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Propósito
<p>Comprende cómo se produjeron los procesos de independencia de las colonias americanas durante los siglos XVIII y XIX y sus implicaciones para las sociedades contemporáneas. </p><p><img src="https://cdn.slidesharecdn.com/ss_thumbnails/er-101021051808-phpapp02-thumbnail-4.jpg?cb=1287638353" alt="Independencia de las colonias americanas"></p>
Motivación
<p>Analiza el vídeo para que tengas una mejor idea de todo el proceso que se llevo a cabo durante la colonia y las causas de la independencia de las colonias americanas.</p><p>veamos</p><p><a href="https://youtu.be/XBfNm-X8hAM">https://youtu.be/XBfNm-X8hAM</a><br></p><p><img src="https://2.bp.blogspot.com/-TM-vvZjYf8o/UM-ewzr64MI/AAAAAAAAAA4/5vFmlstDi6Q/s640/8.+Independencia+de+las+colonias+americanas.jpg" alt="LA MUSA DE LA HISTORIA: LA INDEPENDENCIA DE LAS COLONIAS AMERICANAS."></p>
Explicación
<p>Mediante estas ilustraciones podrás entender mejor los procesos independentistas de las colonias americanas.</p><p>veamos</p><p><a href="/web/uploads/561/d7de07b1a2-independencia-de-las-colonias-americanas.pdf">d7de07b1a2-independencia-de-las-colonias-americanas.pdf</a><br></p><p><img src="data:image/jpeg;base64,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" alt="Guerras de independencia hispanoamericanas - Wikipedia, la enciclopedia libre"></p>
Ejercicios
<p>CON LOS SIGUIENTES DOCUMENTOS Y VIDEOS, ABARCAREMOS LOS HECHOS OCURRIDOS DURANTE LOS PROCESOS DE INDEPENDENCIA DE LAS COLONIAS AMERICANAS.</p><p>1. file:///C:/Users/Toshiba/Downloads/1660-Texto%20del%20art%C3%ADculo-7030-1-10-20171019%20(1).pdf</p><p>2. <a href="http://userpage.fu-berlin.de/vazquez/vazquez/pdf/EMANCIPA.pdf">http://userpage.fu-berlin.de/vazquez/vazquez/pdf/E...</a><span class="redactor-invisible-space"></span></p><p><span class="redactor-invisible-space">3. file:///C:/Users/Toshiba/Downloads/Dialnet-LaIndependenciaDeLasColoniasAmericanasYElDestinoDe-5133949.pdf</span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space">4. <iframe width="500" height="281" src="//www.youtube.com/embed/EPzeaiL4tyQ" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space">5. <iframe width="500" height="281" src="//www.youtube.com/embed/Iwmlb54wD8E" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><br></span></span></p>
Evidencia
Evaluación
<p>La evaluación es integral, se tendrá en cuenta todo el proceso, su participación en las reuniones, su puntualidad, la elaboración de las actividades y la participación en el foro final.</p><p><img 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" alt="La crisis del imperio español incidió en las independencias de las colonias americanas – La Ventana Ciudadana"></p>
Bibliografía
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" alt="?????? Cultura hoy: Independencia de las colonias españolas en América (Proceso) ?"></p><p><a href="https://dialnet.unirioja.es/servlet/articulo?codigo=5133949">https://dialnet.unirioja.es/servlet/articulo?codigo=5133949</a><br></p><p><br></p>
Foro
<p>Se le estará informando cuando se debe presentar para el foro donde expondrá lo aprendido</p><p><img 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" alt="Independencia de las 13 colonias - CAUSAS Y CONSECUENCIAS"></p>
calificable?
Activo
Actualizar