplicado por pa&iacute;ses como Suiza, Holanda o Finlandia, ahora bien, este mismo modelo&nbsp; no solo lo aplican pa&iacute;ses, sino tambi&eacute;n organizaciones, como es el ejemplo de la organizaci&oacute;n Scout Mundial, el movimiento juvenil m&aacute;s grande del mundo, que se encuentra en m&aacute;s de 163 pa&iacute;ses, que por medio del m&eacute;todo scout, promoviendo el aprendizaje al aire libre, el liderazgo, trabajo en equipo, respeto, valores y las competencias necesarias para crear ciudadanos de valor, personas con capacidades humanas, sociales, ambientales, pero sobre todo, con capacidades cr&iacute;ticas y anal&iacute;ticas sobre este mundo.&nbsp;</span><b></b></p>
<p dir="ltr"><span>Este es un llamado a un cambio urgente que necesita de todos&nbsp;</span></p>
<p></p>]]> </content:encoded>
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<item>
<title>LA VERDADERA EDUCACIÓN DE CALIDAD: UNA ESPERANZA PARA LA CIUDAD MILAGRO</title>
<link>https://sdgtalks.ai/Es/la-verdadera-educacion-de-calidad-una-esperanza-para-la-ciudad-milagro</link>
<guid>https://sdgtalks.ai/Es/la-verdadera-educacion-de-calidad-una-esperanza-para-la-ciudad-milagro</guid>
<description><![CDATA[ La educación tiene que ser uno de los pilares fundamentales que se tienen que tener en cuenta cuando se habla de la construcción de personas para un futuro mejor. El compromiso axiológico que tienen los entes educativos en educar en valores debe ser igual de importante como los conocimientos magistrales que se brindan, por lo que debemos replantearnos las maneras con las que se educa en todos los niveles. ]]></description>
<enclosure url="https://lookaside.fbsbx.com/lookaside/crawler/media/" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Apr 2023 16:32:49 -0500</pubDate>
<dc:creator>JUAN ALEJANDRO MARTINEZ ARISTIZABAL</dc:creator>
<media:keywords>Educación, Valores, respeto, sociedad, calidad, Universidad La Gran Colombia, Armenia.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">En la b&uacute;squeda de una sociedad enmarcada en la esperanza y en la que se respira respeto, armon&iacute;a y paz, es primordial la institucionalizaci&oacute;n de una educaci&oacute;n de calidad para todas las personas de nuestro departamento, el Quind&iacute;o, Colombia, y m&aacute;s precisamente, Armenia, su capital, a lo largo de los a&ntilde;os ha tenido problem&aacute;ticas muy destacadas que han entorpecido los procesos educativos de muchos de los estudiantes. Podr&iacute;amos hablar de la falta de oportunidades para las personas de escasos recursos para recibir una educaci&oacute;n de calidad, tambi&eacute;n se puede traer a colaci&oacute;n la diferencia y las segmentaciones abismales que hay entre una instituci&oacute;n que brinda una educaci&oacute;n de calidad y las que imparten una educaci&oacute;n m&aacute;s b&aacute;sica, pero m&aacute;s all&aacute; de esto hay un problema que es mucho m&aacute;s grave, que vemos plasmado en nuestra sociedad y nos aqueja de una manera mucho m&aacute;s latente, esta deja estragos mucho m&aacute;s graves: LA FALTA DE EDUCACI&Oacute;N EN VALORES.&nbsp;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">La educaci&oacute;n magistral tradicional que se ha brindado en todas las etapas educativas a los estudiantes, ha enfocado todos sus esfuerzos en crear m&aacute;quinas que sean capaces de memorizar conocimientos y replicar instrucciones de manera automatizada. Esta clase de educaci&oacute;n segmenta mucho las habilidades que se pueden explorar en los estudiantes, premiando m&aacute;s la capacidad de memorizar datos y replicar esquemas, que realmente el an&aacute;lisis y el enfoque que se le pueda brindar a ciertas problem&aacute;ticas. Aparte de esto, dentro de la institucionalidad no se busca comprender y explorar la neuro divergencia, ni las habilidades espec&iacute;ficas o talentos de cada ser, sino, que se estandarizan los conocimientos para que sean repartidos todos por igual, lo cual, en muchos casos, no es lo adecuado. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">En lugar de preparar a los estudiantes para realizar tareas mec&aacute;nicas, las escuelas, universidades, entre otros espacios de aprendizaje deber&iacute;an ser entes que gu&iacute;en a los estudiantes para ser personas &iacute;ntegras y &uacute;tiles para la sociedad, que se les brinden las herramientas, tanto sociales como mentales, para afrontar el mundo y ser responsable de los diversos contextos a los que se pueden enfrentar d&iacute;a tras d&iacute;a. La educaci&oacute;n en valores deber&aacute; ser igual o m&aacute;s importante que los saberes dentro de las ciencias duras, pues no es igual de valiosa una persona que aprenda conocimientos de matem&aacute;ticas o biolog&iacute;a, que una persona que brinda respeto, sea amable, consecuente y se preocupe por el bienestar colectivo, as&iacute; es expresi&oacute;n de un ser &eacute;tico y hacia all&aacute; debe proponerse la educaci&oacute;n. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">Para que realmente haya una educaci&oacute;n de calidad, se tiene que enfocar en cada uno de los espectros que componen a una persona, tanto el intelectual como el emocional y la responsabilidad axiol&oacute;gica. Ser una persona consecuente con los valores que se han inculcado desde un contexto familiar y verse ampliados por la orientaci&oacute;n que se puede brindar desde la escuela, puede ayudar a prevenir muchos de los problemas de nuestra sociedad moderna como el desapego, el desinter&eacute;s y la falta de empat&iacute;a. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">La educaci&oacute;n en valores es esencial para la promoci&oacute;n de la salud mental y el bienestar emocional. La formaci&oacute;n en valores puede ayudar a los individuos a desarrollar una visi&oacute;n positiva de s&iacute; mismos y de los dem&aacute;s, a cultivar relaciones interpersonales m&aacute;s saludables y a encontrar sentido y prop&oacute;sito en su vida. Adem&aacute;s, promueve habilidades como la empat&iacute;a, el respeto, la tolerancia y la solidaridad que son esenciales para la construcci&oacute;n de relaciones interpersonales saludables y la prevenci&oacute;n de conflictos y violencia. Al mismo tiempo fomenta la resiliencia, la autoestima y autosuficiencia.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">Pero no solo se puede hablar de los pros que tiene una educaci&oacute;n en valores a nivel personal, sino tambi&eacute;n a nivel social. La educaci&oacute;n en valores permite que los individuos comprendan y respeten las diferencias culturales, &eacute;tnicas, religiosas y de g&eacute;nero, fomentando la tolerancia y la empat&iacute;a hacia los dem&aacute;s, promueve tambi&eacute;n la solidaridad y el compromiso con el medio ambiente y la justicia social. Es un elemento clave en la prevenci&oacute;n de la violencia, el acoso escolar y otros comportamientos perjudiciales, ya que fomentan, aparte del respeto, la cooperaci&oacute;n y la comunicaci&oacute;n efectiva en las relaciones.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">Tenemos que velar por una sociedad en la que las futuras generaciones sean educadas desde un car&aacute;cter axiol&oacute;gico, una sociedad en la que prime la ense&ntilde;anza de los valores ser&aacute; una sociedad que evoluciona, pues los valores tienen que ser las personas se construyan en pro de promulgar y vivir en los valores, nos ayudar&aacute; a ser una sociedad m&aacute;s equitativa, m&aacute;s unida. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: normal;"><span lang="es-419" style="font-size: 12.0pt; mso-fareast-font-family: 'Times New Roman';">La educaci&oacute;n en valores es fundamental para formar ciudadanos responsables, conscientes y comprometidos con su entorno y con la sociedad en la que viven. A trav&eacute;s de la educaci&oacute;n de valores, se promueve el desarrollo en habilidades sociales, emocionales y &eacute;ticas que son esenciales para el bienestar individual y colectivo y, en la construcci&oacute;n de una sociedad m&aacute;s justa y sostenible. <o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>LA EDUCACIÓN ¿UN DERECHO O UN LUJO?</title>
<link>https://sdgtalks.ai/Es/la-educacion-un-derecho-o-un-lujo</link>
<guid>https://sdgtalks.ai/Es/la-educacion-un-derecho-o-un-lujo</guid>
<description><![CDATA[ El presente artículo trata de la educación, la cual juega un papel importante en nuestra sociedad, principales causas de la deserción de las entidades educativas, y por consiguiente sus consecuencias y cómo podemos nosotros hacer pequeños cambios de esta problemática, toda esta información referenciándola desde la situación en Colombia. ]]></description>
<enclosure url="https://lookaside.instagram.com/seo/google_widget/crawler/" length="49398" type="image/jpeg"/>
<pubDate>Sat, 15 Apr 2023 23:14:30 -0500</pubDate>
<dc:creator>VIVIAN NICOLE BERMUDEZ RICO</dc:creator>
<media:keywords>Educación, derecho, sociedad, Universidad La Gran Colombia, Armenia</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="text-align: center;"><b>LA EDUCACI&Oacute;N &iquest;UN DERECHO O UN LUJO?<o:p></o:p></b></p>
<p class="MsoNormal" align="center" style="text-align: center;"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Vivian Nicole Berm&uacute;dez Rico<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Estudiante del programa Ingenier&iacute;a Agroindustrial<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Universidad La Gran Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span style="font-size: 10.0pt;">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal"></p>
<p class="MsoNormal" style="line-height: 150%;"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal">RESUMEN<o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal">El presente art&iacute;culo trata de la educaci&oacute;n, la cual juega un papel importante en nuestra sociedad, principales causas de la deserci&oacute;n de las entidades educativas, y por consiguiente sus consecuencias y c&oacute;mo podemos nosotros hacer peque&ntilde;os cambios de esta problem&aacute;tica, toda esta informaci&oacute;n referenci&aacute;ndola desde la situaci&oacute;n en Colombia.<o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal">PALABRAS CLAVES<o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal">Educaci&oacute;n, derecho, sociedad, Universidad La Gran Colombia, Armenia<o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal">La educaci&oacute;n funciona como el enriquecimiento de todo aquello importante para alcanzar un mejor bienestar social, es capaz de lograr el desarrollo y progreso de las personas y sociedades, en relaci&oacute;n de su cultura, valores, calidad de vida, herramientas para entender y ser competente en la sociedad; como resultado de estos factores terminan por contribuir al nivel propio como persona y en la sociedad.<o:p></o:p></p>
<p class="MsoNormal">Aparte de esto, hay un t&oacute;pico el cual es muy importante que la educaci&oacute;n permite potenciar, estamos hablando de la paz, esto permite a cada persona visibilizar y reconocer sus derechos, la inteligencia en la resoluci&oacute;n de conflictos, dando como respuesta respeto y amor en la sociedad y por &uacute;ltimo, da la habilidad de tener cosmovisi&oacute;n siendo un concepto muy importante en la sociedad actual.<o:p></o:p></p>
<p class="MsoNormal">Sin embargo, estas maravillosas ense&ntilde;anzas de la educaci&oacute;n no se logran compartir a ni&ntilde;os y j&oacute;venes, seg&uacute;n la UNESCO, m&aacute;s de 244 millones de ni&ntilde;os y j&oacute;venes siguen sin poseer escolarizaci&oacute;n, lo cual es una cifra alarmante evidenciando la violaci&oacute;n de este derecho fundamental. Si bien las entidades internacionales y de cada pa&iacute;s han hecho fundamentos jur&iacute;dicos para el buen cumplimiento de este, incluso este derecho fundamental, siendo avalado y protegido en la Declaraci&oacute;n Universal de los Derechos Humanos en el Art. 26, sigue sin tener una soluci&oacute;n efectiva a todos los casos que se presentan en la actualidad.&nbsp;<o:p></o:p></p>
<p class="MsoNormal">Esta problem&aacute;tica puede surgir de muchas maneras en cada lugar, por ejemplo en algunos pa&iacute;ses del medio oriente, en d&oacute;nde las mujeres se ven afectadas por no poder integrarse en &aacute;mbitos escolares, se logra de igual forma por la pobreza, por tanto, deber elegir entre estudiar o trabajar por la situaci&oacute;n econ&oacute;mica que presentan, o, por el contrario, el dif&iacute;cil acceso a esta, ya que en muchas &aacute;reas rurales es escasa la educaci&oacute;n de buena calidad.<o:p></o:p></p>
<p class="MsoNormal">Espec&iacute;ficamente la situaci&oacute;n en Colombia es igual de alarmante, un estudio hecho por la Universidad Javeriana con base a los datos de encuestas del Dane arrojo que tres de cada diez personas en edad escolar no asistieron a establecimientos educativos entre los a&ntilde;os 2019 y 2021, estas cifras nos alcanzan a dimensionar en lo que el estado y nosotros como sociedad debemos trabajar para reducir esta cuesti&oacute;n. El acceso a la educaci&oacute;n para ni&ntilde;os y j&oacute;venes no se ha logrado concretar para cada uno de ellos, dando causantes como la baja disponibilidad econ&oacute;micas que presentan muchas familias, obligando a estos dejar sus estudios, otro causante es la brecha inmensa entre zonas rurales y urbanas en relaci&oacute;n con la escolaridad, lo principal es la poca oferta que se presentan en estas zonas rurales, quedando a distancias muy grandes de desplazamiento, en comparaci&oacute;n de las zonas urbanas, en d&oacute;nde hay m&aacute;s espacios acad&eacute;micos; en segunda instancia no presentan una infraestructura adecuada para tomar sus clases, por acciones del ambiente como lluvias o vendavales, pueden cancelar clases y se les quita tiempo de formaci&oacute;n, y por &uacute;ltimo, es una educaci&oacute;n de menor calidad en paralelo con los centros educativos urbanos, muchos de sus libros e informaci&oacute;n est&aacute;n desactualizada y no es correcta, sin embargo, se sigue ense&ntilde;ando en estas zonas, por la escasez de informaci&oacute;n presente. De igual forma ocurre en la educaci&oacute;n superior, ya que muchos j&oacute;venes no logran acceder a ella por problem&aacute;ticas similares con lo anterior.<o:p></o:p></p>
<p class="MsoNormal">Las consecuencias de esto son enormes, pues se saltan una etapa de conocimientos b&aacute;sicos para el desarrollo de sus competencias para la vida, de formaci&oacute;n humana y el poco acceso a un trabajo &oacute;ptimo en su futuro, con el cual pueda vivir c&oacute;modamente, esto genera una alta desigualdad en el pa&iacute;s, puesto que estas personas no pueden realizar su proyecto de vida correctamente, por estas cuestiones la etapa de pobreza y de poca escolaridad se sigue repitiendo constantemente, dando como &uacute;nica opci&oacute;n trabajos explotadores o actividades il&iacute;citas.<o:p></o:p></p>
<p class="MsoNormal">Este conflicto es muy dif&iacute;cil resolverlo en un abrir y cerrar de ojos, pero poco a poco podemos ir disminuy&eacute;ndolo, el estado juega un papel principal en este proceso, debe garantizar el pleno cumplimiento de este derecho, fortaleciendo la educaci&oacute;n de calidad y la educaci&oacute;n p&uacute;blica superior, con esto daremos lugar a un avance efectivo, aunque desde nuestro lugar como sociedad debemos apoyar esto como el hacer voluntariados en relaci&oacute;n con la escolaridad de estos ni&ntilde;os y j&oacute;venes, brindando nuestro apoyo pueden surgir nuevas alternativas para ellos, tambi&eacute;n es nuestra responsabilidad denunciar casos en donde se vulnere este derecho, con esta acci&oacute;n podremos ayudar a visibilizar la situaci&oacute;n y mejorarla, si logramos la meta propuesta, el futuro ser&aacute; responsable de mostrar los cambios alcanzados.<o:p></o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>
<p class="MsoNormal"><o:p>&nbsp;</o:p></p>]]> </content:encoded>
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<title>EN EL PARADIGMA DE LA ENSEÑANZA</title>
<link>https://sdgtalks.ai/Es/en-el-paradigma-de-la-ensenanza</link>
<guid>https://sdgtalks.ai/Es/en-el-paradigma-de-la-ensenanza</guid>
<description><![CDATA[ Este artículo es una pequeña crítica, hacia el modelo educativo tradicional, así mismo como un llamado a las naciones, sociedades y personas influenciadoras de la academia y el mundo, que es posible y necesario educar a las personas, a los jóvenes y niños, pero educarlos con valores con habilidades de liderazgo y trabajo en equipo, no solo en mundos cuadriculados, mentes cerradas que solo son reconocidos por el valor de una nota, es una llamado para comprometernos por una educación que transforme al ser humano y a la sociedad. ]]></description>
<enclosure url="https://educacion.laguia2000.com/wp-content/uploads/2013/09/paradigmas-en-educacion.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 14 Apr 2023 09:18:44 -0500</pubDate>
<dc:creator>EMANUEL CIFUENTES PEREZ</dc:creator>
<media:keywords>Educación, Modelos educativos, Sistemas educativos, Universidad La Gran Colombia, Armenia.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="ES-CO" _msttexthash="194620062" _msthash="193">Ante la creciente necesidad del mundo, hacia el acceso de educaci&oacute;n de calidad y valor, es iterativo que la implementaci&oacute;n de nuevos modelos educativos sean la esencia de una mirada de cambio, sin embargo ya vistos desde el los aspectos de un mundo globalizado y tecnol&oacute;gico, el acceso a la educaci&oacute;n deber&iacute;a ser uno de los aspectos m&aacute;s f&aacute;cil a conseguir, siendo esto una realidad entre los pa&iacute;ses desarrollados o con mejores condiciones de vida; esto a su vez genera grandes cambios en la sociedad y en el mismo ser, as&iacute; como menciona Arist&oacute;teles "La educaci&oacute;n es un ornamento en la prosperidad y un refugio en la adversidad". <o:p _istranslated="1"></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_jnkmfb583l0c"></a><span lang="ES-CO"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_oc0hp5c12v8b"></a><span lang="ES-CO" _msttexthash="171027480" _msthash="192"><span style="mso-tab-count: 1;" _istranslated="1"> </span>Entendiendo esto, es posible encontrarnos con diferentes objetivos a nivel mundial, con el fin o prop&oacute;sito de generar cambio y un mundo mejor, lleno de mejores oportunidades, "garantizando una educaci&oacute;n inclusiva y equitativa de calidad y promover oportunidades de aprendizaje permanente para todos" o al menos, as&iacute; lo menciona la ONU en su cuarto Objetivo de Desarrollo Sostenible. esto refleja el gran compromiso de la ONG m&aacute;s grande del mundo en cargada de garantizar la los derechos humanos para la sociedad, as&iacute; como los deberes de las naciones con los ciudadanos de sus pa&iacute;ses. <o:p _istranslated="1"></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_diuj5twukdij"></a><span lang="ES-CO"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_aeul5n6zwg0g"></a><span lang="ES-CO" _msttexthash="487392048" _msthash="191"><span style="mso-tab-count: 1;" _istranslated="1"> </span>Al mismo tiempo, las grandes labores y avances en pro de estos objetivos son de aclamar y aplaudir, sin embargo, en mi ser hay una gran pregunta, &iquest;ser&aacute; de calidad seguir ofreciendo un sistema educativo tradicionalista, donde los procesos y el aprendizaje son evaluados por medio de valores cuantitativos? dando as&iacute;, un valor num&eacute;rico a los estudiantes, el futuro del mundo, encasill&aacute;ndolos en una &uacute;nica respuesta ante los procesos de aprendizaje, estandarizando y limitando las oportunidades, el pensamiento cr&iacute;tico, las m&uacute;ltiples inteligencias y as&iacute; mismo, excluyendo a quienes no cumplen con estos valores, limit&aacute;ndolos a una &uacute;nica labor en este mundo, "mano de obra", todo esto en una sociedad que se aclama por su inclusi&oacute;n y entendimiento del otro, asumiendo la responsabilidad de las diferencias, pero visto de esta manera, tal parece que solo se queda en "necesitamos educar" m&aacute;s no en, "necesitamos cambiar nuestra idea de educar y as&iacute; educar con calidad al futuro de este mundo". <o:p _istranslated="1"></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_2ftk4ucvkppw"></a><span lang="ES-CO"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><a name="_56jqn0m81a2o"></a><span lang="ES-CO" _msttexthash="506769042" _msthash="190"><span style="mso-tab-count: 1;" _istranslated="1"> </span>Puestos en este panorama, existen diversidad de formas de aprendizaje en el mundo y m&eacute;todos de ense&ntilde;anza, donde el prop&oacute;sito es el mismo, "Educar", sin embargo, como ya mencion&eacute; anteriormente en el mundo solo se toma en cuenta el factor cualitativo y se valora a las personas como un n&uacute;mero y no por sus capacidades, habilidades y competencias; este &uacute;ltimo modelo o forma de evaluar el conocimiento y aprendizaje es el aplicado por pa&iacute;ses como Suiza, Holanda o Finlandia, ahora bien, este mismo modelo<span style="mso-spacerun: yes;" _istranslated="1"> </span>no solo lo aplican pa&iacute;ses, sino tambi&eacute;n organizaciones, como es el ejemplo de la organizaci&oacute;n Scout Mundial, el movimiento juvenil m&aacute;s grande del mundo, que se encuentra en m&aacute;s de 163 pa&iacute;ses, que por medio del m&eacute;todo scout, promoviendo el aprendizaje al aire libre, el liderazgo, trabajo en equipo, respeto, valores y las competencias necesarias para crear ciudadanos de valor, personas con capacidades humanas, sociales, ambientales, pero sobre todo, con capacidades cr&iacute;ticas y anal&iacute;ticas sobre este mundo. <o:p _istranslated="1"></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="ES-CO"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="ES-CO" _msttexthash="2109341" _msthash="189">Este es un llamado a un cambio urgente que necesita de todos <o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>CALIDAD EDUCATIVA SINÓNIMO DE TRIUNFO</title>
<link>https://sdgtalks.ai/Es/calidad-educativa-sinonimo-de-triunfo-78959</link>
<guid>https://sdgtalks.ai/Es/calidad-educativa-sinonimo-de-triunfo-78959</guid>
<description><![CDATA[ Se hablará de educación y la urgencia de hacer de ella un acontecimiento de calidad para una buena vida profesional y social, por tanto, es de suma importancia que la educación sea realmente sinónimo de triunfo en todos los aspectos de la vida. ]]></description>
<enclosure url="https://images.pexels.com/photos/5026973/pexels-photo-5026973.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Apr 2023 22:18:15 -0500</pubDate>
<dc:creator>JESSICA BIBIANA PÉREZ VALENCIA</dc:creator>
<media:keywords>Calidad, Educación, ser humano, Conocimiento Realización personal, Familia, Universidad La Gran Colombia, Armenia.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-justify: inter-ideograph;"><span lang="ES-CO" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-themecolor: text1; mso-font-kerning: 0pt; mso-ligatures: none;">La educaci&oacute;n es base fundamental en la vida<span style="mso-spacerun: yes;">&nbsp; </span>de todos los seres humanos, tanto as&iacute;, que es por esto que se nos inculca desde ni&ntilde;os, pues es necesario que todos llevemos consigo concepto y normas b&aacute;sicas e importantes para la realizaci&oacute;n de una conducta social sana y respetuosa, por esto es que la educaci&oacute;n debe verse m&aacute;s all&aacute; que una simple palabra que mencionamos muy a menudo, porque si, debe dejar de verse como algo qu&eacute; criticamos como una falta grave en un ser humano, y al decir falta grave; me refiero a la carencia de este y es que a pesar de que f&aacute;cilmente se observa quien supera o no la aplicaci&oacute;n de la misma, es in&uacute;til los esfuerzos que se hacen por obtenerla y dejar ese mont&oacute;n, ya que para acceder a la educaci&oacute;n no siempre se necesitan ganas y disposici&oacute;n y aqu&iacute; en donde empiezan mi concepci&oacute;n y visi&oacute;n acerca de la calidad y la funcionalidad que se le da a la educaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-justify: inter-ideograph;"><span lang="ES-CO" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-themecolor: text1; mso-font-kerning: 0pt; mso-ligatures: none;">Empezar&eacute; por dejar claro que apoyo la idea de que la educaci&oacute;n no necesita de jornadas largas, ni de exigencias que encasillan a un alumno de reprimir y sacrificar su vida en un aula, por el hecho de tener que rendir con exigencias significativas a la hora de tratar de aprender lo que se le dicta, por esto es que <span style="mso-spacerun: yes;">&nbsp;</span>es urgente la revisi&oacute;n del tiempo que se nos est&aacute; exigiendo para educarnos, necesitamos calidad y no cantidad, si se les preocupar&aacute; m&aacute;s por lo que en serio estamos aprendiendo, por esa evidencia de aprendizaje que deja un alumno antes de irse de clase, casi que es seguro que no necesitar&aacute; de m&aacute;s de 4 horas en un aula, o doblar este tiempo en su casa para reforzar conocimientos, pues se comprueba que un ser humano pierde inter&eacute;s y genera cansancio mental en poco tiempo, es decir, la mente cuando es poco lo valora y cuando es mucho lo desperdicia y en ese acto de no inter&eacute;s es donde se pierde la receptividad que se debe tener adecuadamente para que un docente deje esa semilla llamada conocimiento en un alumno.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-justify: inter-ideograph;"><span lang="ES-CO" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-themecolor: text1; mso-font-kerning: 0pt; mso-ligatures: none;">As&iacute; que mi mayor idea de una buena educaci&oacute;n se basa en que, si obtienes atenci&oacute;n de alguien, no la pierdas de ninguna manera, mientras que sea importante aquello que quieres sembrar en otro, la educaci&oacute;n debe ser eficaz y exitosa, no necesita de a&ntilde;adidura que no sea pasi&oacute;n e inter&eacute;s, pero para esto necesitamos mejorarla indiscutiblemente, mejorar el enfoque que se le da a un estudiante de la edad que sea, de la ideolog&iacute;a pol&iacute;tica que sea, de la religi&oacute;n que sea, pues adem&aacute;s de todo la educaci&oacute;n deber&aacute; ser inclusiva a toda costa, un ser humano no es igual a otro, y esto tambi&eacute;n nos educa, como personas. <o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-justify: inter-ideograph;"><span lang="ES-CO" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-themecolor: text1; mso-font-kerning: 0pt; mso-ligatures: none;">Cuando dec&iacute;a que no es meramente de conocimiento, es porque el educarnos tambi&eacute;n aplica para ser seres humanos sociales y significativos para esa sociedad que habitamos, sumando a lo que est&aacute; bien y a las acciones que nos elevan como sociedad; cabe recalcar que todo empieza desde que somos ni&ntilde;os, pues es aqu&iacute; donde se nos abren las posibilidades que tenemos para direccionar nuestros intereses y es que si, suena a tomar decisiones importantes, pero es aqu&iacute; donde entra a ser parte fundamental la familia y el acompa&ntilde;amiento que nos da, desde edades tempranas empezamos a forjarnos y a decidir. Aqu&iacute; quiero sustentar algo que nombr&eacute; y es que la educaci&oacute;n debe ser direccionada para cada estudiante, y cuando digo esto, me refiero a que cada individuo nace con habilidades y aptitudes propias de una estructura social, es decir, que podemos empezar a desenvolvernos en ciertos campos, y aprender acerca de ciertas cosas que van a fin a aquello que se nos ve en un futuro, esto no ser&aacute; una regla general, pero si ayudar&aacute; a no dispersar los intereses que se nos van desarrollando. <o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; text-justify: inter-ideograph;"><span lang="ES-CO" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-themecolor: text1; mso-font-kerning: 0pt; mso-ligatures: none;">La educaci&oacute;n es base importante de la formaci&oacute;n del ser humano, en ella recibimos los valores que nos permiten ser mejores ciudadanos para vivir en sociedad y comuni&oacute;n, entonces, no se trata de cualquier cosa, es lo fundamental de la vida social y por eso hay que mejorar y transformar su pr&aacute;ctica. <o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>FEMICIDIOS EN COLOMBIA  UN LLAMADO A LA DIGNIFICACIÓN DE LA MUJER</title>
<link>https://sdgtalks.ai/Es/femicidios-en-colombia-un-llamado-a-la-dignificacion-de-la-mujer</link>
<guid>https://sdgtalks.ai/Es/femicidios-en-colombia-un-llamado-a-la-dignificacion-de-la-mujer</guid>
<description><![CDATA[ En el presente texto se pretende introducir el alcance que ha tenido
Colombia en las últimas décadas en relación a los feminicidios ocurridos a lo largo
del tiempo como un delito frecuente en la esfera de Colombia, por medio de la
ratificación de tratados internacionales y el desarrollo de leyes especiales que tienen
como objetivo promover y garantizar los derechos de las mujeres,niñas y
adolescentes. ]]></description>
<enclosure url="https://lookaside.fbsbx.com/lookaside/crawler/media/" length="49398" type="image/jpeg"/>
<pubDate>Tue, 28 Mar 2023 17:46:32 -0500</pubDate>
<dc:creator>Valentina Zapata</dc:creator>
<media:keywords>Mujer, género, feminicidio, salud, protección, Universidad La Colombia, Armenia.</media:keywords>
<content:encoded><![CDATA[<p>Conforme a la Organizaci&oacute;n de las Naciones Unidas, el feminicidio se&nbsp;fundamenta como el asesinato intencional de una mujer o una ni&ntilde;a por su condicion&nbsp;o identidad de g&eacute;nero, que en la mayor&iacute;a de casos son cometidos por su pareja o&nbsp;expareja, cuya relaci&oacute;n supon&iacute;a abusos en el hogar, amenazas, intimidaciones<br>inclusive violencia sexual, por otra parte, los miembros de la familia, conocidos y&nbsp;extra&ntilde;os pueden incurrir en el asesinato de la mujer. El feminicidio es una&nbsp;discriminaci&oacute;n o subordinaci&oacute;n de todas las mujeres por medio del sometimiento&nbsp;fisico y la extinci&oacute;n de la vida.</p>
<p>La violencia contra la mujer es un panorama doloroso del pa&iacute;s, en los&nbsp;primeros meses del 2023 se han registrado, al menos, nueve feminicidios y la mayor&nbsp;parte fueron registrados en el departamento de Antioquia. Valentina Trespalacios&nbsp;figura como una de las recientes v&iacute;ctimas de feminicidio, asesinada presuntamente&nbsp;por su pareja estadounidense, habr&iacute;a sido golpeada en varias partes de su cuerpo&nbsp;antes de causarle la muerte producto de un ahorcamiento, causalidades que han&nbsp;generado indignaci&oacute;n en el pa&iacute;s, se sit&uacute;a la conducta punible en las modalidades de&nbsp;feminicidio en el aspecto &iacute;ntimo al ser cometido por una persona con quien ten&iacute;a&nbsp;relaci&oacute;n.</p>
<p>Otro caso de especial relevancia conforme al feminicidio fue el de una ni&ntilde;a&nbsp;ind&iacute;gena de nombre Yuliana Sanboni que fue secuestrada, violada y asesinada por&nbsp;el Arquitecto Rafael Uribe. Yuliana fue considerada un s&iacute;mbolo de la violencia contra&nbsp;las mujeres y los menores en Colombia, porque los hechos que rodearon el<br>asesinato evidencian el odio hacia la mujer por parte del autor del crimen, de&nbsp;manera que se enmarca en las descripciones de lo que implica un feminicidio, como&nbsp;el que la v&iacute;ctima haya sido incomunicada o privada de su libertad, del mismo modo&nbsp;la consumaci&oacute;n del delito tras ejercer sobre el cuerpo actos de instrumentalizaci&oacute;n<br>de g&eacute;nero o sexualidad , finalmente el aprovechamiento de las relaciones de poder&nbsp; ejercidas sobre la mujer para generar terror.</p>
<p>Rosa Elvira Cely, es una de las mujeres m&aacute;s recordadas porque ayud&oacute; a&nbsp;cambiar la normatividad del pa&iacute;s, por la brutalidad con la que fue violada, empalada&nbsp;y abandonada en el Parque Nacional por Javier Velasco. El caso de Rosa Elvira&nbsp;produjo cambios en los asuntos pol&iacute;ticos, judiciales y culturales, ya que tanto los<br>colombianos como el sistema penal deber&aacute;n denominar la muerte de cada persona&nbsp;por su condici&oacute;n de mujer o por motivos de su identidad de g&eacute;nero, como lo que&nbsp;realmente es un feminicidio, tipificado como un delito aut&oacute;nomo en la Ley 1761 de&nbsp;2015 y en el C&oacute;digo Penal art&iacute;culo 104A.</p>
<p>En conclusi&oacute;n, el feminicidio es un problema social como m&aacute;xima expresi&oacute;n&nbsp;del patriarcado o la misoginia, de modo que ha implicado m&uacute;ltiples asesinatos de&nbsp;mujeres en condiciones lamentables; por lo que se debe educar y capacitar contra&nbsp;las conductas t&iacute;picas de este tipo.</p>
<p></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>LA EDUCACIÓN COMO CONSTRUCCIÓN DE LA ESPERANZA</title>
<link>https://sdgtalks.ai/Es/la-educacion-como-construccion-de-la-esperanza</link>
<guid>https://sdgtalks.ai/Es/la-educacion-como-construccion-de-la-esperanza</guid>
<description><![CDATA[ Este breve artículo es una invitación a repensar la educación, su práctica y cotidianidad, para que cada día sea expresión y signo de una auténtica construcción de la esperanza social y humana. ]]></description>
<enclosure url="https://cdn.pixabay.com/photo/2015/12/19/20/32/paper-1100254_1280.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 26 Mar 2023 11:30:04 -0500</pubDate>
<dc:creator>CARLOS EDUARDO MEJÍA BUSTAMANTE</dc:creator>
<media:keywords>Educación, esperanza, maestro, Universidad LA Gran Colombia Armenia</media:keywords>
<content:encoded><![CDATA[<div class="WordSection1">
<p class="MsoNormal" style="margin: 4.65pt 0cm .0001pt 50.55pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; font-family: 'Arial',sans-serif;">LA<span style="letter-spacing: -.35pt;"> </span>EDUCACI&Oacute;N COMO CONSTRUCCI&Oacute;N DE LA<span style="letter-spacing: -.3pt;"> </span>ESPERANZA<o:p></o:p></span></b></p>
<p class="MsoBodyText"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoBodyText" align="right" style="text-align: right;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Carlos Eduardo Mej&iacute;a Bustamante<o:p></o:p></span></p>
<p class="MsoBodyText" align="right" style="text-align: right;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Docente del Centro de Pensamiento La Esperanza &ldquo;Don Pedro La&iacute;n Entralgo&rdquo;<o:p></o:p></span></p>
<p class="MsoBodyText" align="right" style="text-align: right;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Universidad La Gran Colombia<o:p></o:p></span></p>
<p class="MsoBodyText" align="right" style="text-align: right;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold;">Armenia, Quind&iacute;o Colombia. <o:p></o:p></span></p>
<p class="MsoBodyText"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoBodyText"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoBodyText" style="margin-top: .25pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></b></p>
<h1 style="margin-right: 26.2pt;"><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; color: #1d1d1d; font-weight: normal; font-style: normal;">La<span style="letter-spacing: -.2pt;"> </span>labor<span style="letter-spacing: -.2pt;"> </span>del<span style="letter-spacing: -.05pt;"> </span>educador<span style="letter-spacing: -.2pt;"> </span>no<span style="letter-spacing: -.1pt;"> </span>se<span style="letter-spacing: -.1pt;"> </span>centra<span style="letter-spacing: -.2pt;"> </span>s&oacute;lo<span style="letter-spacing: -.1pt;"> </span>en<span style="letter-spacing: -.15pt;"> </span>teor&iacute;as<span style="letter-spacing: -.1pt;"> </span>pedag&oacute;gicas</span><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; font-weight: normal; font-style: normal;"><o:p></o:p></span></h1>
<p class="MsoNormal" align="right" style="text-align: right; text-indent: 125.05pt; margin: .05pt 26.0pt .0001pt 178.85pt;"><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; color: #1d1d1d;">que viven en la cabeza,<span style="letter-spacing: -2.95pt;"> </span>sino<span style="letter-spacing: -.1pt;"> </span>en<span style="letter-spacing: -.1pt;"> </span>el<span style="letter-spacing: -.2pt;"> </span>simple<span style="letter-spacing: -.1pt;"> </span>hecho<span style="letter-spacing: -.1pt;"> </span>de<span style="letter-spacing: -.1pt;"> </span>amar<span style="letter-spacing: -.2pt;"> </span>a<span style="letter-spacing: -.15pt;"> </span>los<span style="letter-spacing: -.05pt;"> </span>ni&ntilde;os</span><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial;"><o:p></o:p></span></p>
<p class="MsoBodyText"><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial;"><o:p>&nbsp;</o:p></span></p>
<h1><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; color: #1d1d1d; font-weight: normal; font-style: normal;">Rub&eacute;n<span style="letter-spacing: -.25pt;"> </span>Alves</span><span lang="ES" style="font-size: 18.0pt; font-family: 'French Script MT'; mso-bidi-font-family: Arial; font-weight: normal; font-style: normal;"><o:p></o:p></span></h1>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></i></b></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-style: italic;">RESUMEN<o:p></o:p></span></b></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-style: italic;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold; mso-bidi-font-style: italic;">Este breve art&iacute;culo es una invitaci&oacute;n a repensar la educaci&oacute;n, su pr&aacute;ctica y cotidianidad, para que cada d&iacute;a sea expresi&oacute;n y signo de una aut&eacute;ntica construcci&oacute;n de la esperanza social y humana. <span style="mso-spacerun: yes;">&nbsp;</span><o:p></o:p></span></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></i></b></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-style: italic;">PALABRAS CLAVES<o:p></o:p></span></b></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-style: italic;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoBodyText" style="margin-top: .2pt;"><span lang="ES" style="font-family: 'Arial',sans-serif; mso-bidi-font-weight: bold; mso-bidi-font-style: italic;">Educaci&oacute;n, esperanza, maestro, Universidad LA Gran Colombia Armenia.&nbsp;<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.85pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Hace alg&uacute;n tiempo<span style="letter-spacing: .05pt;"> </span>tuve<span style="letter-spacing: .05pt;"> la </span>oportunidad de<span style="letter-spacing: .05pt;"> </span>ver comercial sobre educaci&oacute;n<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: 3.3pt;"> </span>un<span style="letter-spacing: .05pt;"> </span>canal internacional y el texto de &eacute;sta dec&iacute;a: &ldquo;La educaci&oacute;n, es<span style="letter-spacing: .05pt;"> </span>a&uacute;n una tarea<span style="letter-spacing: .05pt;"> </span>pendiente&rdquo;, un texto que genera muchas preguntas, sobre todo, en un tiempo en<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: -.05pt;"> </span>se<span style="letter-spacing: .05pt;"> </span>ha hablado<span style="letter-spacing: -.05pt;"> </span>y<span style="letter-spacing: -.1pt;"> </span>escrito mucho sobre<span style="letter-spacing: -.15pt;"> </span>educaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.85pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.65pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Frente a este sencillo texto es fundamental convocar la sinceridad de quienes<span style="letter-spacing: .05pt;"> </span>estamos, d&iacute;a a d&iacute;a, en los escenarios educativos a fin de cuestionarnos sobre el<span style="letter-spacing: .05pt;"> </span>sentido de la educaci&oacute;n y de esta manera preguntarnos: &iquest;por qu&eacute;, luego de tantos<span style="letter-spacing: -3.2pt;"> </span>avances en materia pedag&oacute;gica y curricular, la educaci&oacute;n es una tarea a&uacute;n por<span style="letter-spacing: .05pt;"> </span>realizarse?<span style="letter-spacing: .05pt;"> </span>&iquest;es que, en medio de tantos avances, lo que menos hemos hecho es<span style="letter-spacing: .05pt;"> </span>educar?<span style="letter-spacing: -.05pt;"> </span>&iquest;entonces<span style="letter-spacing: .1pt;"> </span>que es<span style="letter-spacing: -.1pt;"> </span>educar?<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.65pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.75pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">No pretendo dar respuesta a estas preguntas, pero si quiero dejar claro que nos<span style="letter-spacing: .05pt;"> </span>encontramos frente a la enorme urgencia de repensar la educaci&oacute;n, tal vez de esto<span style="letter-spacing: -3.2pt;"> </span>dependa el destino de la humanidad. De hecho, no se trata de definir que es<span style="letter-spacing: .05pt;"> </span>educaci&oacute;n, de esto hay mucho, se trata sobre todo de redescubrir su sentido y las<span style="letter-spacing: .05pt;"> </span>enormes posibilidades de transformaciones vitales que pueden surgir de ella, toda<span style="letter-spacing: .05pt;"> </span>vez<span style="letter-spacing: -.2pt;"> </span>que sea realmente<span style="letter-spacing: -.05pt;"> </span>educaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoBodyText" style="margin-top: .1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.7pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Expresiones como la del comercial, que he comentado, seguramente surgen<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: 2.8pt;"> </span>medio<span style="letter-spacing: 2.8pt;"> </span>de<span style="letter-spacing: 2.8pt;"> </span>un<span style="letter-spacing: 2.85pt;"> </span>universo<span style="letter-spacing: 2.9pt;"> </span>de<span style="letter-spacing: 3.0pt;"> </span>contrastes<span style="letter-spacing: 2.9pt;"> </span>y<span style="letter-spacing: 2.8pt;"> </span>paradojas.<span style="letter-spacing: 2.85pt;"> </span>Podr&iacute;amos<span style="letter-spacing: 2.95pt;"> </span>pensar<span style="letter-spacing: 2.9pt;"> </span>en<span style="letter-spacing: 2.9pt;"> </span>el mundo educativo, que en nuestros d&iacute;as este revestido de procesos de calidad, de<span style="letter-spacing: .05pt;"> </span>enormes tecnolog&iacute;as, y, sin embargo, d&iacute;a a d&iacute;a, recogemos las noticias de ni&ntilde;os y<span style="letter-spacing: .05pt;"> </span>j&oacute;venes asesinados, otros tantos maltratados y abusados,<span style="letter-spacing: .05pt;"> </span>muchos desencantados<span style="letter-spacing: 3.3pt;"> </span>por un cortejo de males, que cada vez m&aacute;s eclipsa el<span style="letter-spacing: .05pt;"> </span>gozo<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>alegr&iacute;a<span style="letter-spacing: .05pt;"> </span>escolar.<span style="letter-spacing: .05pt;"> </span>Aquello<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span>esperamos<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span>pase<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>nuestras<span style="letter-spacing: .05pt;"> </span>instituciones educativas, no puede construirse sobre el olvido del hombre, de su<span style="letter-spacing: .05pt;"> </span>dignidad,<span style="letter-spacing: -.15pt;"> </span>de su<span style="letter-spacing: -.05pt;"> </span>condici&oacute;n humana y<span style="letter-spacing: -.15pt;"> </span>de su<span style="letter-spacing: -.05pt;"> </span>humana<span style="letter-spacing: -.05pt;"> </span>condici&oacute;n y mucho menos de su esperanza.&nbsp;<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.7pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.8pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Aqu&iacute; es donde se hace urgente convocar un sentido de educaci&oacute;n que mire al<span style="letter-spacing: .05pt;"> </span>hombre, que lo abrace, que lo ame y es que la educaci&oacute;n no es otra cosa que el<span style="letter-spacing: .05pt;"> </span>encuentro dignificador que reconstruye al hombre dando paso a un acontecimiento<span style="letter-spacing: -3.2pt;"> </span>de humanidad, sobre la base del respeto, el reconocimiento y la legitimaci&oacute;n del<span style="letter-spacing: .05pt;"> </span>otro.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.8pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.8pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">En este sentido, es fundamental que quienes tenemos la oportunidad de hacer<span style="letter-spacing: .05pt;"> </span>posible<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>educaci&oacute;n,<span style="letter-spacing: .05pt;"> </span>es<span style="letter-spacing: .05pt;"> </span>decir,<span style="letter-spacing: .05pt;"> </span>nosotros<span style="letter-spacing: .05pt;"> </span>los<span style="letter-spacing: .05pt;"> </span>maestros,<span style="letter-spacing: .05pt;"> </span>demos<span style="letter-spacing: .05pt;"> </span>raz&oacute;n<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>las<span style="letter-spacing: .05pt;"> </span>condiciones<span style="letter-spacing: .05pt;"> </span>humanas<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: .05pt;"> </span>vitales<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span>reencanten<span style="letter-spacing: .05pt;"> </span>el<span style="letter-spacing: .05pt;"> </span>lugar<span style="letter-spacing: .05pt;"> </span>educativo.<span style="letter-spacing: .05pt;"> </span>Nosotros,<span style="letter-spacing: .05pt;"> </span>estamos llamados a vivir ardorosamente nuestra misi&oacute;n de maestros y para ello es<span style="letter-spacing: -3.2pt;"> </span>primordial que nuestra vida y testimonio trasciendan la importancia de una clase<span style="letter-spacing: .05pt;"> </span>bien<span style="letter-spacing: -.1pt;"> </span>preparada.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.8pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 25.75pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Es posible que muchos de nuestros estudiantes tengan como &uacute;nica oportunidad,<span style="letter-spacing: .05pt;"> </span>para encontrar razones de vida digna, la presencia de nosotros, los maestros, pero<span style="letter-spacing: .05pt;"> </span>tambi&eacute;n<span style="letter-spacing: .05pt;"> </span>es<span style="letter-spacing: .05pt;"> </span>posible,<span style="letter-spacing: .05pt;"> </span>que,<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>medio<span style="letter-spacing: .05pt;"> </span>del<span style="letter-spacing: .05pt;"> </span>af&aacute;n<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>una<span style="letter-spacing: .05pt;"> </span>clase<span style="letter-spacing: .05pt;"> </span>bien<span style="letter-spacing: 3.3pt;"> </span>preparada,<span style="letter-spacing: .05pt;"> </span>olvidemos<span style="letter-spacing: .05pt;"> </span>que frente a<span style="letter-spacing: .05pt;"> </span>nosotros est&aacute; una persona<span style="letter-spacing: .05pt;"> </span>con<span style="letter-spacing: .05pt;"> </span>una<span style="letter-spacing: .05pt;"> </span>historia,<span style="letter-spacing: .05pt;"> </span>con<span style="letter-spacing: .05pt;"> </span>sus<span style="letter-spacing: .05pt;"> </span>sue&ntilde;os, pero tambi&eacute;n con sus frustraciones. Por tanto, es necesario que, en medio<span style="letter-spacing: .05pt;"> </span>de estas fracturas, comprendamos que la educaci&oacute;n es de calidad, si es c&aacute;lida y<span style="letter-spacing: .05pt;"> </span>profundamente<span style="letter-spacing: -.1pt;"> </span>humana.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 4.65pt 25.85pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Aqu&iacute; es urgente hacer un alto en el camino y<span style="letter-spacing: .05pt;"> </span>repensarnos como maestros y<span style="letter-spacing: .05pt;"> </span>redescubrirnos como sujetos que se entregan vitalmente y reconstruyen al hombre<span style="letter-spacing: .05pt;"> </span>bajo<span style="letter-spacing: .05pt;"> </span>el<span style="letter-spacing: .05pt;"> </span>signo<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> la </span>humanidad.<span style="letter-spacing: .05pt;"> </span>Esto<span style="letter-spacing: .05pt;"> </span>convoca<span style="letter-spacing: .05pt;"> </span>a<span style="letter-spacing: .05pt;"> </span>testimoniar<span style="letter-spacing: .05pt;"> </span>un<span style="letter-spacing: .05pt;"> </span>acontecimiento<span style="letter-spacing: .05pt;"> </span>esperanzador desde la construcci&oacute;n de lo humano,<span style="letter-spacing: .05pt;"> </span>desde donde es posible la<span style="letter-spacing: .05pt;"> </span>formaci&oacute;n<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>un<span style="letter-spacing: .05pt;"> </span>sujeto ciudadano,<span style="letter-spacing: .05pt;"> </span>con<span style="letter-spacing: .05pt;"> </span>una<span style="letter-spacing: .05pt;"> </span>inmensa<span style="letter-spacing: .05pt;"> </span>capacidad<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>interacci&oacute;n<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>posibilidad<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>construcci&oacute;n<span style="letter-spacing: .05pt;"> </span>colectiva<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>una<span style="letter-spacing: .05pt;"> </span>humanidad fraterna, para lo cual, la escuela, &ldquo;debe ser el lugar de la<span style="letter-spacing: .05pt;"> </span>vida, es decir, el lugar de la alegr&iacute;a y no de la frustraci&oacute;n&rdquo; (Zambrano 2000) y en<span style="letter-spacing: -3.2pt;"> </span>este<span style="letter-spacing: .05pt;"> </span>sentido,<span style="letter-spacing: .05pt;"> &ldquo;</span>la<span style="letter-spacing: .05pt;"> </span>alegr&iacute;a<span style="letter-spacing: .05pt;"> </span>es<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>antesala<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>libertad,<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>apertura<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: .05pt;"> </span>del<span style="letter-spacing: .05pt;"> </span>reconocimiento<span style="letter-spacing: -.1pt;"> </span>rec&iacute;proco<span style="letter-spacing: -.1pt;"> </span>entre<span style="letter-spacing: -.05pt;"> </span>sujetos<span style="letter-spacing: -.1pt;"> </span>que<span style="letter-spacing: -.15pt;"> </span>convergen<span style="letter-spacing: -.1pt;"> </span>en<span style="letter-spacing: -.15pt;"> </span>prop&oacute;sitos<span style="letter-spacing: -.1pt;"> </span>comunes&rdquo;. (Mej&iacute;a, 2013)<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 4.65pt 25.85pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 1.0cm .0001pt 70.9pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">De este modo, la educaci&oacute;n y en ella, el maestro de los tiempos presentes, debe<span style="letter-spacing: .05pt;"> </span>asumir una postura hist&oacute;rica de apertura en su forma de vivenciar el mundo, para<span style="letter-spacing: .05pt;"> </span>convocar ese reencantamiento que involucra al otro en el inter&eacute;s de abordar su<span style="letter-spacing: .05pt;"> </span>mundo con una mirada nueva y transformadora. Es decir,<span style="letter-spacing: .05pt;"> </span>la educaci&oacute;n se ha de constituirse en el espacio para redimensionar la vida de<span style="letter-spacing: .05pt;"> </span>modo<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span>el<span style="letter-spacing: .05pt;"> </span>hombre,<span style="letter-spacing: .05pt;"> </span>todo<span style="letter-spacing: .05pt;"> </span>el<span style="letter-spacing: .05pt;"> </span>hombre,<span style="letter-spacing: .05pt;"> </span>redescubra<span style="letter-spacing: .05pt;"> </span>su<span style="letter-spacing: .05pt;"> </span>sentido<span style="letter-spacing: .05pt;"> </span>y<span style="letter-spacing: 3.3pt;"> </span>finalidad<span style="letter-spacing: .05pt;"> </span>asumiendo<span style="letter-spacing: .05pt;"> </span>posturas<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>un<span style="letter-spacing: .05pt;"> </span>mundo<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>donde<span style="letter-spacing: .05pt;"> </span>lo<span style="letter-spacing: .05pt;"> </span>humano,<span style="letter-spacing: .05pt;"> </span>lo<span style="letter-spacing: .05pt;"> </span>profundamente<span style="letter-spacing: .05pt;"> </span>humano,<span style="letter-spacing: -.05pt;"> </span>ha<span style="letter-spacing: -.05pt;"> </span>quedado sumido<span style="letter-spacing: -.05pt;"> </span>en la<span style="letter-spacing: -.15pt;"> </span>banalidad<span style="letter-spacing: -.2pt;"> </span>y<span style="letter-spacing: -.2pt;"> </span>la<span style="letter-spacing: -.05pt;"> </span>superficialidad. (Mej&iacute;a, 2013)<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 1.0cm .0001pt 70.9pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 28.3pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Seguramente no ser&aacute; una labor de f&aacute;cil factura y cada vez ser&aacute; &ldquo;<i style="mso-bidi-font-style: normal;">una aventura<span style="letter-spacing: .05pt;"> </span>incierta que conlleva en s&iacute; misma y permanente el riesgo de la ilusi&oacute;n y del error&rdquo;<span style="letter-spacing: .05pt;"> </span></i>(MORIN 1999). Si bien Morin se refiere espec&iacute;ficamente al conocimiento, apropio<span style="letter-spacing: .05pt;"> </span>sus palabras para decir que la educaci&oacute;n, ciertamente, &ldquo;es una aventura que se<span style="letter-spacing: .05pt;"> </span>confecciona<span style="letter-spacing: .05pt;"> </span>en<span style="letter-spacing: .05pt;"> </span>un<span style="letter-spacing: .05pt;"> </span>di&aacute;logo<span style="letter-spacing: .05pt;"> </span>con<span style="letter-spacing: .05pt;"> </span>la<span style="letter-spacing: .05pt;"> </span>incertidumbre<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>lo<span style="letter-spacing: .05pt;"> </span>adveniente,<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>lo<span style="letter-spacing: .05pt;"> </span>no<span style="letter-spacing: .05pt;"> </span>predecible, lo que sugiere entonces, una total apertura, pero al mismo tiempo las<span style="letter-spacing: .05pt;"> </span>condiciones<span style="letter-spacing: .05pt;"> </span>para<span style="letter-spacing: .05pt;"> </span>dar<span style="letter-spacing: .05pt;"> </span>sentido<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>aut&eacute;ntica<span style="letter-spacing: .05pt;"> </span>humanidad<span style="letter-spacing: .05pt;"> </span>a<span style="letter-spacing: .05pt;"> </span>todo<span style="letter-spacing: .05pt;"> </span>lo<span style="letter-spacing: .05pt;"> </span>que<span style="letter-spacing: .05pt;"> </span>mundo<span style="letter-spacing: .05pt;"> </span>moderno<span style="letter-spacing: .05pt;"> </span>ha<span style="letter-spacing: .05pt;"> </span>validado<span style="letter-spacing: .05pt;"> </span>tras<span style="letter-spacing: .05pt;"> </span>el<span style="letter-spacing: .05pt;"> </span>deseo<span style="letter-spacing: .05pt;"> </span>insaciable<span style="letter-spacing: .05pt;"> </span>de<span style="letter-spacing: .05pt;"> </span>satisfacer<span style="letter-spacing: .05pt;"> </span>las<span style="letter-spacing: .05pt;"> </span>opciones<span style="letter-spacing: .05pt;"> </span>individuales, avasallando ante ella lo colectivo, lo fundamental, lo humanizador del<span style="letter-spacing: -3.2pt;"> </span>acontecimiento<span style="letter-spacing: -.1pt;"> </span>de<span style="letter-spacing: -.1pt;"> </span>la vida,<span style="letter-spacing: -.05pt;"> </span>incluso la<span style="letter-spacing: -.1pt;"> </span>esencia<span style="letter-spacing: -.15pt;"> </span>de la<span style="letter-spacing: -.1pt;"> </span>educaci&oacute;n&rdquo;.<span style="mso-spacerun: yes;">&nbsp; </span>(Mej&iacute;a 2016)</span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 0cm 28.3pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
</div>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 4.65pt 28.45pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Solamente una educaci&oacute;n centrada en la persona y su identidad,<span style="letter-spacing: .05pt;"> </span>en el desarrollo<span style="letter-spacing: .05pt;"> </span>de sus potencialidades, de todas sus capacidades para la creatividad, la libertad,<span style="letter-spacing: .05pt;"> </span>la solidaridad, la comunicaci&oacute;n, la comuni&oacute;n, la socializaci&oacute;n, realizada en un<span style="letter-spacing: .05pt;"> </span>ambiente de armon&iacute;a, de cooperaci&oacute;n y di&aacute;logo, permitir&aacute; construir una sociedad<span style="letter-spacing: .05pt;"> </span>para la sana convivencia y la reconstrucci&oacute;n de una identidad perdida tras las<span style="letter-spacing: .05pt;"> </span>bambalinas de m&aacute;scaras tragic&oacute;micas y de met&aacute;foras que difamaron la verdad<span style="letter-spacing: .05pt;"> </span>sobre<span style="letter-spacing: -.05pt;"> </span>el<span style="letter-spacing: -.15pt;"> </span>hombre, su sentido y<span style="letter-spacing: -.15pt;"> </span>su<span style="letter-spacing: .05pt;"> </span>significado.<o:p></o:p></span><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: 4.65pt 28.45pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.65pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Sin una educaci&oacute;n repensada de esta manera, todo lo que nos moviliza como<span style="letter-spacing: .05pt;"> </span>seres<span style="letter-spacing: -.05pt;"> </span>humanos,<span style="letter-spacing: -.05pt;"> </span>tambi&eacute;n seguir&aacute;<span style="letter-spacing: -.05pt;"> </span>siendo<span style="letter-spacing: .05pt;"> </span>una<span style="letter-spacing: -.1pt;"> </span>tarea<span style="letter-spacing: -.05pt;"> </span>pendiente.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.65pt .0001pt 5.1pt;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; background: white;"><span lang="ES" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: black; mso-color-alt: windowtext;">Mejia Bustamante, Carlos E. (2013). Re</span><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-color-alt: windowtext; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;">encantar la educaci&oacute;n: un asunto urgente de </span><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;"><o:p></o:p></span></p>
<p class="MsoNormal" style="mso-pagination: widow-orphan; background: white; text-autospace: ideograph-numeric ideograph-other;"><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-color-alt: windowtext; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;">Humanidad. Docplayer. En: <a href="https://docplayer.es/67125879-Reencantar-la-educacion-un-asunto-urgente-de-humanidad-carlos-eduardo-mejia-bustamante.html">https://docplayer.es/67125879-Reencantar-la-educacion-un-asunto-urgente-de-humanidad-carlos-eduardo-mejia-bustamante.html</a> </span><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;"><o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.65pt .0001pt 0cm;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; background: white;"><span lang="ES" style="font-size: 12.0pt; font-family: 'Arial',sans-serif; color: black; mso-color-alt: windowtext;">Mej&iacute;a Bustamante Carlos E. (2016) El Maestro: la did&aacute;ctica m&aacute;xima. 4&deg; Congreso Pedag&oacute;gico. </span><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; color: black; mso-color-alt: windowtext; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;">Instituci&oacute;n Educativa Escuela Normal ―Claudina M&uacute;nera‖. En: <a href="https://docplayer.es/9529213-Compiladores-institucion-educativa-escuela-normal-claudina-munera-grupo-de-investigacion-educacion-y-formacion-de-educadores-ucm.html">https://docplayer.es/9529213-Compiladores-institucion-educativa-escuela-normal-claudina-munera-grupo-de-investigacion-educacion-y-formacion-de-educadores-ucm.html</a> </span><span style="font-size: 12.0pt; font-family: 'Arial',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES-CO; mso-fareast-language: ES-CO;"><o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.65pt .0001pt 0cm;"><span lang="ES" style="font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoBodyText" style="text-align: justify; line-height: 150%; margin: .05pt 25.65pt .0001pt 0cm;"><span lang="ES" style="font-family: 'Arial',sans-serif;">Morin, Edgar, (1999). Los siete saberes necesarios para la educaci&oacute;n del futuro. En: <a href="https://www.uv.mx/dgdaie/files/2012/11/CPP-DC-Morin-Los-siete-saberes-necesarios.pdf">https://www.uv.mx/dgdaie/files/2012/11/CPP-DC-Morin-Los-siete-saberes-necesarios.pdf</a> <o:p></o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>Una ceremonia muy especial</title>
<link>https://sdgtalks.ai/Es/Una-ceremonia-muy-especial</link>
<guid>https://sdgtalks.ai/Es/Una-ceremonia-muy-especial</guid>
<description><![CDATA[ Reconocimiento por parte del Gobernador de Quindio, a los estudiantes y docentes de la Universidad Gran Colombia como &quot;Agentes de Cambio en la Educación&quot; por su trabajo en la promoción de los Objetivos de Desarrollo Sostenible durante el ano 2022. ]]></description>
<enclosure url="https://periodicodelmeta.com/wp-content/uploads/2020/09/la-gran-colombia.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 09 Mar 2023 22:43:45 -0500</pubDate>
<dc:creator>Claudia</dc:creator>
<media:keywords>SDGtalks.ai, estudiantes, universidades, agentes, cambio, jovenes, ODS, gobernador, quindio, Universidad Gran Colombia, Social Impact Movement.</media:keywords>
<content:encoded><![CDATA[<p>Queridos miembros de la comunidad universitaria, estudiantes y docentes de la Universidad La Gran Colombia, Seccional Armenia, Quindío,</p>
<p>La Universidad La Gran Colombia, Seccional Armenia, Quindío, ha sido un modelo en cuanto a la promoción de los Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas. A través del Centro de Pensamiento la Esperanza Don Pedro Laín Entralgo, han creado espacios de práctica, estudio, reflexión y promoción de estos objetivos. Es un logro notable y un gran ejemplo de cómo las instituciones educativas pueden contribuir a un futuro más sostenible.</p>
<p>Como gobernador del departamento del Quindío, tengo el privilegio de otorgar a la Universidad La Gran Colombia una mención honorable como "Agentes de Cambio en la Educación". Es un reconocimiento a su dedicación y esfuerzo por fomentar la sensibilización, la formación y la producción de contenidos para construir un futuro más sostenible e inclusivo. Este es un testimonio de su compromiso con el desarrollo sostenible y su contribución a la educación y la formación de las nuevas generaciones.</p>
<p>Quiero felicitar a todos los estudiantes, docentes por su destacado trabajo y esfuerzo en el ámbito académico y por su compromiso con el desarrollo sostenible. Este reconocimiento es un impulso para seguir adelante en su labor y convertirse en un ejemplo para otras instituciones educativas y para la sociedad en general. Su trabajo y dedicación son una inspiración para todos nosotros y un gran ejemplo de cómo las instituciones educativas pueden contribuir al desarrollo sostenible. Como estudiante, he aprendido que la educación es la clave para un futuro sostenible, y su compromiso me da esperanza de que podemos lograrlo.</p>
<p>Además, es importante destacar que el compromiso de la Universidad La Gran Colombia, Seccional Armenia, Quindío, con los Objetivos de Desarrollo Sostenible también tiene un impacto significativo en el futuro de Colombia. La promoción de la sostenibilidad y la inclusión en la educación no solo contribuyen a un mundo más justo y equitativo, sino que también son fundamentales para el desarrollo económico y social del país.</p>
<p>La formación de jóvenes comprometidos con la sostenibilidad y la inclusión no solo crea ciudadanos conscientes y responsables, sino que también impulsa la innovación y el desarrollo de nuevas soluciones para los desafíos sociales y ambientales que enfrenta el país.</p>
<p>Los felicito y les agradezco por su compromiso con la educación y el futuro sostenible. Espero que continúen con su labor y que sirvan de inspiración para otros. ¡Felicidades!</p>
<p></p>
<p dir="ltr"><em>Roberto Jairo Jaramillo Cárdenas</em></p>
<p dir="ltr"><em>Gobernador del Quindío</em></p>
<p dir="ltr"><em>Armenia, Marzo 3 de 2023</em></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>EDUCACIÓN PARA TODOS</title>
<link>https://sdgtalks.ai/Es/educacion-para-todos</link>
<guid>https://sdgtalks.ai/Es/educacion-para-todos</guid>
<description><![CDATA[ El texto elaborado debido a la falta de estudio que carecen algunos sectores de Colombia, por encontrarse muy lejos de la civilización del resto del territorio colombiano.
Es un llamado de atención al Estado colombiano, con el fin de que la población campesina tenga igualdad de aprendizaje académico, para que, en cualquier tiempo requerido, puedan utilizar sus habilidades o gustos de querer continuar con la formación profesional y para lo cual es importante que tengan acceso a la primaria y al bachillerato. ]]></description>
<enclosure url="https://lookaside.fbsbx.com/lookaside/crawler/media/" length="49398" type="image/jpeg"/>
<pubDate>Wed, 23 Nov 2022 17:10:03 -0500</pubDate>
<dc:creator>NEFORA ANGILI ESTUPIÑAN</dc:creator>
<media:keywords>Educación de Calidad e igualdad de formación.</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="text-align: center;"><b><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">EDUCACI&Oacute;N PARA TODOS </span></b><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Nefora Angili Estupi&ntilde;an Micolta<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Estudiante de Derecho<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Universidad La Gran Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">RESUMEN</span></b><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">El texto elaborado debido a la falta de estudio que carecen algunos sectores de Colombia, por encontrarse muy lejos de la civilizaci&oacute;n del resto del territorio colombiano.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Es un llamado de atenci&oacute;n al Estado colombiano, con el fin de que la poblaci&oacute;n campesina tenga igualdad de aprendizaje acad&eacute;mico, para que, en cualquier tiempo requerido, puedan utilizar sus habilidades o gustos de querer continuar con la formaci&oacute;n profesional y para lo cual es importante que tengan acceso a la primaria y al bachillerato. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">PALABRAS CLAVES</span></b><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><span style="mso-spacerun: yes;">&nbsp;</span>Educaci&oacute;n de Calidad e igualdad de formaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Lugares olvidados de Colombia.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">En Colombia existen lugares muy retirados de la civilizaci&oacute;n, por lo tanto, no hay una educaci&oacute;n adecuada para los estudiantes, solo hay estudio &uacute;nicamente hasta quinto de primaria, algunos padres tienen las posibilidades de enviar a sus hijos a pueblos m&aacute;s grandes, donde si existe la secundaria. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Pero &iquest;qu&eacute; pasa con los ni&ntilde;os que sus padres no pueden enviar a estudiar a otros lugares a continuar con sus estudios?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Muchos se convierten en grandes agricultores, pero otros ingresan a grupos ilegales, otros queriendo salir a delante, llegan a la ciudad con el prop&oacute;sito de establecerse en aquel lugar, pero debido a la falta de estudios competentes para realizar las labores pertinentes, se han visto desempleados lo cual los obliga a volverse a su entorno principal.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Sinti&eacute;ndose aislados de la sociedad y, entorno a esto, as&iacute; sucesivamente prosiguen sus hijos, los cuales son sometidos a duros trabajos del campo entonces un punto del cual aun el territorio colombiano no se encuentra reestablecido por completo en una educaci&oacute;n totalmente de calidad, ni se aproxima a hacer media en igualdad de formaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Si el Estado Colombiano les prestara m&aacute;s atenci&oacute;n a estas zonas respecto de la educaci&oacute;n primaria y secundaria, ser&iacute;a mucho mejor para todo el territorio colombiano, porque del campo saldr&iacute;an ya con una profesi&oacute;n la cual es la agricultura, y graduados para continuar con sus estudios, bien sea para hacer un t&eacute;cnico, tecn&oacute;logo o la carrera profesional. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Mas de eso eliminar&iacute;a mucho m&aacute;s problemas del narcotr&aacute;fico, vandalismo, robos a mano armadas, grupos ilegales, secuestros miner&iacute;a ilegal.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Porque las personas a falta de estudio y sin oportunidades para tener un trabajo digno, acuden a estos medios ya mencionados con el fin de salir delante, de poder sustentar a sus familias y no quedarse en la pobreza extrema. Mala decisi&oacute;n es esa por lo cual ya se sabe cu&aacute;l es el final de cada uno de ellos, muertos o presos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">En cambio, si las personas de estos sectores tuvieran la educaci&oacute;n correspondiente, se aprender&iacute;a a vivir en mejores condiciones, nadie se ver&aacute; con la tentaci&oacute;n ni siquiera de pensar en recurrir a estos tipos de mecanismo para tener un sustento, muchos de ellos no conocen leyes, no saben leer ni escribir, &iquest;c&oacute;mo ban a poder comprender la vida, los principios y valores que se necesitan para tener respecto uno del otro?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Por estas razones es muy importante que Colombia entera tenga en cada corregimiento, no solo la primaria si no que tambi&eacute;n la secundaria, para agregar si no es mucho pedir, tambi&eacute;n es necesario que haiga universidades en los pueblos mas grandes, ya que abarcar&iacute;a todos los puntos de los corregimientos cercanos que son much&iacute;simos, por lo tanto, seria much&iacute;simo mejor para los padres de familia tener a sus hijos estudiando cercanamente, porque se ahorrar&iacute;an dinero, el cual tienen que gastar enviando a sus hijos a cuidades lejanas donde la estad&iacute;a es mucho m&aacute;s cara que en los pueblos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Otro punto de vista, es que analizando que aquellos lugares son reconocidos como zona roja, esto significa que en cualquier momento las personas pueden salir desplazadas de su tierra natal, y seguir&iacute;a pasando lo mismo de siempre que ha venido sucediendo, llegar&iacute;an a las ciudades a formar invasiones, a tener conflicto con la sociedad, hacer discriminados, haciendo lo que sea para sobrevivir, algunos hasta robando debido a la necesidad de aguantar hambre mientras pueden conseguir un trabajo.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Por eso es necesario la formaci&oacute;n acad&eacute;mica para librarse de todos esos males.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Si en aquellos municipios y corregimientos, veredas, existiera la educaci&oacute;n competente en iguales condiciones que en las ciudades, las personas serian mas civilizadas, se abriera pazo a que se construyan carreteras, habr&iacute;a luz permanente, se podr&iacute;a extraer el agua potable, habr&iacute;a forma de sembrar grandes cultivos l&iacute;citos como el pl&aacute;tano la ca&ntilde;a, arboles de mangos, todo lo que tiene que ver con la agricultura, adem&aacute;s de ser lugares muy vellos, el campesino se beneficiar&iacute;a much&iacute;simo de los turistas que en ese caso ir&iacute;an de visitas a las altas monta&ntilde;as glaciares lagunas muy inmensas r&iacute;os muy bonitos, gozar&iacute;an de toda la naturaleza, animales de muchas especies, se gozar&iacute;an de las costumbres de las personas y de su amabilidad, probar&iacute;an los platos t&iacute;picos porque Colombia tiene muchos para&iacute;sos escondidos donde muchos no conocen, se evitar&iacute;a desplazamientos forzosos, masacres y muchas cosas terror&iacute;ficas.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Lugares hermoso de Colombia, pero olvidados, es momento de ponerse la mano en el coraz&oacute;n y hacer uso de los objetivos de desarrollo sostenible en busca de la soluci&oacute;n para lograr una educaci&oacute;n de calidad plena en la formaci&oacute;n estudiantil.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Respecto a esto, se ha visto vulnerado los derechos de las personas de aquellos lugares a que tengan una educaci&oacute;n digna, la cual es derecho que tenemos los colombianos de ejercer, as&iacute; como lo dice la Declaraci&oacute;n Universal de Los Derechos humanos de las Naciones Unidas;<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">Art&iacute;culo 26: Toda persona tiene derecho a la educaci&oacute;n b&aacute;sica gratuita, adem&aacute;s debe ser obligatoria para todos los colombianos. La educaci&oacute;n t&eacute;cnica y profesional habr&aacute; de ser accesible en general y el acceso a los estudios superiores ser&aacute; igual para todos, en funci&oacute;n de los m&eacute;ritos respectivos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="ES" style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif; mso-ansi-language: ES;">En esta misma l&iacute;nea, est&aacute; la constituci&oacute;n pol&iacute;tica del 1991, estableci&eacute;ndonos varios art&iacute;culos respecto al caso unos de esos son.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Articulo:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><span style="mso-spacerun: yes;">&nbsp;</span>67 de la carta dice: &ldquo;la educaci&oacute;n es un derecho de las `personas y un servicio p&uacute;blico que tiene una funci&oacute;n social; con ella se busca al conocimiento, a la ciencia, a la t&eacute;cnica, y a los dem&aacute;s bienes y valores de la cultura. La educaci&oacute;n formara al colombiano en el respecto a los derechos humanos, a la paz y a la democracia; y en la practica del trabajo y la recreaci&oacute;n, para el mejoramiento cultural, cient&iacute;fico, tecnol&oacute;gico y para la protecci&oacute;n del ambiente&rdquo;.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Adem&aacute;s de esto tambi&eacute;n nos establece el mismo numeral:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">&ldquo;Corresponde al Estado regular y ejercer la suprema inspecci&oacute;n y vigilancia de la educaci&oacute;n con el fin de velar por su calidad, por el cumplimiento de sus fines y por la mejor formaci&oacute;n moral, intelectual y f&iacute;sica.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Corresponde al Estado regular y ejercer la suprema inspecci&oacute;n y vigilancia de la educaci&oacute;n con el fin de velar por su calidad, por el cumplimiento de sus fines y por la mejor formaci&oacute;n moral, intelectual y f&iacute;sica de los educandos; garantizar el adecuado cubrimiento del servicio y asegurar a los menores las condiciones necesarias para su acceso y permanencia en el sistema educativo".<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">ARTICULO 70, dice:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><span style="mso-spacerun: yes;">&nbsp;</span>&ldquo;El Estado tiene el deber de promover y fomentar el acceso a la cultura de todos los colombianos en igualdad de oportunidades, por medio de la educaci&oacute;n permanente y la ense&ntilde;anza cient&iacute;fica, t&eacute;cnica, art&iacute;stica y profesional en todas las etapas del proceso de creaci&oacute;n de la identidad nacional&rdquo;. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">As&iacute; que es menester que en este pa&iacute;s se visiten los lugares m&aacute;s remotos de Colombia y que el Estado colombiano ponga en pr&aacute;ctica y termine de realizar esta labor en todo el pa&iacute;s garantizando la educaci&oacute;n primaria y secundaria de manera gratuita a ni&ntilde;os, en muy buena calidad para que aquellas personas est&eacute;n en iguales condiciones de poder tener un trabajo digno y todo tengamos igualdad de oportunidad, con la ayuda de los objetivos del desarrollo sostenible.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Bibliograf&iacute;a<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Constituci&oacute;n Pol&iacute;tica de Colombia de 1991<o:p></o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>UNA EDUCACIÓN INCLUSIVA Y EQUITATIVA</title>
<link>https://sdgtalks.ai/Es/una-educacion-inclusiva-y-equitativa</link>
<guid>https://sdgtalks.ai/Es/una-educacion-inclusiva-y-equitativa</guid>
<description><![CDATA[ El presente texto afronta las dificultades que se pueden presentar frente a la garantía de una educación de calidad, especialmente en la implementación y cumplimento con los lineamientos propuesto por las diferentes entes internacionales y gubernamentales. ]]></description>
<enclosure url="https://www.saldarriagaconcha.org/wp-content/uploads/2020/07/Portada-infoc%CC%A7Unesco.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 22 Nov 2022 17:23:26 -0500</pubDate>
<dc:creator>LUISA FERNANDA SUAREZ TRUJILLO</dc:creator>
<media:keywords>Inclusión, desigualdad, equidad, transformación</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="center" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; line-height: 115%; mso-outline-level: 1;"><b><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-font-kerning: 18.0pt; mso-fareast-language: ES-CO;">UNA EDUCACI&Oacute;N INCLUSIVA Y EQUITATIVA<o:p></o:p></span></b></p>
<p class="MsoNormal" align="center" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; line-height: 115%; mso-outline-level: 1;"><b><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-font-kerning: 18.0pt; mso-fareast-language: ES-CO;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoNormal" align="right" style="margin-bottom: .0001pt; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Luisa Fernanda Suarez Trujillo. <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: .0001pt; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Estudiante Derecho, facultad de derecho y ciencias pol&iacute;ticas. <o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: .0001pt; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Universidad La Gran Colombia.<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="margin-bottom: .0001pt; text-align: right; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Armenia, Quind&iacute;o, Colombia<o:p></o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" align="right" style="text-align: right; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Resumen: </span></b><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">El presente texto afronta las dificultades que se pueden presentar frente a la garant&iacute;a de una educaci&oacute;n de calidad, especialmente en la implementaci&oacute;n y cumplimento con los lineamientos propuesto por las diferentes entes internacionales y gubernamentales.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;"><o:p>&nbsp;</o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Palabras Claves: </span></b><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;">Inclusi&oacute;n, desigualdad, equidad, transformaci&oacute;n.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%; margin: 12.0pt 0cm 12.0pt 0cm;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman'; color: #373737; mso-fareast-language: ES-CO;"><o:p>&nbsp;</o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif;">Al referirnos a una educaci&oacute;n equitativa e inclusiva, nos referimos al cumplimiento de todos esos lineamentos propuesto por las diferentes entidades internacionales y nacionales, que trabajan por garantizar <span style="mso-spacerun: yes;">&nbsp;</span>una educaci&oacute;n de calidad para toda la poblaci&oacute;n, especialmente para la m&aacute;s vulnerable, que son nuestro ni&ntilde;os, actualmente hay grandes &iacute;ndices de deserci&oacute;n escolar, &iquest;pero qu&eacute; causa esto?, &iquest;cu&aacute;l es el trasfondo que acompa&ntilde;a esta problem&aacute;tica y qu&eacute; le falta a las diferentes entes gubernamentales apoyar para que esto no suceda?<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif;">Para poder hablar de una educaci&oacute;n de calidad, hay que garantizar que esta llegue a los lugares alejados de la poblaci&oacute;n, es decir, que todas las personas puedan tener acceso a las instituciones educativas, en donde &eacute;stas, de igual forma cuenten con la infraestructura adecuada para que estos puedan tener clases, materiales educativos de apoyo, de igual forma la poblaci&oacute;n se le brinde herramientas para que puedan participar en la construcci&oacute;n de estos espacios, principalmente porque las formas de aprender de cada individuo son diferente.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif;">Es muy importante tener en cuenta todas aquellas poblaciones que a lo largo de la historia se han encontrado en posiciones de marginaci&oacute;n y discriminaci&oacute;n frente a estos temas, que son de gran inter&eacute;s y que los afectan directamente a ellos, pues con esto se permite que todas aquellas formas de aprender, los intereses y las capacidades de cada individuo sean tenidas en cuenta y que las sociedades puedan tener un desarrollo, permitiendo as&iacute; que las comunidades tengan un cambio y la inclusi&oacute;n y el mejoramiento de la educaci&oacute;n que sea una realidad. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif;">La distinci&oacute;n y discriminaci&oacute;n entre sujetos es algo que ha acompa&ntilde;ado al hombre desde sus inicios, pues el deseo de poder y de querer ser superior al otro se ha plasmado en las mentes del ser humano como la &uacute;nica forma, o una de las formas m&aacute;s efectivas de tener &eacute;xito, aunque esto es err&oacute;neo, y totalmente malo, ya que esto es lo que lleva a que las sociedades sea inequitativas y las brechas de desigualdad sean abismales entre nosotros, estos comportamientos deben ser cambiados, debemos enfocarnos en ser m&aacute;s humanos con el otro, con las relaciones que tenemos, como es desde peque&ntilde;os con los compa&ntilde;eros de clase, no buscar que al otro le vaya mal y ser feliz por esto, sino ayudar al que lo necesita; en caso como cuando alguien tiene experticia en un tema, o es m&aacute;s h&aacute;bil en alg&uacute;n &aacute;mbito de estudio,<span style="mso-spacerun: yes;">&nbsp; </span>ayudar al que le da m&aacute;s dificultad, la posibilidad de espacios en donde las necesidades de los individuos sean atendidas, en donde empiecen a darse individuos m&aacute;s capacitados para responder a los retos que el futuro pueda traer a la poblaci&oacute;n,<span style="mso-spacerun: yes;">&nbsp; </span>con instituciones aptas y en condiciones adecuadas para que se den espacios acad&eacute;micos provechosos, donde el conocimiento sea enriquecedor y todos participen de estos. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Times New Roman',serif;">La educaci&oacute;n equitativa e inclusiva la construimos entre todos, con el apoyo de entes gubernamentales, de igual forma con la participaci&oacute;n de toda la poblaci&oacute;n, adem&aacute;s de esto con la adecuada implementaci&oacute;n de herramientas para mejorar la educaci&oacute;n y que de verdad se adquiera el conocimiento y podamos construir naciones con profesionales competentes e igualitarios.<o:p></o:p></span></p>]]> </content:encoded>
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