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<p>Conocer que organizaciones tienen los paises del tercer mundo para la cooperación económica, política y cultural.</p><p><img 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" alt="Cooperación Internacional - Qué es, definición y concepto | Economipedia"></p>
Motivación
<p>Analizar los videos, para que pueda participar en un conversatorio.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/FvxWxMVi3EY" frameborder="0" allowfullscreen=""></iframe><br></p><p><a href="https://youtu.be/G9f9kR6HSIM">https://youtu.be/G9f9kR6HSIM</a><br></p><p><a href="https://youtu.be/LiasQnojsic">https://youtu.be/LiasQnojsic</a><br></p>
Explicación
<p>Analiza las diapositivas y saca tus propias conclusiones para que puedas participar en el conversatorio.</p><p><a href="/web/uploads/561/a59fcd6424-mercosur-apec-nepad.pdf">a59fcd6424-mercosur-apec-nepad.pdf</a><br></p><p><img src="data:image/jpeg;base64,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" alt="TUS CIENCIAS SOCIALES: 463 GUERRA FRIA: SISTEMA DE ALIANZAS"></p>
Ejercicios
<p>La actividad propuesta aparece en la plataforma de la institución</p><p><img 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" alt="Alianzas entre paises"></p>
Evidencia
Evaluación
<p>La evaluación es integral se tendrán en cuenta todos los momentos de la clase, su puntualidad y responsabilidad en las actividades propuestas.</p><p><img 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" alt="SEGEPLAN on Twitter: "Secretaria @KeilaGVilchez y la Subsecretaria de Cooperación y Alianzas para el Desarrollo de #SEGEPLAN, @MishaanRita participan en reunión con grupo de donantes G13, participan embajadores y jefes de agencias"></p>
Bibliografía
<p><a href="https://www.mercosur.int/temas/cooperacion-en-el-mercosur/">https://www.mercosur.int/temas/cooperacion-en-el-m...</a></p><p><a href="https://www.mercosur.int/temas/cooperacion-en-el-mercosur/">https://www.mercosur.int/temas/cooperacion-en-el-m...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://blog.oxfamintermon.org/util-cooperacion-internacional/">https://blog.oxfamintermon.org/util-cooperacion-in...</a><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"></span></span></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSgLH88qSQIRzbnIFSI6al1c0SvTNImWizyMQ&usqp=CAU" alt="La Unión Europea y otras alianzas de países más importantes del mundo | RPP Noticias"></p>
Foro
<p>Se preparan para participar en el foro, esperen invitación.</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR0LMcsVpSfEjt6J2mPt2UwnqfeEpiLPIDW1Q&usqp=CAU" alt="Diario Co Latino - Informándote con Credibilidad"></p>
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