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702117059347393232020-11-10 10:42:44<p>SEBASTIAN HERNANDEZ GALINDO</p><p>6-2</p><p><b>1:</b><b> Realizar una síntesis sobre: </b><b>En qué consiste los mecanismos de participación ciudadana.</b><b></b></p><p><b>R/= Los mecanismos de participación ciudadana son las herramientas que permiten e incentivan la participación de los colombianos en las decisiones colectivas de la nación, así no sean parte de la administración pública o de un partido político. Los mecanismos brindan las siguientes garantías: Votar de manera privada.<br></b></p><p><b>2: </b><b>Realizar un mapa conceptual sobre cuáles son los mecanismos de participación política.</b><b></b></p><p><b></b></p><p>R/=<img 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" alt="MECANISMOS DE PARTICIPACIÓN CIUDADANA-9 - TOMi.digital"></p><p><b>3: Dar un ejemplo de la vida diaria donde se aplique cada uno de los mecanismos de participación política. </b></p><p><b>1) <strong>Plebiscito</strong><br>El plebiscito es el pronunciamiento del pueblo convocado por el Presidente de la República, mediante el cual apoya o rechaza una determinada decisión del Ejecutivo.</b></p><p><b>2)</b>Iniciativa popular legislativa</p><p>De acuerdo con el Artículo 2 de la Ley 134 de 1994, “La iniciativa popular legislativa y normativa ante las corporaciones públicas es el derecho político de un grupo de ciudadanos de presentar Proyecto de Acto legislativo y de ley ante el Congreso de la República, de Ordenanza ante las Asambleas Departamentales, de Acuerdo ante los Concejos Municipales o Distritales y de Resolución ante las Juntas Administradoras Locales, y demás resoluciones de las corporaciones de las entidades territoriales, de acuerdo con las leyes que las reglamentan, según el caso, para que sean debatidos y posteriormente aprobados, modificados o negados por la corporación pública correspondiente”.</p><b>4: Mencionar las garantías que nos ofrece los mecanismos de participación ciudadana.</b><br><p><b>Los mecanismos brindan las siguientes garantías:</b></p><p><b></b></p><ul><li>Votar de manera privada.</li><li>Militarizar zonas para brindar seguridad a los participantes de votaciones, huelgas, paros, manifestaciones etc.</li><li>Que la ciudadanía pueda mostrar su inconformidad o apatía frente a un partido político o a un dirigente.</li></ul><p><b><br></b></p>
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