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CLEI I
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Propósito
<p>Conocer el origen del desplazamiento forzado, sus implicaciones sociales y economicas; y proyectar las soluciones a los problemas que lo ocasionan.</p><p><img 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" alt="Desplazamiento forzado en Colombia se triplica con respecto a 2020 - Infobae"></p>
Motivación
<p>Analizar video, y socializarlo en un debate presentando tus propuestas de solución al desplazamiento.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/Vkd_Y3g71aE" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Realiza un analisis de la siguiente explicación, presenta tus propias conclusiones.</p><p><a href="/web/uploads/04102021/561/bf17417378-despazamiento-forzado-en-colombia.pptx">bf17417378-despazamiento-forzado-en-colombia.pptx</a><br></p><p><img 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" alt="Desplazamiento forzado en Colombia ha incrementado un 198%, según la ONU"></p>
Ejercicios
<p>La actividad a resolver la encontraras en la plataforma de la institucion.</p><p><img 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" alt="ACNUR - "Hay más víctimas de desplazamiento forzado en Colombia que número de habitantes en Costa Rica""></p>
Evidencia
Evaluación
<p>La evalución es continua, se tienen encuenta todos los momentos de las clases, puntualidad, participación, cumplimiento con sus obligaciones.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRMQsPOAbVES0gqNdWqqd_-6hmVtJm8NWhcqA&usqp=CAU" alt="Cartilla informativa Desplazamiento forzado en Colombia by GEOPOLITICA DESPLAZAMIENTO - Issuu"></p>
Bibliografía
<p><a href="https://centrodememoriahistorica.gov.co/tag/desplazamiento/">https://centrodememoriahistorica.gov.co/tag/despla...</a></p><p><a href="https://www.repository.fedesarrollo.org.co/handle/11445/1079">https://www.repository.fedesarrollo.org.co/handle/...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"></span></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcReW7IjYlWzzhhnqRHmQ_Vrstg96Jl8sY-HSg&usqp=CAU" alt="Los nuevos focos del desplazamiento forzado en Colombia | www.arcoiris.com.co 1"></p>
Foro
<p>Estar atentos a la invitación al foro, donde se presentara lo aprendido del tema y se socializan las propuestas de solución al problema del desplazamiento forazado en Colombia.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSGTxAKzBoEU_lKWMz1fbC5YM0YRzLLN34Zsg&usqp=CAU" alt="Colombia registra más de 72.000 desplazados en 2021 | Noticias | teleSUR"></p>
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