tag:blogger.com,1999:blog-12972928389910589082024-02-22T23:43:07.520-08:00Aula de Estudios SocialesBlog de recursos de las asignaturas de Estudios Sociales y Educación Cívica administrado por el Profesor Roberto Carlos Monge. Aquí se encontrarán presentaciones, resúmenes y vínculos de provecho para estudiantes, colegas y cualquiera que tenga la gentileza de darse una vuelta.Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.comBlogger102125tag:blogger.com,1999:blog-1297292838991058908.post-51715186140052849952020-06-16T10:37:00.002-07:002020-06-16T10:37:38.895-07:00Tipos de gobierno democráticos.Ya vimos que existen ciertas características comunes a todos los gobiernos democráticos: respeto a la voluntad popular expresada mediante el sufragio, pluripartidismo, reglas claras para acceder al poder y la defensa de los derechos de todos los habitantes. Sin embargo, también existe variedad de formas entre los estados democráticos y podemos identificar tipos de democracias según se distribuyen las funciones de gobierno o se organizan los supremos poderes:<br />
<br />
<h2>
Según su organización territorial</h2>
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<span style="font-family: "antipasto";">Subtipo<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Características distintivas<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Ejemplos propuestos<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">Estados unitarios*</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></i></b></div>
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<span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">El poder está concentrado en un solo
centro político para todo el país, hay una sola constitución y un único ente legislativo.</span><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">Japón, </span><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">Polonia, </span><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">Colombia, </span><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="color: black; font-family: "antipasto"; font-size: 10.0pt;">Suecia</span><span style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "antipasto"; font-size: 10.0pt;">Estados
federales<o:p></o:p></span></i></b></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Las
unidades políticas (provincias, estados, regiones, etc.) tienen un alto grado
de autogobierno.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "antipasto"; font-size: 10.0pt;">Cada
unidad política tiene sus propias leyes y asamblea.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "antipasto"; font-size: 10.0pt;">El
Poder Central ejerce algunas competencias esenciales.<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Estados
Unidos,<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Alemania,<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">India<o:p></o:p></span></div>
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*No incluidos en el Programa de Educación Cívica<br />
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<tr><td style="text-align: center;"><img alt="Mapa de suiza | Vector Premium" height="420" src="https://img.freepik.com/vector-gratis/mapa-suiza_1078-367.jpg?size=626&ext=jpg" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #8e7cc3;"><i>Suiza es una república federal donde cada uno de los 26 cantones tiene su parlamento y ejerce funciones de gobierno en la administración de centros educativos, clínicas, hospitales, construcción de carreteras, policía, etc. Suiza es más pequeña que Costa Rica pues mide apenas 41.285 Kms2</i></span></td></tr>
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<h2>
Según su equilibrio de poderes</h2>
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<span style="font-family: "antipasto";">Subtipo<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Definición<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Claves<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Ejemplos<o:p></o:p></span></div>
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<b><i><span style="font-family: "antipasto"; font-size: 10.0pt;">Presidencialismo<o:p></o:p></span></i></b></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Forma
de gobierno en la que la Constitución establece una división de poderes entre
el Poder Legislativo, Poder Ejecutivo y el Poder Judicial, y en la que el
Jefe del Estado- a quien se denomina Presidente-, además de ostentar la
representación formal del país, es también parte activa del Poder Ejecutivo,
como Jefe de Gobierno. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Presidente: representa al país, jefe del gobierno.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Presidente electo.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Presidente puede ejercer el veto.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Costa Rica<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Uruguay<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Chile<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Estados Unidos<o:p></o:p></span></div>
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<br /></div>
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<b><i><span style="font-family: "antipasto"; font-size: 10.0pt;">Parlamentarismo<o:p></o:p></span></i></b></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Se
refiere a un tipo de gobierno democrático en el que, a diferencia del
presidencialismo, la elección de las autoridades del Poder Ejecutivo emana
del Poder Legislativo o Parlamento y el Poder Ejecutivo es el responsable
político ante el Legislativo. De las democracias que hay en el mundo,
alrededor de la mitad son parlamentarias y la otra mitad, presidencialistas. <o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Primer Ministro, jefe del Poder Ejecutivo.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Poder Legislativo elige a las integrantes del Ejecutivo.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Poder Ejecutivo puede caer por decisión del Parlamento.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Primer Ministro responde ante el Parlamento.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Inglaterra (Reino Unido)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;">§<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Israel<o:p></o:p></span></div>
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<tr><td style="text-align: center;"><img height="480" src="https://lovefm.com/wp-content/uploads/2020/03/PUP-NO-MOTION.jpg" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="color: #674ea7;">Belice es el único país de América Central Ístmica que tiene un gobierno democrático parlamentario. La imagen representa la Casa de Representantes que reune a 31 diputados. El líder del partido mayoritario es el Primer Ministro.</span></i></td></tr>
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<h2>
Cuando hay un monarca</h2>
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<span style="font-family: "antipasto";">Subtipo<o:p></o:p></span></div>
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<span style="font-family: "antipasto";">Definición<o:p></o:p></span></div>
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<b><i><span style="font-family: "antipasto"; font-size: 10.0pt;">Monarquía
Constitucional<o:p></o:p></span></i></b></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">El
Rey representa al país y es el jefe del Estado (con funciones limitadas por
el Parlamento)<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">El
cargo del Rey es personal, vitalicio y generalmente hereditario.<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">El
gobierno es ejercido por un Primer Ministro o Presidente del Gobierno.<o:p></o:p></span></div>
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<span style="font-family: "antipasto"; font-size: 10.0pt;">Estos
estados suelen ser parlamentaristas, el Rey otorga su investidura al Primer
Ministro nombrado por el Parlamento.<o:p></o:p></span></div>
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<tr><td style="text-align: center;"><img alt="Isabel II del Reino Unido - Wikipedia, la enciclopedia libre" height="400" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b2/Queen_Elizabeth_II_of_New_Zealand.jpg/1200px-Queen_Elizabeth_II_of_New_Zealand.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="color: #674ea7;">Elizabeth II de Inglaterra es reina y jefa de estado de 16 países, 10 de ellos están en el continente americano.</span></i></td></tr>
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Presentación sobre el tema<br />
<br />
<br />
<iframe height="480" src="https://drive.google.com/file/d/1riGaWcnk6OR3gjJLmy_rzcdEprBzMfrZ/preview" width="640"></iframe>Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-69873460271130615972020-06-02T17:04:00.003-07:002020-06-16T10:37:56.744-07:00Antiguo Egipto (esquemas) II<h2>
Continuación de </h2>
<h2>
<a href="https://aulaestudiossociales.blogspot.com/2020/06/antiguo-egipto-esquemas.html">https://aulaestudiossociales.blogspot.com/2020/06/antiguo-egipto-esquemas.html</a></h2>
<h2>
Ejemplos sobre el legado histórico del antiguo Egipto</h2>
La información sobre el legado histórico del antiguo Egipto es muy amplia. En primer lugar encontramos bastante información sobre su desarrollo científico. Destaca el uso de las matemáticas aplicadas a la construcción y la creación del primer calendario solar (antecedente del que usamos en la actualidad)<br />
<br />
<a href="https://historia.nationalgeographic.com.es/a/astronomia-egipto-origen-calendario_7198/2" target="_blank"><span style="font-size: x-small;">Enlace: el desarrollo del calendario solar en el antiguo Egipto</span></a><br />
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" 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También es relevante el desarrollo artístico, particularmente de la pintura, escultura y arquitectura.<br />
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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=dD8atOxxapk" target="_blank">Interesante: vídeo sobre la música en el antiguo Egipto</a></span><br />
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" width="640" /><br />
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Un aspecto que llama la atención sobre el antiguo Egipto son sus sistemas de escritura.<br />
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<img alt="" height="640" 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" 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<a href="https://historia.nationalgeographic.com.es/a/jeroglificos-claves-escritura-sagrada_7758" target="_blank">Enlace: claves de la escritura jeroglífica en el antiguo Egipto.</a><br />
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Video: Clase sobre el antiguo Egipto</h2>
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<br style="text-align: justify;" />Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-38983431083386333792020-06-02T16:47:00.001-07:002020-06-16T10:38:09.439-07:00Antiguo Egipto (esquemas)<h2>
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Ubicación geográfica</h2>
<span style="text-align: justify;">Es frecuente que los libros de historia citen a Herodoto que hace 24 siglos decía que "Egipto es un don del Nilo". En efecto, la civilización egipcia se desarrollo en íntima relación con el río que les daba el agua que les negaba e cielo y que tanto como fertilizaba las orillas con el limo arrastrado desde su curso superior era capaz de sembrar destrucción, miseria y muerte con sus inundaciones. También hubo muchas ocasiones en que el Nilo no alcanzaba el nivel normal de inundación y eso era catastrófico pues reducía la superficie cultivable ese año.</span><br />
<a href="https://historia.nationalgeographic.com.es/a/nilo-rio-sagrado-egipto_6820" style="text-align: justify;" target="_blank"><span style="font-size: x-small;">Artículo recomendado sobre la importancia del Río Nilo en la historia de Egipto.</span></a><br />
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" 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Ubicación temporal</h2>
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Egipto fue un país de gente religiosa, trabajadora y orgullosa en una civilización que logró una gran estabilidad y se mantuvo vigente 27 siglos desde su unificación bajo el Faraón Menes (Narmer). A continuación se muestra una línea de tiempo sobre el Antiguo Egipto.</div>
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<span style="font-size: x-small;"><a href="https://enclasedehistoria.wordpress.com/2016/02/14/paleta-de-narmer/" target="_blank">Recomendado: Información sobre la Paleta de Narmer</a> </span><br />
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" 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<h2 style="text-align: justify;">
Organización económica</h2>
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Egipto era básicamente un país de agricultores, pero también se desarrollaron otras actividades productivas. Destacamos la producción de lino, papiro y vidrio.<br />
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<img alt="" height="350" 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" 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<a href="https://www.elmundo.es/elmundo/2005/06/16/ciencia/1118936525.html" target="_blank"><span style="font-size: x-small;">Recomendado: Nota sobre el hallazgo de una fábrica de vidrio del antiguo Egipto.</span></a></div>
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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=eZLe37k0qeg" target="_blank">Recomendado: Vídeo que explica como se hace el papiro según las técnicas del antiguo Egipto.</a></span></div>
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Organización social</h2>
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La sociedad egipcia era muy estratificada y las posibilidades de movilidad social ascendente eran prácticamente nulas.<br />
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<img alt="" height="232" 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" 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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=JXN95AMaK_I" target="_blank">Interesante vídeo sobre la organización del trabajo y la construcción de las grandes pirámides de Giza.</a></span></div>
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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=5qXgipbSuYY" target="_blank">Video explicativo sobre aspectos generales de la religión de los antiguos egipcios.</a></span></div>
<h2 style="text-align: justify;">
Organización política</h2>
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La figura fundamental de la organización política del antiguo Egipto era el Faraón. Alrededor, de este personaje venerado como un dios se construyó un régimen político muy exitoso y estable.</div>
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<img alt="" height="397" 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" 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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=5hq8b0JHf5g" target="_blank">Video sobre la figura de uno de los últimos grandes emperadores: Ramsés II</a></span><br />
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Continua en: </h2>
<h2>
<a href="https://aulaestudiossociales.blogspot.com/2020/06/antiguo-egipto-esquemas-ii.html">https://aulaestudiossociales.blogspot.com/2020/06/antiguo-egipto-esquemas-ii.html</a></h2>
</div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-20578073706649013752019-09-06T12:26:00.000-07:002019-09-06T12:27:20.849-07:00Globalización. La sociedad contemporánea: la interdependencia e interconexión global y los procesos históricos que definen la Costa Rica actual. <iframe height="480" src="https://drive.google.com/file/d/12nWI58RLudNBLsl1ppN3sFnNDXfI2mUx/preview" width="640"></iframe>
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<h2 style="border: none; line-height: normal; margin: 0cm 0cm 6pt 21.3pt; text-indent: -18pt;">
<b style="text-indent: -18pt;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;"><span style="mso-list: Ignore;">A.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="text-indent: -18pt;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;">Un mundo achicado debido a la Globalización</span></i></b></h2>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Concepto de Globalización<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Proceso de creciente comunicación e<span style="mso-spacerun: yes;"> </span>interdepedencia entre los países del mundo que implica u</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">nificación de mercados, sociedades y culturas. Este concepto implica t</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">ransformaciones culturales sociales, económicas y políticas.</span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;"><br /></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Globalización y vida cotidiana<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Afecta todos los aspectos de la vida cotidiana. Entretenimiento, compras, trabajo, comunicaciones, educación, salud, familia, sociedad, amigos, etc.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;"><br /></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Costa Rica y el mundo: interconexión e interdependencia<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 12px; text-indent: -9.46667px;">Costa Rica ha avanzado hacia la inserción en</span><span style="font-family: "arial" , sans-serif; font-size: 9pt;"> los procesos económicos, sociales y políticos globales y es también un p</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">aís expuesto a sufrir las consecuencias de crisis originadas en otros países. Nuestra e</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">conomía es muy dependiente de la interconexión con el mercado internacional.</span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;"><br /></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Procesos históricos relacionados<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt;">Siglo XV: expansión europea: llegada de los españoles a América. </span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt;">Siglos XV y XVI: Colonización y desarrollo del capitalismo comercial.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt;">Siglos XVIII y XIX: Revolución industrial. Capitalismo industrial y financiero. Expansionismo europeo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt;">Siglo XX. Tríada Estados Unidos – Europa – Japón. Desarrollo de grandes corporaciones.<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">Siglos XX y XXI: desarrollo tecnológico. Biotecnología. Tecnologías de la Información y comunicación. (informática, Internet, redes, etc)<o:p></o:p></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;"><br /></span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;"><br /></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;"><span style="mso-list: Ignore;">B.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;">Intercambio y comercio internacional<o:p></o:p></span></i></b></h2>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Interrelación entre centros de producción y consumo<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Interdependencia de países ha llevado a la creación de un sistema global caracterizado por la c</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">reación de bloques internacionales y la firma de tratados de libre comercio. Una característica fundamental de la globalización es la c</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">irculación libre de materias primas, manufacturas, servicios y capital.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Predominio de empresas transnacionales<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Corresponde a empresas que reparten sus fábricas y oficinas en varios países, su enfoque globalizado<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Costa Rica país abierto a la inversión de empresas transnacionales que ofrece facilidades para el inversionista. en temas como la formación de recursos humanos en tecnología e idiomas. que han convertido al país en </span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">punto de inversión de empresas tecnológicas.</span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Este tipo de empresas se rigen por la política comercial de la casa matriz y aprovechan ventajas </span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">y recursos de los países donde operan.</span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ejemplos: Alphabet, Microsoft, Walmart, Coca Cola, Apple, Intel, Procter & Gamble, Baxter<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ciudades globales<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Concepto de ciudad influenciado por el proceso de Globalización. se refiere a ciudades cuyo peso en la economía, cultura y política es relevante hasta convertirlas en p</span><span style="font-family: "arial" , sans-serif; font-size: 9pt; text-indent: -7.1pt;">untos donde confluyen redes de telecomunicaciones, sedes de instituciones financieras, centros de poder de alto nivel.</span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Tres ejemplos principales:<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Nueva York,<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Londres,<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Tokio.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Características principales:<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Actividades de negocios (sedes de empresas, servicios avanzados, conferencias internacionales, flujo de mercancías)<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Formación del capital humano (universidades, escuelas internacionales, estudiantes extranjeros, profesionales)<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Intercambio de información (circulación de noticias, Internet, agencias de información)<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Experiencia cultural (museos y centros culturales, eventos culturales, visitantes extranjeros, relaciones con otras ciudades)<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Compromiso político (influencia política, embajadas, instituciones de gobierno, proyección internacional)<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;"><span style="mso-list: Ignore;">C.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;">Reducción de barreras espacio – temporales: avances tecnológicos<o:p></o:p></span></i></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Desde la perspectiva cotidiana y laboral<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Outsourcing: Subcontratación o tercerización. Una organización contrata a otras empresas para hacer parte de su actividad.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Teletrabajo: El trabajador labora a distancia (desde un lugar fuera de las instalaciones del patrono). Usa medios telemáticos.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Trabajo en husos horarios distintos:<span style="mso-spacerun: yes;"> </span>Coordinación entre oficinas y plantas de producción con diferencias horarias, sin contacto físico.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt;"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Cambios y repercusiones de las telecomunicaciones<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Aplicaciones más variadas y numerosas. Fuerte presencia en la vida cotidiana.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ejemplos:<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Buscadores (Google) Desarrollo de sistemas operativos. Servicios adicionales para el cliente<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Telefonía móvil. Se ha convertido en una necesidad. WhatsApp, Telegram<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Internet de banda ancha. Y Wi-Fi.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Navegación GPS: Waze, Google Maps.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Transporte público: UBER, Globo, Uber Eats.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Digitalización de música y películas.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Televisión satelital<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Internet de las cosas.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Acceso a la información y uso de redes sociales<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ejemplos: Facebook, Twitter, Instagram, YouTube, WhatsApp, Messenger, Skype.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Influencia: formación de opinión. Positiva o negativa.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Acceso a información. Espacio de diálogo e información.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ciberbullying, circulación de noticias falsas.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Oferta de trabajo: diseñadores, programadores, técnicos, etc. Publicidad. Medios digitales.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Posición geoestratégica y reducción de barreras espacio temporales.<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Avances en desarrollo tecnológico y conectividad.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Internet abierto. Sin restricciones arbitrarias.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Desafío: mayor conectividad, talento humano. Creatividad<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;"><br /></span></b></div>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Las diferencias en el acceso a las telecomunicaciones en Costa Rica y el mundo<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ventajas: talento humano capacitado y bilingüe.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Adecuado ubicación y huso horario.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Servicios e innovación en animación digital, videojuegos, outsourcing.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Productos<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Arquitectura, diseño, ingeniería / Desarrollo tecnológico. / Animación digital / Turismo de salud / Producción audiovisual.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Uno de los países con mayor penetración de Internet. Comparable con Australia, Europa y Norteamérica.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Saturación por alta demanda. Baja velocidad.<o:p></o:p></span></div>
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<h2 style="border: none; line-height: normal; margin: 0cm 0cm 6pt 21.3pt; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;"><span style="mso-list: Ignore;">D.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;">Desigualdades entre países en un mundo globalizado<o:p></o:p></span></i></b></h2>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Inequidad y desigualdad<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Causas<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Colonización histórica / Deuda externa / Dependencia tecnológica / Elevado crecimiento de la población / Servicios de salud y educación deficientes / Desigual intercambio comercial / Guerras / Corrupción e inestabilidad política<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Consecuencias<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Desigualdad, inequidad, bajo desarrollo humano. Conflicto social.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Desafíos<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Cooperación internacional. Agenda 2030. Desafíos del Milenio<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt;"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Indicadores de disparidades<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt; line-height: 12.84px;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">Países con desarrollo humano alto:</span></b><span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;"> bajo porcentaje de familias pobres, distribución equitativa del ingreso, alto porcentaje de alfabetización, alta esperanza de vida, baja mortalidad infantil, bajos índices de desempleo y subempleo. Acceso a agua potable y medicinas<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ejemplos: Noruega, Australia, Canadá, Estados Unidos, Japón, Finlandia, Dinamarca, Alemania, Francia, Países Bajos.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt; line-height: 12.84px;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;">Países con desarrollo humano bajo:</span></b><span style="font-family: "arial" , sans-serif; font-size: 9pt; line-height: 12.84px;"> alto porcentaje de familias pobres, distribución muy desigual del ingreso, alto porcentaje de analfabetismo, baja esperanza de vida, alta mortalidad infantil, altos índices de desempleo y subempleo. Escasez de agua y medicinas.<o:p></o:p></span></div>
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<span style="font-family: "courier new"; font-size: 9pt;"><span style="mso-list: Ignore;">><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Ejemplos: Sudán, Congo, Mozambique, Haití, Honduras, Somalia, Bangladés.<o:p></o:p></span></div>
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<h2 style="border: none; line-height: normal; margin: 0cm 0cm 6pt 21.3pt; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;"><span style="mso-list: Ignore;">E.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #002060; font-family: "arial" , sans-serif; font-size: 10pt;">Convergencias y divergencias culturales<o:p></o:p></span></i></b></h2>
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<b><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Diversidad cultural<span style="mso-spacerun: yes;"> </span>interculturalidad<o:p></o:p></span></b></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Diálogo entre personas de diferentes culturas.<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Costa Rica multiétnica y pluricultural<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Preservación de prácticas y legados culturales en el contexto de Globalización<o:p></o:p></span></div>
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<span style="font-family: "noto sans symbols"; font-size: 9pt;"><span style="mso-list: Ignore;">▪<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , sans-serif; font-size: 9pt;">Medios de comunicación pueden favorecer o perjudicar la convivencia entre diferentes culturas.<o:p></o:p></span></div>
<br />Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com4tag:blogger.com,1999:blog-1297292838991058908.post-42029443382742994282019-05-10T18:58:00.000-07:002019-05-11T13:30:23.661-07:00Cristianismo, Islam y las cruzadas en la Edad MediaLa Iglesia Católica fue la institución europea más sólida en la transición de la Antigüedad hacia la Edad Media. Su influencia en el desarrollo de la idea de Europa y su implicación en los aspectos políticos, sociales, culturales y económicos en los países de Europa Occidental son evidentes.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/iRIuRyxyVyNJ3j" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/robertocarlosmd/cristianismo-al-inicio-de-la-edad-media" target="_blank" title="Cristianismo al inicio de la Edad Media">Cristianismo al inicio de la Edad Media</a> </strong> from <strong><a href="https://www.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
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El Islam apareció en el siglo VII y desde entonces se ha extendido hasta el punto de que una quinta parte de la humanidad se identifica como seguidora de las enseñanzas de Mahoma.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/1k92wif5LYfI6J" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<strong> <a href="https://www.slideshare.net/robertocarlosmd/islam-145045611" target="_blank" title="Islam">Islam</a> </strong> from <strong><a href="https://www.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
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Las cruzadas representan un momento de crucial importancia para las sociedades europeas. Significaron violencia, intolerancia y muestran como las guerras pueden ser justificadas por los ideales que aparentan ser más nobles. Las cruzadas también trajeron el contacto entre dos grandes civilizaciones que han experimentado momentos de hostilidad o de cooperación en distintos momentos históricos.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/p00Nq4IWvRbXnG" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<strong> <a href="https://www.slideshare.net/robertocarlosmd/las-cruzadas-144892891" target="_blank" title="Las cruzadas">Las cruzadas</a> </strong> from <strong><a href="https://www.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-88322141298005800372017-10-30T13:33:00.003-07:002017-10-30T13:33:47.869-07:00Instituciones de la administración colonial en HispanoaméricaLas siguientes imágenes resumen algunos aspectos sobre la administración colonial en Hispanoamérica. Se simplifica sobre instituciones que tuvieron una importante evolución desde finales del siglo XV hasta principios del XIX.<br />
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Instituciones en España<br />
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El Rey era la cabeza del Imperio Español. Las instituciones anotadas se encargaban de hacer funcionar desde España todo el complejo aparato administrativo en América.<br />
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Virreinatos<br />
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Los virreyes representaban la autoridad del Rey en grandes porciones del Imperio. El poder de estos funcionarios estaba limitado por otras instituciones.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA_-t2OiP3xJjRKldeQ2Xpm__22YJvp3Mt1D3t2aOVZ1ejT-4TWhrBrxWoxanLfacMRvdvN4vFuexjujWkhvs7n1IxkX36URjwFHk0vJk85WecqDLuR60dn-f5WFnPGNLPgKHt2nzD_zuD/s1600/Administraci%25C3%25B3n+Colonial+en+Hispanoam%25C3%25A9rica+%2528Virreinatos%2529.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="641" data-original-width="1411" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA_-t2OiP3xJjRKldeQ2Xpm__22YJvp3Mt1D3t2aOVZ1ejT-4TWhrBrxWoxanLfacMRvdvN4vFuexjujWkhvs7n1IxkX36URjwFHk0vJk85WecqDLuR60dn-f5WFnPGNLPgKHt2nzD_zuD/s640/Administraci%25C3%25B3n+Colonial+en+Hispanoam%25C3%25A9rica+%2528Virreinatos%2529.png" width="640" /></a></td></tr>
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Capitanías Generales<br />
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Estas unidades administrativas limitaron el poder de los virreyes y crearon reinos administrados por un representante del Rey que tenía la obligación de defender estos territorios del acoso de los piratas al tiempo que trataban de imponer la autoridad de España sobre pueblos no sometidos.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrdQ0peg5Dv1JrdneyQTBBMuQmErYsOX2xaL_obXW-tB9FQ2kpKPUbrkqna1q_6mNpBhWi6azr7VkUriX9pjrP9jeBCfYgrDk3o3wRW3psxCRTAKpE5HDd7jhDbB6efpX6c6UzYtIcw1Tq/s1600/Administraci%25C3%25B3n+Colonial+en+Hispanoam%25C3%25A9rica+%2528Capitan%25C3%25ADas+Generales%2529.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="625" data-original-width="1486" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrdQ0peg5Dv1JrdneyQTBBMuQmErYsOX2xaL_obXW-tB9FQ2kpKPUbrkqna1q_6mNpBhWi6azr7VkUriX9pjrP9jeBCfYgrDk3o3wRW3psxCRTAKpE5HDd7jhDbB6efpX6c6UzYtIcw1Tq/s640/Administraci%25C3%25B3n+Colonial+en+Hispanoam%25C3%25A9rica+%2528Capitan%25C3%25ADas+Generales%2529.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Clic para agrandar</td></tr>
</tbody></table>
<br />
Otras autoridades<br />
<br />
El Rey también estaba representado por adelantados, gobernadores, corregidores, oidores, intendentes y otros funcionarios.<br />
<br />
Destaca el Cabildo como antecedente de las actuales municipalidades. Estas instituciones encargadas del gobierno local eran las únicas a las que podían acceder los vecinos de ciudades y villas.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwNDM2MFmgKOJ4AECIYAzbLUgj1us5xBhVo11QLqBuucbyfXHAQWI0e4GumO260WFsTucXSwWNFIZAonLyMkvwOqE9sQOsGQv50OXrFXU2V3FCKa9d_1Phfllh8iV3MKleAFBFyJ-YWsyz/s1600/Otros+%25C3%25B3rganos.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="557" data-original-width="1266" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwNDM2MFmgKOJ4AECIYAzbLUgj1us5xBhVo11QLqBuucbyfXHAQWI0e4GumO260WFsTucXSwWNFIZAonLyMkvwOqE9sQOsGQv50OXrFXU2V3FCKa9d_1Phfllh8iV3MKleAFBFyJ-YWsyz/s640/Otros+%25C3%25B3rganos.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Clic para agrandar</td></tr>
</tbody></table>
<br />Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-35863340113008732342016-08-02T23:34:00.001-07:002016-08-02T23:34:24.472-07:00Primera Guerra Mundial (Resumen)<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -14.2pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD">Definición: <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">Este fue un conflicto que enfrentó a las
grandes potencias imperialistas del continente europeo entre 1914 y 1918. Este
conflicto, además, involucró a Rusia, Estados Unidos y algunos pueblos de
Cercano Oriente. Este conflicto no tuvo precedentes en cuanto a las dimensiones
de las pérdidas humanas y materiales que provocó.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -14.2pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD">Causas:<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">Se cita como causa inmediata de la guerra
la crisis política que provocada por el asesinato del Archiduque de Austria –
Hungría por parte de un joven fanático nacionalista de Serbia. Sin embargo, es
pertinente darle especial importancia a una serie de procesos que venían
produciéndose desde hacía varias décadas:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjViYuo8iYKd0WHxP82IRi9Gi-6yM_io8UfZJd9-yT7WCLzxCDr7A0yclX8_IsLG364Fvn0H1WPjfDiTF8d2aGp_qbP7v4el30Oo9wr1zcIPD_whRfoND1DfPN-WfsNKhoIWkhtPMDdukgS/s1600/140724-archduke-franz-ferdinand-sophie-1914.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjViYuo8iYKd0WHxP82IRi9Gi-6yM_io8UfZJd9-yT7WCLzxCDr7A0yclX8_IsLG364Fvn0H1WPjfDiTF8d2aGp_qbP7v4el30Oo9wr1zcIPD_whRfoND1DfPN-WfsNKhoIWkhtPMDdukgS/s640/140724-archduke-franz-ferdinand-sophie-1914.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fotografía del Archiduque de Austria-Hungría: Franz Ferdinand y su esposa Sophie pocos instantes antes de ser asesinados el 28 de junio de 1914</td></tr>
</tbody></table>
</div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La rivalidad entre las potencias
imperialistas.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">Las potencias imperialistas europeas se
disputaban el dominio de territorios africanos y asiáticos. Esta competencia
por la conquista de más tierras llevó a la formación de dos grandes bloques
rivales.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La política de alianzas.<o:p></o:p></span></i></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.3pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 3.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 273.5pt;" valign="top" width="274"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La
Triple Entente:<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 3.0pt; mso-border-left-alt: solid windowtext 3.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 273.5pt;" valign="top" width="274"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La
Triple Alianza:<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 3.0pt; mso-border-top-alt: solid windowtext 3.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 273.5pt;" valign="top" width="274"><div class="MsoListParagraphCxSpFirst" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Francia: su principal prioridad era
desquitarse por la derrota sufrida ante los alemanes en 1871.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Reino Unido: sus líderes políticos
veían con recelo el aumento del poder comercial, industrial y militar de
Alemania.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Rusia: necesitaba de aliados que lo
apoyaran en sus conflictos con Austria-Hungría y el Imperio Turco Otomano.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 3.0pt; border-left: none; border-right: solid windowtext 3.0pt; border-top: none; mso-border-left-alt: solid windowtext 3.0pt; mso-border-top-alt: solid windowtext 3.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 273.5pt;" valign="top" width="274"><div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Alemania: buscaba construir su propio
imperio colonial y frenar la expansión de Francia y el Reino Unido.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Austria-Hungría: enemiga de Rusia por
el dominio de los pueblos de la Península de los Balcanes.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Italia: disputaba con Francia el
dominio del Norte de África.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;"><br /></span></span></i></b>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw0iUpnp79DXtvcu7b-DLmKXxLFVB6apTqW7NyvTOg6D5fPEM5os4CdIG8YzuiVgDYThp9vMB3VfuAqHN_uHvh1ln083xbQ2aZnopuMHRq4uuopYVBiIeZ1wjldPfWzewqO8dZM-15tfVM/s1600/Captura+de+pantalla+2016-08-03+a+las+12.09.51+a.m..png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw0iUpnp79DXtvcu7b-DLmKXxLFVB6apTqW7NyvTOg6D5fPEM5os4CdIG8YzuiVgDYThp9vMB3VfuAqHN_uHvh1ln083xbQ2aZnopuMHRq4uuopYVBiIeZ1wjldPfWzewqO8dZM-15tfVM/s640/Captura+de+pantalla+2016-08-03+a+las+12.09.51+a.m..png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cita de uno de los relatos de aventuras de Sherlock Holmes escrito diez años antes del estallido de la Primera Guerra Mundial</td></tr>
</tbody></table>
<b style="text-indent: -18pt;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font-family: 'times new roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="text-indent: -18pt;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">El crecimiento de los nacionalismos.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">El nacionalismo<span style="mso-spacerun: yes;"> </span>exaltaba los odios e incitaba el militarismo
en Francia, Reino Unido y Alemania.<span style="mso-spacerun: yes;"> </span>Los
pueblos eslavos del Este de Europa (apoyados por Rusia) buscaban expulsar a los
austro-húngaros de sus tierras.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">El militarismo y la carrera armamentista<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;">La fascinación por
todo lo que tuviera que ver con lo militar creció junto con el nacionalismo.
Los gobiernos europeos gastaban gran cantidad de recursos para contar con
nuevos armamentos y militares bien preparados para ganar una eventual guerra
contra sus vecinos.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -14.2pt; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD">3. Etapas de la guerra<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La declaración de Guerra 1914.<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;">La guerra inicia
con la declaración de guerra de Austria-Hungría a Serbia (apoyada por Rusia).
La política de alianzas empieza a funcionar y, en pocos días, casi todos los
países de Europa están en estado de guerra contra sus vecinos.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La guerra de movimientos en 1914.<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;">El ejército alemán
toma la delantera; ocupa Bélgica y Luxemburgo y entra en Francia hasta que su
avance es detenido por el esfuerzo conjunto de ingleses y franceses.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">La guerra de trincheras 1915-1917<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;">No se dan avances
significativos en una u otra dirección. Los soldados alemanes, ingleses y
franceses cavan zanjas (trincheras) para protegerse del bombardeo continuo de
la artillería enemiga. Esta situación dura meses y se caracteriza por la gran
cantidad de bajas y por la destrucción total de las zonas cercanas al frente.<o:p></o:p></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjaWZE6YyU1AghTNW1kpbne3PGWKgow-hz4vqRIEthlvrC4_2wU-57x32Bwf72klF1eUOzLNF-I9FE3SilupXq7ErbVjSeP8RFIlPJMOVCYsJsN1aG9FowaEnm9DDkmd7JYy0DTFfRpuu3/s1600/AllQuietOntheWesternFrontPoster1930.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjaWZE6YyU1AghTNW1kpbne3PGWKgow-hz4vqRIEthlvrC4_2wU-57x32Bwf72klF1eUOzLNF-I9FE3SilupXq7ErbVjSeP8RFIlPJMOVCYsJsN1aG9FowaEnm9DDkmd7JYy0DTFfRpuu3/s640/AllQuietOntheWesternFrontPoster1930.jpg" width="414" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 13px;">En 1930 se filmó la película "Sin novedad en el Frente Occidental" que narra los horrores de la guerra de trincheras a partir de la novela del mismo nombre que fue escrita por Erich María Remarque, un escritor alemán que combatió con el ejército de su país.</td></tr>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;"><span style="mso-list: Ignore;">d.<span style="font-family: 'times new roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;">La guerra en otros frentes 1915-1917<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">Los alemanes y austro-húngaros derrotan a los rusos y ocupan casi toda la Península de los Balcanes.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">En África, Asia y Oceanía los aliados expulsan a los alemanes de los territorios que dominaban.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">La marina inglesa derrota a Alemania en los mares. Los submarinos alemanes hunden gran cantidad de barcos militares y mercantes de los países aliados.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;"><span style="mso-list: Ignore;">e.<span style="font-family: 'times new roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;">Retirada de Rusia, entrada de Estados Unidos 1917<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-left: 3.3pt;">
<span lang="ES-TRAD" style="font-size: 10pt;">Rusia (derrotada y en medio de una revolución) se retira de la guerra.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">Los ciudadanos estadounidenses reaccionan a la muerte de 234 estadounidenses ahogados en el hundimiento del barco británico Lusitania, hundido por los submarinos alemanes.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">El apoyo de Estados Unidos es muy valioso en el Frente Occidental<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;"><span style="mso-list: Ignore;">f.<span style="font-family: 'times new roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10pt;">Victoria aliada<o:p></o:p></span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">Los aliados logran contener una ofensiva alemana y el frente se mueve hacia la frontera franco-alemana.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">Bulgaria, Austria-Hungría y el Imperio Turco Otomano se rindieron frente a los aliados.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 3.3pt;">
<span lang="ES-TRAD" style="font-size: 10pt;"></span></div>
<span lang="ES-TRAD" style="font-size: 10.0pt;"></span><br />
<div class="MsoListParagraphCxSpLast" style="margin-left: 39.3pt; text-indent: -18pt;">
<span lang="ES-TRAD" style="font-family: "symbol"; font-size: 10pt;"><span style="mso-list: Ignore;">·<span style="font-family: 'times new roman'; font-size: 7pt; line-height: normal;"> </span></span></span><span lang="ES-TRAD" style="font-size: 10pt;">Alemania -sin aliados, ni recursos para seguir la guerra-, firma un armisticio con los aliados (noviembre de 1918)</span><br />
<div>
<span lang="ES-TRAD" style="font-size: 10pt;"><br /></span></div>
</div>
<span lang="ES-TRAD" style="font-size: 10.0pt;"><br /></span>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -14.2pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD">Consecuencias<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">El
fin de varios imperios<o:p></o:p></span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Austria-Hungría: el imperio se desintegra
y el Emperador Carlos I renuncia y se exilia. Austria y Hungría se convierten
en dos repúblicas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Alemania: el Emperador Guillermo II
renuncia al trono y se exilia. Alemania pasa por varios meses de crisis antes
de convertirse en una república.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Rusia: el Zar Nicolás II es derrocado,
apresado y finalmente fusilado en medio de las convulsiones de la Revolución
Rusa.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">El Imperio Turco Otomano quedó partido
por los tratados de paz impuestos por los aliados. El Sultan Mehmed VI fue
derrocado en 1922 y marchó al exilio.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Cambios
de fronteras<o:p></o:p></span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Colonias alemanas y antiguas provincias
de Turquía: son repartidas y pasan a ser administradas por las potencias
aliadas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Alemania cede territorio a Dinamarca,
Francia, Bélgica y Polonia.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Bulgaria cede territorio a Grecia.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Rusia pierde grandes territorios en el
Este de Europa.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-size: 10.0pt;">Austria-Hungría se desintegra totalmente.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Nuevos
países<o:p></o:p></span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 39.3pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-TRAD" style="font-size: 10.0pt;">Estonia, Letonia, Lituania, Finlandia, Polonia,
Checoslovaquia, Austria, Hungría, Yugoslavia (formado por Serbia, Montenegro y
partes de Austria-Hungría)<o:p></o:p></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO4t2NTpzwEcIspfeRUbe6A4OaphKjHFg29ONfNGgX6eGn_ZQD8PAlwyzz2W41o0DO_nSH6KY6oc3haiT-WVLAu4WWX3mjL-tkBtZlXzcLouN2RsgCkBuk6JQLmkLzMs-DJKJAr2eiJ5NO/s1600/image.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO4t2NTpzwEcIspfeRUbe6A4OaphKjHFg29ONfNGgX6eGn_ZQD8PAlwyzz2W41o0DO_nSH6KY6oc3haiT-WVLAu4WWX3mjL-tkBtZlXzcLouN2RsgCkBuk6JQLmkLzMs-DJKJAr2eiJ5NO/s640/image.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cambios en el mapa político de Europa después de la Primera Guerra Mundial</td></tr>
</tbody></table>
<div class="MsoListParagraphCxSpLast" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Las potencias en crisis<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-left: 3.3pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">La guerra afectó
duramente al Reino Unido y Francia. Estos países tuvieron que dedicar varios
años a la reconstrucción de las zonas destruidas y a la recuperación económica.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Cambios Sociales<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-left: 3.3pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">En Reino Unido y
Francia se realizan importantes reformas sociales que beneficiaron a los
trabajadores y a las mujeres en particular. Estos cambios buscaban reducir el
ambiente de revuelta social y buscar nuevos apoyos para la continuidad de los
gobiernos democráticos.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Estados Unidos, primera potencia mundial<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin-left: 3.3pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-size: 10.0pt;">La influencia de
Estados Unidos creció sobre Europa; se consolidó como el país más poderoso e
influyente del mundo.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt; mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 10.0pt;">Alemania sufre las consecuencias del
Tratado de Versalles<o:p></o:p></span></i></b></div>
<span lang="ES-TRAD" style="font-size: 10.0pt;">
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<span lang="ES-TRAD" style="font-size: 10.0pt;">A Alemania se le
impusieron sanciones durísimas que implicaban pérdidas territoriales, una
desmilitarización parcial,<span style="mso-spacerun: yes;"> </span>ocupación
militar francesa de parte de su territorio, sanciones económicas enormes. Este
tratado fue considerado injusto y despertó el deseo de revancha de muchos
alemanes.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-size: 10.0pt;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeNoiwQGLwZTIHqusjOwxVGjcLsYEw6OK1OwFAo-VxXMV9mIvfWVQMlzjSCnC3ULhERQ_xi__AyduRfcDCnbr9D7hoOYInSBRqbGvCiQngFHc5F9sBdighIWGmF8Ka3h_9gojaELuKPWWh/s1600/50000000000Plauen1923.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeNoiwQGLwZTIHqusjOwxVGjcLsYEw6OK1OwFAo-VxXMV9mIvfWVQMlzjSCnC3ULhERQ_xi__AyduRfcDCnbr9D7hoOYInSBRqbGvCiQngFHc5F9sBdighIWGmF8Ka3h_9gojaELuKPWWh/s640/50000000000Plauen1923.jpg" width="504" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Una muestra de las terribles consecuencias que tuvo la crisis económica para Alemania está en la pérdida de valor que experimentó su moneda. En la imagen: un billete de 50 millones de marcos alemanes.</td></tr>
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<br /></blockquote>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-79260197263750527182016-05-31T22:49:00.000-07:002016-05-31T22:49:48.836-07:00Uso del suelo y actividades económicas en América <h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La Región: América Anglosajona</span></h3>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">América Anglosajona está formada por
dos países: Canadá y Estados Unidos. Estos países fueron dependencias del Reino
Unido, por eso comparten como rasgo común el predominio del idioma inglés
(excepto algunas regiones francófonas en Canadá).<o:p></o:p></span></div>
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<br /></div>
<h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Estados Unidos: primera potencia
económica</span></h3>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Estados Unidos representa la economía
más grande del planeta y hay que anotar que 55 de las 100 empresas más
poderosas del mundo son estadounidenses.<o:p></o:p></span></div>
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<br /></div>
<h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Mano de obra muy preparada</span></h3>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Canadá y Estados Unidos se caracterizan
por tener una fuerza de trabajo muy bien formada, con gran cantidad de
profesionales y técnicos.<o:p></o:p></span></div>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGBFDkJLS96Lnqoli80Yon1XFgp0J4f57xmShQDE69xgbpkNffOr7DKWdm8ROtxmC3jNRyRoVnwa5qrG-FfeSe0w7rbrlgexDQBtVOH6rhATBizCAKdnSGvr1wTOiOgjkbFUA4zsJREJ92/s1600/Captura+de+pantalla+2016-05-31+a+las+11.37.32+p.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="516" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGBFDkJLS96Lnqoli80Yon1XFgp0J4f57xmShQDE69xgbpkNffOr7DKWdm8ROtxmC3jNRyRoVnwa5qrG-FfeSe0w7rbrlgexDQBtVOH6rhATBizCAKdnSGvr1wTOiOgjkbFUA4zsJREJ92/s640/Captura+de+pantalla+2016-05-31+a+las+11.37.32+p.m..png" width="640" /></a></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><br /></span></div>
<h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p>Sectores de la economía </o:p></span></h3>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p><br /></o:p></span></div>
<h4>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Sector Primario</span></h4>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Muy poca mano de obra (4% en Canadá y
0,7% en Estados Unidos)<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Rendimientos muy elevados y producción
muy tecnificada.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Agricultura y ganadería orientadas
hacia el abastecimiento del mercado, especialmente las grandes empresas.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La minería es muy importante; abastece
las necesidades de la industria y en Canadá es especialmente relevante la
producción de carbón, gas y petróleo.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<br /></div>
<h4>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Sector Secundario </span></h4>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La producción sigue creciendo aunque se
reduce el uso de mano de obra. Industria pesada: automóviles, aviones, equipo
espacial. Equipo de computo, fármacos, productos alimenticios, químicos,
componentes eléctricos, energía, otros.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Algunas de las empresas más poderosas
del mundo iniciaron sus operaciones en Estados Unidos y allí mantienen grandes operaciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Representa cerca del 20% de los
trabajadores en ambos países.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<br /></div>
<h4>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Sector Terciario</span></h4>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">El sector más importante y que genera
mayor cantidad de empleo (76% en Canadá y 79% en Estados Unidos)<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Destacan empresas dedicadas a las
finanzas, comercio, transporte y telecomunicaciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Algunas empresas de este sector están
entre las más poderosas del mundo.<o:p></o:p></span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p><br /></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<br /></div>
<h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La Región: América Latina</span></h3>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">América Latina y el Caribe incluye
antiguas colonias españolas y portuguesa (Brasil) , así como los pequeños estados
anglófonos y francófonos del Caribe.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></div>
<h3>
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Sectores de la economía </span></h3>
<div>
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;"></span><br />
<h4>
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Sector Primario</span></span></h4>
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">
<div class="MsoNormal" style="font-family: -webkit-standard; text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Emplea cantidades importantes de mano de obra, menor uso de tecnología y capital que en América Anglosajona.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: -webkit-standard; text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Agricultura de plantación: orientada hacia la exportación de materia prima como granos de café, banano, piña, tabaco, algodón, caña de azúcar y otras.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: -webkit-standard; text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Agricultura de subsistencia: cultivo de productos necesarios para la alimentación de las comunidades agrícolas.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: -webkit-standard; text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">El latifundio es característico en la actividad ganadera, especialmente en países como Argentina, Uruguay, Brasil, y México.<o:p></o:p></span></div>
<div class="MsoNormal" style="font-family: -webkit-standard; text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11pt;">Hay grandes yacimientos minerales, pero su extracción depende mayoritariamente de la inversión de capital y transferencia de tecnología de empresas extranjeras</span></div>
</span></div>
<h4 style="text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Sector Secundario</span></h4>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La mayor parte de la región produce
bienes de consumo masivo (ropa, alimentos, bebidas, otros).<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">La producción de tecnología es poca.
Los principales centros se ubican en Brasil, México y Costa Rica.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Hay importantes centros industriales
como México, Tijuana, San José, Sao Paulo y Buenos Aires.<o:p></o:p></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<br /></div>
<h4 style="text-align: justify;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Sector Terciario</span></h4>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Los principales centros financieros y
de negocios de la región se ubican en ciudades </span><span style="font-family: "antipasto"; font-size: 11pt;">como México, San José, Panamá, Santiago
y Buenos Aires.</span></div>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">El sector de servicios está creciendo
de forma acelerada, especialmente el turismo.<o:p></o:p></span></div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-66524469480433878232016-05-29T22:14:00.002-07:002016-05-29T22:14:48.745-07:00Conceptos básicos para la seguridad vial<h3>
Introducción a la unidad:</h3>
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Esta unidad tiene como propósito que el estudiantado analice críticamente y reflexione sobre la cultura vial contemporánea, para la promoción de prácticas, vivencias y actitudes que fomenten la prevención y reducción de los accidentes viales en su comunidad y en toda Costa Rica.</div>
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Se procura que la ciudadanía joven se inserte en un proceso de mejoramiento de la cultura vial, modifique conductas que atentan contra los derechos y la vida de las personas, adquiera una visión integral desde el ámbito de la ética, la estética y la ciudadanía y coadyuve al diseño de una propuesta que impacte en forma positiva el ámbito institucional y/o comunal.</div>
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Conceptos básicos</h3>
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<b>Educación vial:</b> Proceso de socialización y aprendizaje encaminado al desarrollo de conocimientos y destrezas ciudadanas en el uso de las vías públicas. </div>
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<b>Seguridad vial: </b>Consiste en la prevención o minimización de accidentes de tráfico o de sus efectos, especialmente para la vida y la salud de las personas, cuando tuviera lugar un accidente.</div>
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<b>Tránsito: </b>Acción de efectuar un movimiento de personas, vehículos, semovientes y carga que permita su traslado sobre una vía pública.</div>
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<b>Conductor o conductora: </b>Persona que tiene el control mecánico de un vehículo automotor.</div>
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<b>Peatón o peatona:</b> Toda persona que transite a pie.</div>
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<b>Pasajero o pasajera: </b>Persona que, aparte del conductor o conductora, ocupa un lugar dentro de un medio e transporte.</div>
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<b>Accidente: </b>Suceso eventual o acción de la que involuntariamente resulta un daño para las personas o las cosas.</div>
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<b>Vía pública:</b> Cualquier tipo de sendero peatonal, acera, calle o avenida, carretera o camino de tránsito de libre acceso. También incluye espacios para el tránsito acuático o aéreo.</div>
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<b>Señales de tránsito: </b>Son indicadores que guían en calles, caminos y aceras. Muestran distancias entre ciudades, curvas, puentes y todo aquello que el peatón y la persona conductora necesitan para informarse sobre la ruta transitada. Están diseñadas de manera tal que garanticen la interpretación de los mensajes a las personas de diversas lenguas y culturas.</div>
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<b>Medios de transporte público: </b>Medios de traslado de personas desde un lugar hasta otro, al servicio del interés colectivo. Incluye todos los medios e infraestructuras implicados en el movimiento de las personas.<br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/mTRWfx7UtHPqZl" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/robertocarlosmd/conceptos-bsicos-sobre-seguridad-vial-62524333" target="_blank" title="Conceptos básicos sobre Seguridad Vial">Conceptos básicos sobre Seguridad Vial</a> </strong> from <strong><a href="https://www.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-31605401957973770342016-05-09T00:31:00.001-07:002016-05-09T00:31:52.766-07:00Estados dictatoriales: Alemania Nazi 1933-1945<h3>
El contexto</h3>
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La historia del nazismo en Alemania nos servirá para ilustrar las características de l</div>
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as dictaduras. El régimen nazi alcanzó el poder en 1933 prometiendo a los alemanes un imperio perdurable, pero su dominio solo duró doce años hasta el desastre total de la destrucción del país en 1945.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirRyUlO6oQiQRycuVmjgp8RIxOOTrELRo0-iEHHdvB5Ow2pICCCxao3-QrRk1esI3Mtm0CFpYTAS9SHWBiF0Iy3h0wT0NN729yIevpdIIZb-PXDk-OorWmWh0Tw2PmSoevxC8Xnsfs4EmX/s1600/Captura+de+pantalla+2016-05-09+a+las+1.12.02+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirRyUlO6oQiQRycuVmjgp8RIxOOTrELRo0-iEHHdvB5Ow2pICCCxao3-QrRk1esI3Mtm0CFpYTAS9SHWBiF0Iy3h0wT0NN729yIevpdIIZb-PXDk-OorWmWh0Tw2PmSoevxC8Xnsfs4EmX/s640/Captura+de+pantalla+2016-05-09+a+las+1.12.02+a.m..png" width="640" /></a></div>
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El Partido Nacional Socialista de los Trabajadores alcanzó el poder en 1933 y su máximo líder, Adolf Hitler, asumió como Canciller. Desde el inicio, Hitler y sus más cercanos colaboradores aprovecharon el sentimiento de derrota que siguió a la Primera Guerra Mundial. Los nazis apelaron a sentimientos tan básicos como el miedo y el odio para fortalecer su posición en la sociedad alemana.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqsW36Xj4oOaMd_8nmR4dSPSQDq97QroJXqoWRkw0A9v_kGvL3jHpXQjMDzJcaXXKLeCJyf25NqePqJB4iNApC3aI4cXhYQMV3kc4CxS2aX0-yqJoiB3ldRQBuS1nGx1qgqMPQa-gx7OMN/s1600/Captura+de+pantalla+2016-05-09+a+las+1.12.13+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqsW36Xj4oOaMd_8nmR4dSPSQDq97QroJXqoWRkw0A9v_kGvL3jHpXQjMDzJcaXXKLeCJyf25NqePqJB4iNApC3aI4cXhYQMV3kc4CxS2aX0-yqJoiB3ldRQBuS1nGx1qgqMPQa-gx7OMN/s640/Captura+de+pantalla+2016-05-09+a+las+1.12.13+a.m..png" width="640" /></a></div>
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<h3>
La toma del poder</h3>
<span style="text-align: justify;">Los nazis tomaron el poder el 30 de enero de 1933 con el apoyo de la extrema derecha y Zentrum -partido católico- que reaccionaron espantados ante el crecimiento del comunismo en Alemania. Hitler era furiosamente anticomunista y, por eso, lo consideraron como el personaje idóneo para tomar cualquier medida para reprimir a los socialistas alemanes y a los sindicatos.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq31wACbfS_CubLCkmoHmlkGPv_xRMqfYo-FZME0a_1qidF6HLrugsQTvyRWFBoBr-JIFqK1YfSjSKU_n2zQV-TpBqrHpX2YqmO7B0VrWy3Ip3_9lSVy1VtmEIjtxb9MjSJHQWjxH7naAV/s1600/Captura+de+pantalla+2016-05-09+a+las+1.12.32+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq31wACbfS_CubLCkmoHmlkGPv_xRMqfYo-FZME0a_1qidF6HLrugsQTvyRWFBoBr-JIFqK1YfSjSKU_n2zQV-TpBqrHpX2YqmO7B0VrWy3Ip3_9lSVy1VtmEIjtxb9MjSJHQWjxH7naAV/s400/Captura+de+pantalla+2016-05-09+a+las+1.12.32+a.m..png" width="400" /></a></div>
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Recién tomado el poder por parte de Hitler se produjo el incendio del Reichstag (Parlamento). Esto fue utilizado por los nazis para lograr desde el 28 de febrero de 1933 una serie de poderes especiales que les sirvió para iniciar el desmantelamiento de las instituciones democráticas de Alemania.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8BD9z1IzwBJZA4tznzf3ZPZcTqWIckslsN9b5IXBpvrsiIaqQyCshyphenhypheneATI9vZfIup9picKMELuJagg6I7pspm-CESlgPD1AXBVjptWvVH4VQK8Ef5hrn6GvtH-q6UJGmkSulvjE62sMHD/s1600/Captura+de+pantalla+2016-05-09+a+las+1.13.01+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8BD9z1IzwBJZA4tznzf3ZPZcTqWIckslsN9b5IXBpvrsiIaqQyCshyphenhypheneATI9vZfIup9picKMELuJagg6I7pspm-CESlgPD1AXBVjptWvVH4VQK8Ef5hrn6GvtH-q6UJGmkSulvjE62sMHD/s1600/Captura+de+pantalla+2016-05-09+a+las+1.13.01+a.m..png" /></a></div>
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La dictadura nazi duró hasta el 8 de mayo de 1945 cuando, completamente derrotada y tras el suicidio de Hitler, Alemania firmaba la rendición incondicional ante los aliados en la Segunda Guerra Mundial. Hitler y sus colaboradores habían llevado a su país hasta el desastre más profundo de su historia.</div>
<br />Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-27485620886087744492016-05-07T21:14:00.000-07:002016-05-07T21:14:09.582-07:00Estados democráticos: Francia<h3>
Contexto</h3>
Francia es considerada un modelo de estado democrático. Las instituciones francesas se han desarrollado y fortalecido a través de la defensa de los valores de la Revolución Francesa: <i>Libertad, Igualdad, Fraternidad</i>.<br />
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El desarrollo histórico de la democracia francesa tiene en cuenta los principios de la Revolución Francesa, la defensa de los derechos fundamentales de los ciudadanos y la separación entre Estado y Religión. Francia es un estado laico y esto ha servido como eje en el fortalecimiento de los derechos de todos sus habitantes.</div>
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<h3>
Estructura del Gobierno</h3>
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El Poder Ejecutivo de Francia es dual. Tiene un Presidente de la República y un Primer Ministro con amplias atribuciones lo que da forma a un sistema semipresidencialista. Desde 1958 Francia ha basado la estabilidad del gobierno sobre este sistema, en algunos periodos incluso se ha producido una situación de cohabitación en el cual las dos cabezas del Poder Ejecutivo han sido personas provenientes de distintos partidos políticos.</div>
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Es importante anotar que el Presidente de la República puede, en determinados temas, convocar a los ciudadanos franceses para que participen en referéndums para la aprobación de leyes.</div>
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El Parlamento está constituido por dos órganos: la Asamblea Nacional y el Senado que legislan y ejercen control político sobre el Poder Ejecutivo.</div>
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La Constitución Política de la República Francesa establece que el Presidente de la República garantiza la independencia del Poder Judicial mediante el Consejo Superior de la Magistratura encabezado por el Presidente y el Ministro de Justicia. </div>
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El Tribunal de Casación es la mayor instancia en derecho civil y penal. En el caso del derecho administrativo este papel lo cumple el Consejo de Estado cuyo papel es fundamental en el control del gobierno y la administración desde lo legal.</div>
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<tr><td class="tr-caption" style="text-align: center;">Palais Royal, sede del Consejo de Estado, París, Francia.</td></tr>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-38939005833592053212016-05-07T18:38:00.002-07:002016-05-07T18:38:38.486-07:00Estados Islámicos: Pakistán<h3>
Contexto</h3>
<span style="text-align: justify;">Pakistán es un país del Sur de Asia con una mayoría abrumadora de ciudadanos musulmanes. Este país se define como "República Islámica de Pakistán" y se rige con una constitución política redactada en 1973.</span><br />
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Pakistán se ha consolidado como estado de mayoría musulmana desde su la partición e independencia de la India en 1947. Su historia ha estado caracterizada por la tensión permanente con la India, por los esfuerzos por mantener unido un país con una gran diversidad de etnias y por los frecuentes golpes de estado. Pakistán también ha sido un país en el que se han producido luchas para defender los derechos humanos, en particular los de las mujeres y las minorías, frente a la radicalización de algunos grupos que exigen una aplicación más rígida de la ley islámica (sharia)</div>
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<h3>
Estructura de Gobierno</h3>
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El Presidente de la República es el jefe del Estado y tiene importantes atribuciones como el nombramiento del Primer Ministro, los puestos más importantes en el Poder Judicial, los gobernadores de las provincias y los integrantes del órgano electora. La Constitución establece que el Presidente y el Primer Ministro deben ser musulmanes.</div>
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La Asamblea Nacional tiene cuotas establecidas para garantizar el predominio de los musulmanes. Las mujeres y miembros de las minorías no musulmanas tienen algunos puestos garantizados.</div>
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En el Poder Judicial destaca la existencia del Tribunal Federal de la Sharia. Este órgano se encarga de velar porque las leyes aprobadas en el país vayan de acuerdo con los preceptos del Islam y es la última instancia de apelación en casos relacionados con la aplicación de la ley religiosa (sharia).</div>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-21511788794748578012016-05-02T22:31:00.002-07:002016-05-02T22:31:50.898-07:00Modo de vida en los desiertos (Actualización 2016)Haga clic en las imágenes para ver más grande. Pude encontrar estás láminas en formato PDF en <a href="http://www.slideshare.net/robertocarlosmd/modos-de-vida-en-las-zonas-deserticas" target="_blank">Slideshare</a>, <a href="http://twitdoc.com/5Q75" target="_blank">TwitDoc</a> o <a href="https://drive.google.com/file/d/0B6CbLWFz9nk0TFh4ck9MdWFYU1U/view?usp=sharing" target="_blank">Google Drive</a>.<br />
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Lámina 1: Características generales, desiertos de América<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0e4Pn345eWH-l9eZZn-wriXh1ufX20Vaz0uivNlXLtR2YRYIZrqSTFCZteRCfl7sfEUIuboy5cbVJ9RvLjgQVyco7rTYQhukCZdF176X6ZEdQ8ANw6mUm9Jihkt9js0nfLDEG8Ze3UC4B/s1600/Captura+de+pantalla+2016-05-02+a+las+11.19.26+p.m..png" imageanchor="1"><img border="0" height="495" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0e4Pn345eWH-l9eZZn-wriXh1ufX20Vaz0uivNlXLtR2YRYIZrqSTFCZteRCfl7sfEUIuboy5cbVJ9RvLjgQVyco7rTYQhukCZdF176X6ZEdQ8ANw6mUm9Jihkt9js0nfLDEG8Ze3UC4B/s640/Captura+de+pantalla+2016-05-02+a+las+11.19.26+p.m..png" width="640" /></a>Lámina 2: Desiertos de África, mapa con la posición de los principales desiertos del Mundo.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLNLElPXR2DAqAbdhuUjevONaczekb_ijqbdn-_k6Nwss15UD-c4QHMsHer9vRuNl7zhbEk6_eROd0rp_Od8nXAQ3VGACYNG8Qxi1t4Kr-O-56Bcghc9LgBzelTTWfOWhvAGlsgzX6-egk/s1600/Captura+de+pantalla+2016-05-02+a+las+11.19.38+p.m..png" imageanchor="1"><img border="0" height="494" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLNLElPXR2DAqAbdhuUjevONaczekb_ijqbdn-_k6Nwss15UD-c4QHMsHer9vRuNl7zhbEk6_eROd0rp_Od8nXAQ3VGACYNG8Qxi1t4Kr-O-56Bcghc9LgBzelTTWfOWhvAGlsgzX6-egk/s640/Captura+de+pantalla+2016-05-02+a+las+11.19.38+p.m..png" width="640" /></a><br />
Aquí puede ver una presentación preparada en el 2011.<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//es.slideshare.net/slideshow/embed_code/key/pXela9V59xc7HA" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://es.slideshare.net/robertocarlosmd/modo-de-vida-en-los-desiertos" target="_blank" title="Modo de vida en los desiertos">Modo de vida en los desiertos</a> </strong> from <strong><a href="https://es.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-62596115922693219512016-05-01T20:25:00.003-07:002016-05-01T20:25:31.906-07:00Conceptos básicos Educación Cívica 7º<div class="MsoNormal">
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Nivel: Temas 1 <span style="mso-spacerun: yes;"> </span>y 2: Construyamos
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Definición según el programa de estudios<o:p></o:p></span></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Está compuesta por los conocimientos, las
competencias y los valores y prácticas democráticas sobre la ciudadanía, en
ciudadanía y para la ciudadanía. Educación sobre ciudadanía es: <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><span style="mso-list: Ignore;">(i)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">la adquisición por parte de
los estudiantes, de los conocimientos necesarios sobre las estructuras y
procesos de la vida colectiva, <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 4.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -36.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><span style="mso-list: Ignore;">(ii)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">facilitar el aprendizaje
mediante el ejercicio de la ciudadanía, es decir, con la participación activa
del estudiantado en experiencias democráticas, <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 4.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -36.0pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><span style="mso-list: Ignore;">(iii)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">formar para que los
estudiantes puedan asumir cargos y responsabilidades a lo largo de su vida. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">En general, es una formación para mejorar la
convivencia social y política.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 100.65pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Conocimientos,
competencias, valores y prácticas democráticas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Sobre la
ciudadanía, en ciudadanía y para la ciudadanía<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Adquisición de
conocimientos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Experiencias
democráticas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Formar para asumir
cargos y responsabilidades.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Mejorar la
convivencia social y política.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Estado<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Una sociedad jurídicamente organizada, con un
territorio, una población un orden jurídico y un gobierno determinados.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Sociedad
jurídicamente organizada<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Territorio<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Población <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Orden jurídico<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Gobierno <o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Gobierno<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Organización política que comprende las
instituciones autorizadas para formular y ejecutar las políticas públicas En
regímenes democráticos, está constituido por el conjunto de órganos a los que
constitucionalmente les está confiado el ejercicio de la representación de la
ciudadanía.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Organización
política<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Instituciones
autorizadas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Ejecutar las
políticas públicas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Conjunto de
órganos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-indent: -5.65pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Representación de
la ciudadanía<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Ciudadanía<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Este concepto incluye tres componentes: un
mínimo, una ampliación normativa y una aspiración. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Desde el punto de vista del componente mínimo,
la ciudadanía es una condición de derechos y responsabilidades de las
personas pertenecientes a una sociedad, relacionados con la capacidad de
incidir en las decisiones colectivas y con la posibilidad de elección en
puestos públicos. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El concepto ampliado es producto del desarrollo
de las sociedades democráticas, en las que se van incluyendo cada vez más
aspectos del desarrollo integral de las personas y de las sociedades,
expresados en derechos de otros ámbitos como por ejemplo la salud, la
educación, la vivienda, el ambiente. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Finalmente, la ciudadanía también tiene un
componente aspiracional de origen ético.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;"><span style="mso-spacerun: yes;"> </span>Condición de derechos y responsabilidades.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Capacidad de
incidir en las decisiones colectivas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Inclusión de más
derechos en salud, educación, vivienda, ambiente.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Aspiración.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Ciudadanía joven<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Este concepto incluye, para la juventud, los
mismos componentes del de ciudadanía- descrito antes-, con la excepción del
derecho a elegir y ser electo.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Derechos y
responsabilidades<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Habitante<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Personas que constituyen la población de un
barrio, ciudad, provincia o nación. No todos los habitantes son parte de la
ciudadanía, pero todos tienen derechos y deberes ciudadanos, con la excepción
–para algunos como las personas menores de edad y los extranjeros- de elegir
y ser electos en puesto públicos.<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Personas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Población<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Mismos derechos,
excepto elegir y ser electos para puestos públicos<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Derecho<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es el conjunto de leyes, reglamentos y demás
resoluciones, obligatorio, creado por el Estado para la organización del
orden social. Regula la convivencia social y permite manejar o resolver los
conflictos interpersonales, grupales o institucionales.<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Leyes<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Reglamentos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Otras resoluciones<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Regula la
convivencia<o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 8;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Deber<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Aquello a que están obligadas las personas por
preceptos jurídicos o éticos. <o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Obligación<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Precepto legal<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Precepto ético<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Nación<o:p></o:p></span></i></b></div>
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<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Designa a la comunidad humana que forma el
sustrato jurídico-político de un Estado. También puede designar a una
comunidad humana con ciertas características culturales comunes que las dota
de identidad colectiva. <o:p></o:p></span></div>
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<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Comunidad humana<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Sustrato de un
Estado<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Identidad
colectiva<o:p></o:p></span></div>
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</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//es.slideshare.net/slideshow/embed_code/key/lfW13jwynX6DUt" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://es.slideshare.net/robertocarlosmd/conceptos-bsicos-de-cvica" target="_blank" title="Conceptos básicos de cívica">Conceptos básicos de cívica</a> </strong> from <strong><a href="https://es.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="background: lightgrey; font-family: "antipasto"; font-size: 11.0pt;"><br /></span>
<span lang="ES-TRAD" style="background: lightgrey; font-family: "antipasto"; font-size: 11.0pt;">Constitución Política,
artículos relevantes para la Educación Cívica<o:p></o:p></span></div>
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<tbody>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Artículo<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Texto<o:p></o:p></span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Claves<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Artículo<o:p></o:p></span></i></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 16.0pt;">1</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 17.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Costa Rica es una República democrática,
libre e independiente. <o:p></o:p></span></div>
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<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 17.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;"><span style="mso-spacerun: yes;"> </span>Democracia<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Libertad<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Independencia<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 29.15pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Artículo<o:p></o:p></span></i></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 16.0pt;">18</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 29.15pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Los costarricenses deben observar la
Constitución y las leyes, servir a la Patria, defenderla y contribuir para
los gastos públicos.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 29.15pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Observar la
Constitución<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Observar la ley<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Servir + Defender
+ Contribuir<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Artículo<o:p></o:p></span></i></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 16.0pt;">19</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Los extranjeros tienen los mismos deberes y
derechos individuales y sociales que los costarricenses, con las excepciones
y limitaciones que esta Constitución y las leyes establecen. No pueden intervenir
en los asuntos políticos del país, y están sometidos a la jurisdicción de
los tribunales de justicia y de las autoridades de la República, sin que
puedan ocurrir a la vía diplomática, salvo lo que dispongan los convenios
internacionales.<o:p></o:p></span></div>
</td>
<td style="border: none; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Extranjeros:
tienen mismos derechos individuales y sociales.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">No pueden
intervenir en asuntos políticos del país.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Sometidos a los
tribunales y autoridades.<o:p></o:p></span></div>
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</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="background: lightgrey; font-family: "antipasto"; font-size: 11.0pt;">Conceptos básicos sobre
Seguridad Ciudadana<o:p></o:p></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Concepto<o:p></o:p></span></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Definición según el programa de estudios<o:p></o:p></span></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Claves<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 20.5pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.5pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Seguridad ciudadana<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.5pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Condición personal objetiva y subjetiva de
encontrarse libre de temor y libre de amenazas hacia su seguridad personal,
en que no se sienten probables víctimas de actos de violencia, robo,
homicidio, asesinato, violencia intrafamiliar o cualquier hecho que vaya
contra los derechos humanos, relacionados con la vida e integridad física,
psíquica, moral y pecuniaria de las personas. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.5pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Condición de encontrarse libre de temor<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">No sentirse como probable víctima<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
</tr>
<tr style="height: 30.75pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 30.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Inseguridad ciudadana <o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 30.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Condición personal, objetiva o subjetiva, de
encontrarse amenazado por la violencia o el despojo intencional por parte de
otros. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 30.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Estar amenazado por la violencia o despojo <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 20.6pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.6pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Organización comunitaria<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.6pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Un espacio creado para la reunión, encuentro y
toma de decisiones colectivas por parte de personas que pertenecen a una
comunidad, alrededor de algún objetivo común. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 20.6pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Reunión, <span style="mso-spacerun: yes;"> </span>decisiones.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Personas de una comunidad<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Objetivo común <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 27.35pt; mso-yfti-irow: 4;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 27.35pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Barrio <o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 27.35pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Agrupamiento local diferenciado, que produce y
mantiene las relaciones personales alrededor de puntos clave como la iglesia,
la escuela, el comercio, o la vivienda. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 27.35pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Agrupamiento local<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Relaciones alrededor de puntos clave<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Comunidad, <o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es un grupo de personas que comparten elementos
tales como idioma, costumbres, valores, tareas, visión del mundo, edad, o
ubicación geográfica -un barrio por ejemplo-. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Grupo de personas<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 25.65pt; mso-yfti-irow: 6;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 25.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Percepción </span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">de inseguridad</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 25.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es la inseguridad de origen subjetivo, o sea,
según la persona siente o interpreta. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 25.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Sensaciones<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Interpretaciones<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.8pt; mso-yfti-irow: 7;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Inseguridad real<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es aquella inseguridad ciudadana que se origina
en amenazas o riesgos objetivos de violencia, robo o hurto. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 12.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Amenazas <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Riesgos objetivos<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 33.45pt; mso-yfti-irow: 8;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 33.45pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Violencia<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 33.45pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Uso intencional de la fuerza física o el poder,
de hecho o como amenaza contra otra persona o un grupo o comunidad, que cause
temor y tenga muchas probabilidades de provocar lesiones, muerte, daños
psicológicos. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 33.45pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Uso de la fuerza física<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Uso del poder<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Amenazas<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 4.9pt; mso-yfti-irow: 9;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 4.9pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Delito, <o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 4.9pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Conducta o acción típica (tipificada por la
ley), antijurídica (contraria a Derecho) y punible. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 4.9pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Conducta o acción<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Contraria al derecho<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 22.2pt; mso-yfti-irow: 10;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 22.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Respeto a lo ajeno<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 22.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Actitud de reconocimiento del derecho a la
propiedad de las personas. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 22.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Actitud de reconocimiento<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Derecho a la propiedad<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 23.7pt; mso-yfti-irow: 11;">
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 23.7pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Respeto por </span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">la vida humana</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;"><o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 23.7pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Actitud de reconocimiento del derecho a la vida
de las personas..<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; height: 23.7pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Actitud de reconocimiento<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Derecho a la vida<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 13.9pt; mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="border: none; height: 13.9pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 82.95pt;" valign="top" width="83"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Estereotipo<o:p></o:p></span></i></b></div>
</td>
<td style="border: none; height: 13.9pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 337.9pt;" valign="top" width="338"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es el conjunto de prejuicios, creencias,
actitudes y opiniones preconcebidas y parcializadas, que se aplican en forma
general a las personas pertenecientes a una misma categoría definida por
características tales como la nacionalidad, etnia, edad, sexo, preferencia
sexual, procedencia geográfica, entre otros. Son la base de la discriminación
y de la intolerancia.<o:p></o:p></span></div>
</td>
<td style="border: none; height: 13.9pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 129.95pt;" valign="top" width="130"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Prejuicios, creencias, actitudes<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Opiniones preconcebidas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Causas: nacionalidad, etnia, edad,<span style="mso-spacerun: yes;">
</span>sexo, preferencia sexual,<span style="mso-spacerun: yes;">
</span>procedencia geográfica<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Base de la discriminación<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-5635484157866975692016-04-29T19:56:00.001-07:002016-04-29T19:56:11.536-07:00Resumen Primera Unidad de Cívica 8º. Conceptos básicos y elementos de la identidad nacional<div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;">
<span lang="ES" style="font-family: "antipasto"; font-size: 14.0pt;">Las personas jóvenes reivindicamos el sentido de
identidad <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="background: lightgrey; font-family: "antipasto"; font-size: 11.0pt;">Conceptos básicos<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Concepto<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Definición según el programa de estudios<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "antipasto";">Claves<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Identidad<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Espacio en el que se produce un cruce entre la
forma de ser de las personas y el grupo o sociedad al que pertenecen.
También es un cruce entre la historia personal y la historia social. La
identidad no es un concepto fijo, sino que se recrea individual y
colectivamente y se alimenta de forma continua de la influencia exterior,
pero haciéndola propia. La identidad surge por diferenciación y como
reafirmación frente a otros colectivos. <o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Forma de ser</span><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Cruce entre la
persona y el grupo</span><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Creación
individual y colectiva</span><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Forma de
diferenciación y reafirmación.</span><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Identidad etaria<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es la identidad propia de los grupos que comparten
la misma edad o que son parte de la misma generación.<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Una misma edad<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Una misma
generación<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Recuerdos en común<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Identidad comunal<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es la identidad propia de las comunidades. En
una nación suelen haber muchas comunidades diversas con sus propias identidades.<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Propia de la
comunidad<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Variedad de
comunidades e identidades<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Identidad nacional<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Conjunto de elementos culturales que
caracterizan a las personas habitantes de una nación, diferenciándola así de
otras. Los principales elementos de la identidad nacional en un país son el
idioma, la historia, los símbolos patrios, la música, los monumentos, las
creencias y las danzas.<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Habitantes de una
nación.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Idioma e historia.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Símbolos patrios<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Música<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Monumentos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Creencias <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Danzas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Tradición<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Todo aquello que una generación hereda de las
anteriores y, por estimarlo valioso, lega a las siguientes. Se considera
tradición a los valores, creencias, costumbres y formas de expresión
artística característicos de una comunidad, en especial a aquéllos que se
trasmiten por vía oral. Lo tradicional coincide, en gran medida, con la
cultura y el folclor. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Heredado de
generaciones anteriores.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Considerado
valioso<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Valores, creencias
costumbres<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Expresiones
artísticas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Transmisión por
vía oral.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Cultura y folclor<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Costumbre<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Práctica social arraigada que suele ser parte
de la identidad grupal o individual.
<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Práctica social<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Es arraigada<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Grupal o
individual<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Folclor<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Es la expresión de una cultura popular,
compuesta por cuentos, música, bailes, leyendas, historia oral, proverbios,
chistes, supersticiones, costumbres, artesanía y demás tradiciones que son
parte central de la identidad de una población concreta. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Cultura popular<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Cuentos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Música y bailes <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Leyendas y
supersticiones<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Historia oral<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Proverbios y chistes<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Costumbres y
tradiciones<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Artesanías<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Parte de la
identidad<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Efeméride<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Acontecimiento notable que se recuerda y
celebra en cada uno de sus aniversarios. <o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Acontecimiento
notable<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Celebrado cada
aniversario<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Símbolo Nacional<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Aquel que mediante una convención generalizada,
por medio de leyes u otros acuerdos, representa a un país. Generalmente estos
símbolos se formulan a partir de representaciones visuales o verbales que
pretenden difundir los valores de la historia y la cultura de los pueblos. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Por medio de leyes<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Representan al
país<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Representaciones
visuales<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Representaciones
verbales<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Difusión de
valores, historia y cultura.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="83"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Acto Cívico<o:p></o:p></span></i></b></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 347.25pt;" valign="top" width="347"><div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Actividad oficial escolar para conmemorar las
efemérides propuestas en el calendario escolar, en la cual se hace uso de
símbolos nacionales y regionales. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 4.0pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 131.65pt;" valign="top" width="132"><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Actividad oficial
escolar<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Se conmemoran
efemérides<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Calendario Escolar<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 6.0pt; margin-left: 5.65pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -5.65pt; text-justify: inter-ideograph;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 9.0pt;">Uso de símbolos<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="background: lightgrey; font-family: "antipasto"; font-size: 11.0pt;">Elementos de la
Identidad Nacional <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Símbolos Nacionales<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Este concepto corresponde a representaciones visuales y verbales de
la identidad nacional de los costarricenses. Se establecen mediante ley
aprobada por la Asamblea Legislativa.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.4pt;" valign="top" width="90"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto";">Símbolo<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 185.25pt;" valign="top" width="185"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto";">Origen histórico<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 147.95pt;" valign="top" width="148"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto";">Significados<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.2pt;" valign="top" width="127"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto";">Imagen<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 102.65pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 102.65pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.4pt;" valign="top" width="90"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Bandera<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Nacional<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 102.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 185.25pt;" valign="top" width="185"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Corresponde a la cuarta bandera que ha tenido Costa Rica. Fue
establecida por el Presidente José María Castro Madriz el 29 de septiembre de
1848.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El diseño de la bandera de Costa Rica se atribuye a Pacífica
Fernández, esposa del Presidente Castro Madriz.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 102.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 147.95pt;" valign="top" width="148"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Se toman los colores de la bandera de Francia como homenaje a la
Revolución Francesa y por considerar a ese país como un referente de
civilización. <o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Escudo<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Nacional<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El cuarto escudo de Costa Rica fue establecido al mismo tiempo que
la actual bandera, mediante decreto firmado por el Presidente José María
Castro Madriz.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Este escudo ha sufrido varias modificaciones hasta el presente.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Siete estrellas que representan las provincias de Costa Rica.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Barcos que representan el comercio.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Sol que representa el porvenir.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Las ramas de mirto representan la paz.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">A ambos lados del escudo se representan granos de café.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Himno<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Nacional<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Música:<span style="mso-spacerun: yes;"> </span>compuesta por
Manuel María Gutiérrez y adoptada desde el 11 de junio de 1852 por la
administración de Juan Rafael Mora. Oficializada en 1979.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Letra: escrita por José María Zeledón quien participó en un
concurso convocado por el Presidente Ascensión Esquivel en 1903. Oficializada
en 1949.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">En la letra: enfatiza en los valores de la paz y el trabajo.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Flor Nacional:<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Guaria Morada<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Propuesta en un concurso y oficializada mediante decreto firmado
por el Presidente León Cortés el 15 de junio de 1939.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Se escogió por ser una flor completamente costarricense que crece
en todo el territorio. También era importante que estuviera presente en las
costumbres del país.<o:p></o:p></span><br />
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Árbol Nacional:<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Guanacaste <o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Establecido el 31 de agosto de 1959 mediante decreto firmado por
el Presidente Mario Echandi Jiménez.<span style="mso-spacerun: yes;">
</span>La propuesta original provino del periodista José María Pinaud.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Reconocimiento a la anexión del Partido de Nicola.<o:p></o:p></span><br />
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Ave Nacional:<o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Yigüirro<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Decretado el 3 de enero de 1977 por el Presidente Daniel Oduber
Quirós. La propuesta<span style="mso-spacerun: yes;"> </span>original fue del
poeta ramonense Eliseo Gamboa.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El yigüirro está presente en tradiciones, cuentos, historias y
canciones populares.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">En mayo inicia su canto y muchos campesinos aluden a él diciendo
que “están llamando la lluvia”</span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Carreta Típica<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Decretado el 22 de marzo de 1988 por el Presidente Óscar Arias
Sánchez.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Símbolo del trabajo, parte de la tradición de los artesanos
costarricenses.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Venado Colablanca<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Aprobado por la Asamblea Legislativa en 1995<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Representa a una de las varias especies en peligro de extinción
debido a la caza ilegal y a la destrucción de su hábitat. <o:p></o:p></span></div>
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<img height="158" src="http://www.costaricainfolink.com/es/wp-content/uploads/2009/06/venado-cola-blanca-simbolo-nacional-costa-rica1.jpg" style="-webkit-user-select: none; display: block; margin: auto;" width="200" /></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Marimba<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Decretada el 3 de septiembre de 1996 por el Presidente José María
Figueres Olsen.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Instrumento musical nacional.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Antorcha de <o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">la Libertad<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Decretada el 14 de septiembre del 2005 por el Presidente Abel
Pacheco de la Espriella.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">La tradición de la Antorcha de la Libertad fue iniciada en 1964
por el Profesor Alfredo Cruz.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Exalta sentimientos patrióticos y cívicos.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Crestones <o:p></o:p></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">del Chirripó<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Aprobado por la Asamblea Legislativa en el 2011.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Símbolo de la riqueza natural de Costa Rica.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Manatí<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Aprobado por la Asamblea Legislativa en el 2014.<span style="mso-spacerun: yes;"> </span>Iniciativa de niños de primaria de la
ciudad de Limón.<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Símbolo de la fauna marina de Costa Rica.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Héroes Nacionales<o:p></o:p></span></i></b></div>
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<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">Héroe o heroína es una persona que lleva a cabo una
acción heroica por la cual es reconocida y distinguida en una sociedad. Para
que surja un héroe o una heroína, la sociedad ha de tener un grado de cohesión
suficiente, con valores reconocidos y comunes, y enfrentar una lucha de
carácter nacional. La condición de héroe proviene tanto de sus acciones como
del valor que las demás personas le otorgan. Esto permite que la dimensión
heroica varíe en cada situación histórica dependiendo de los valores
imperantes. <o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto";">Héroe / Heroína<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto";">Hechos históricos<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "antipasto";">Imagen<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Juan Santamaría<o:p></o:p></span></i></b></div>
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<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Joven alajuelense que marchó como tambor en la Campaña Nacional
1856-1857. Se una acción heroica en la Batalla de Rivas (11 de abril de
1856). Varios testimonios lo señalan como quien incendió el Mesón de Guerra,
un lugar desde donde los filibusteros atacaban al ejército costarricense. <o:p></o:p></span></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; height: 114.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.4pt;" valign="top" width="90"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Juan Rafael Mora Porras<o:p></o:p></span></i></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 114.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 333.2pt;" valign="top" width="333"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Presidente de Costa Rica que dirigió el esfuerzo para expulsar a
los filibusteros de suelo costarricense y nicaragüense. En 1856 dirigió
personalmente al ejército hasta Rivas. <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-u2MiTJG6rKpVcdr-MdgQXl6s3ou_QPMBswji_AGiq7p7jko5A0WoG0wtjHlgP5rpzX2T1_DMe7SIy5ME1epUH_sqVUQ6YvTXQV1yXp1tsZc0yjMWCVzFKHPQSDjht6lf2_YF_djmAI5L/s1600/Retrato-Galeria-Patriotas-Latinoamericanos-Argentina_LNCIMA20140525_0060_29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-u2MiTJG6rKpVcdr-MdgQXl6s3ou_QPMBswji_AGiq7p7jko5A0WoG0wtjHlgP5rpzX2T1_DMe7SIy5ME1epUH_sqVUQ6YvTXQV1yXp1tsZc0yjMWCVzFKHPQSDjht6lf2_YF_djmAI5L/s200/Retrato-Galeria-Patriotas-Latinoamericanos-Argentina_LNCIMA20140525_0060_29.jpg" width="132" /></a></div>
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<tr style="height: 114.5pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 114.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.4pt;" valign="top" width="90"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Francisca Carrasco<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 114.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 333.2pt;" valign="top" width="333"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Una de las mujeres que acompañó al<span style="mso-spacerun: yes;">
</span>Ejército de Costa Rica en la Campaña Nacional de 1856 y 1857.<span style="mso-spacerun: yes;"> </span>Francisca Carrasco desempeñó todo tipo de
trabajos, auxiliando a los enfermos, cocinando, acarreando municiones,
levantando el censo de heridos y muertos y hasta de sepulturera.<o:p></o:p></span></div>
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<div class="separator" style="clear: both; text-align: center;">
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">Nicolás Aguilar Murillo<o:p></o:p></span></i></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 114.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 333.2pt;" valign="top" width="333"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 10.0pt;">El Coronel Nicolás Aguilar Murillo ha sido reconocido por su
participación en la Campaña Nacional 1856 – 1857 y, particularmente, en la
Toma de la Vía de Tránsito.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "antipasto"; font-size: 11.0pt;">Patrimonio Nacional<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">El patrimonio de una nación lo conforman el territorio
que ocupa, su flora y fauna, y todas las creaciones y expresiones de las
personas que lo han habitado: sus instituciones sociales, legales y religiosas;
su lenguaje y su cultura material, desde las épocas históricas más antiguas. <o:p></o:p></span><br />
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;"><br /></span>
<span lang="ES" style="font-family: "antipasto"; font-size: 11.0pt;">
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Patrimonio Cultural tangible</span></i></b></div>
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<span lang="ES-TRAD" style="font-family: Antipasto; font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">(i) patrimonio tangible mueble: corresponde a los objetos
arqueológicos, históricos, artísticos, etnográficos, tecnológicos, religiosos
y aquellos de origen artesanal o folclórico, que constituyen colecciones
importantes para las ciencias, la historia del arte y la conservación de la
diversidad cultural del país. Entre ellos cabe mencionar las obras de arte,
libros manuscritos, documentos, artefactos históricos, grabaciones,
fotografías, películas, documentos audiovisuales, artesanías y otros objetos
de carácter arqueológico, histórico, científico y artístico, <o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: Antipasto; font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">(ii) patrimonio tangible inmueble: está constituido
por los lugares, sitios, edificaciones, obras de ingeniería, centros
industriales, conjuntos arquitectónicos, zonas típicas y monumentos de
interés o valor relevante desde el punto de vista arquitectónico,
arqueológico, histórico, artístico o científico, reconocidos y registrados
como tales. Estos bienes culturales inmuebles son obras o producciones
humanas que no pueden ser trasladadas de un lugar a otro, ya sea porque son
estructuras (por ejemplo, un edificio), o porque están en inseparable
relación con el terreno (por ejemplo, un sitio arqueológico).</span></div>
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<span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Patrimonio
tangible mueble<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Obras de arte.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Colecciones
arqueológicas<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Objetos
artesanales<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Películas,<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Fotografías</span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Patrimonio
tangible inmueble<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Sitios
arqueológicos, <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Edificios con
valor histórico</span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Ejemplos<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Wingdings; font-size: 9.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Antipasto; font-size: 9.0pt;">Esferas de piedra<o:p></o:p></span></div>
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Dos ejemplos de patrimonio cultural tangible de Costa Rica.<br />
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<span lang="ES" style="color: #535353; font-family: Antipasto; font-size: 10.0pt; mso-ansi-language: ES; mso-bidi-font-family: "Helvetica Neue";"><o:p> Black Star Line, Puerto Limón</o:p></span></div>
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<span lang="ES-TRAD" style="font-family: Antipasto; font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">Incluye los aspectos más importantes de la cultura
viva y de la tradición. Sus manifestaciones son amplias y diversas y abarcan
la lengua, las tradiciones orales, el saber tradicional, la creación de
cultura material, los sistemas de valores o las artes interpretativas. Junto
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elementos, por la poesía, los ritos, los modos de vida, la medicina
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</td>
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<br />
Un ejemplo de patrimonio cultural intangible de Costa Rica.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbSRgysKu7GDQSnG5BX1kdeg1i067cjMy4pVqCfZAGo6cjKTZ94-ieBDOYmSVFk1Pw-QlpkivEs-Oaz7UwIk_nj_vSRHg3fqfKNUCGFA5R_Q8v9TN0Au2fUn5oY9EdOA_adDZEOAOxprXG/s1600/DESFILE-DE-BUEYES-735x400.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbSRgysKu7GDQSnG5BX1kdeg1i067cjMy4pVqCfZAGo6cjKTZ94-ieBDOYmSVFk1Pw-QlpkivEs-Oaz7UwIk_nj_vSRHg3fqfKNUCGFA5R_Q8v9TN0Au2fUn5oY9EdOA_adDZEOAOxprXG/s320/DESFILE-DE-BUEYES-735x400.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Boyeo y carreta típica</td></tr>
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monumentos naturales constituidos por formaciones físicas y biológicas o
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desde el punto de vista estético o científico, <o:p></o:p></span></div>
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Amistad y Cordillera de Talamanca<o:p></o:p></span></div>
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Tres ejemplos de patrimonio natural de Costa Rica<br />
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-67559932355492474922016-04-27T01:07:00.000-07:002016-04-27T01:07:19.733-07:00Modo de vida en los litorales (Actualización 2016)<div class="separator" style="clear: both; text-align: center;">
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<span style="background-color: #e39500; color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13px;">Actualizamos la información sobre las zonas litorales. Haga clic en las imágenes para ver más grande.</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaW-6_oumYfFTAlU7HWuL4zfw-zzdB4Segu89Yu_CZ8hdHlsOx7PXiNG3lwsvvaNNkREMuJpCa-ZoQuYUJoAKC3Yph1_ba29K3sSLcUqAAshZiOGdi9MLkmBF6_jANlb_aD5yEzcJMI10x/s1600/Captura+de+pantalla+2016-04-27+a+las+2.01.28+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="492" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaW-6_oumYfFTAlU7HWuL4zfw-zzdB4Segu89Yu_CZ8hdHlsOx7PXiNG3lwsvvaNNkREMuJpCa-ZoQuYUJoAKC3Yph1_ba29K3sSLcUqAAshZiOGdi9MLkmBF6_jANlb_aD5yEzcJMI10x/s640/Captura+de+pantalla+2016-04-27+a+las+2.01.28+a.m..png" width="640" /></a></div>
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<span style="background-color: #e39500; color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13px; text-align: justify;">El resumen anterior está disponible en formato PDF, haga clic aquí para encontrarlo y descargarlo en </span><a href="http://www.slideshare.net/robertocarlosmd/principales-datos-sobre-la-pesca-en-el-mundo" target="_blank">Slideshare</a><span style="background-color: #e39500; color: #666666; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 13px; text-align: justify;">. Además, está disponible la presentación que publiqué hace unos años</span><br />
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<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//es.slideshare.net/slideshow/embed_code/key/kQlrZIOdHWgJDx" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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<strong> <a href="https://es.slideshare.net/robertocarlosmd/vida-en-los-litorales-7470100" target="_blank" title="Vida en los litorales">Vida en los litorales</a> </strong> from <strong><a href="https://es.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-66252703652952955912016-04-26T23:10:00.001-07:002016-04-26T23:10:18.837-07:00Zonas Polares (Actualización 2016)<div class="separator" style="clear: both; text-align: center;">
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Actualizamos la información sobre las zonas polares. Haga clic en las imágenes para ver más grande.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge0Ejux83rPdHs6_Cclz1dKCFnwltywFoqx5o0xdmxYBvIGq1Aof_iQTNVTjEMNT2BR_8sSZ_WNC8mcGAg9uZkczVMZR429OJHBanD4lvjSFsWFzZDdEOF2gZfENh41CkJnScdgkkAQSgN/s1600/Captura+de+pantalla+2016-04-26+a+las+11.55.36+p.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="494" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge0Ejux83rPdHs6_Cclz1dKCFnwltywFoqx5o0xdmxYBvIGq1Aof_iQTNVTjEMNT2BR_8sSZ_WNC8mcGAg9uZkczVMZR429OJHBanD4lvjSFsWFzZDdEOF2gZfENh41CkJnScdgkkAQSgN/s640/Captura+de+pantalla+2016-04-26+a+las+11.55.36+p.m..png" width="640" /></a></div>
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El resumen anterior está disponible en formato PDF, haga clic aquí para encontrarlo y descargarlo en <a href="http://www.slideshare.net/robertocarlosmd/zonas-polares-61401859" target="_blank">Slideshare</a>. Además, está disponible la presentación que publiqué hace unos años.</div>
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<iframe allowfullscreen="" frameborder="0" height="420" marginheight="0" marginwidth="0" scrolling="no" src="//es.slideshare.net/slideshow/embed_code/key/35stiW3ev3Y6D0" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="510"> </iframe> <br />
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<strong> <a href="https://es.slideshare.net/robertocarlosmd/zonas-polares" target="_blank" title="Zonas polares">Zonas polares</a> </strong> from <strong><a href="https://es.slideshare.net/robertocarlosmd" target="_blank">Roberto Carlos Monge Durán</a></strong> </div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-77722510040790761182016-03-23T11:23:00.002-07:002016-04-24T20:16:18.611-07:00Formas de relieve de América (láminas)En el relieve de América distinguimos tres regiones estructurales bien definidas: tierras viejas, tierras nuevas y tierras de relleno.<br />
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<div>
Primera lámina: Tierras Viejas (para más otro formato hacer clic <a href="http://www.slideshare.net/robertocarlosmd/tierras-viejas-de-america" target="_blank">aquí</a>)</div>
<div>
Haga clic en la imagen para verla ampliada.<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div>
<br /></div>
</div>
<div>
<div>
Segunda lámina: Tierras Nuevas (para más otro formato hacer clic <a href="http://www.slideshare.net/robertocarlosmd/tierras-nuevas-de-america" target="_blank">aquí</a>)</div>
<div>
Haga clic en la imagen para verla ampliada.</div>
</div>
<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTN9qt1Yla3J7HRINCacu2d9FQ6VRVPFzQ-bISuZQ0cAVEINp1TwDStrWlfc4rpyu2kYPApyVyiIXujdMsyZqFuhwbfgmyaWwCT1x_5U4yld3E1GIAz-qMxB4hKAvFKIjdXtY70vD4OGlt/s1600/Captura+de+pantalla+2016-03-23+a+las+11.45.37+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="490" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTN9qt1Yla3J7HRINCacu2d9FQ6VRVPFzQ-bISuZQ0cAVEINp1TwDStrWlfc4rpyu2kYPApyVyiIXujdMsyZqFuhwbfgmyaWwCT1x_5U4yld3E1GIAz-qMxB4hKAvFKIjdXtY70vD4OGlt/s640/Captura+de+pantalla+2016-03-23+a+las+11.45.37+a.m..png" width="640" /></a></div>
<div>
<div>
<br /></div>
<div>
Tercera lámina: Tierras de relleno (para más otro formato hacer clic <a href="http://www.slideshare.net/robertocarlosmd/tierras-de-relleno-de-america" target="_blank">aquí</a>)</div>
<div>
Haga clic en la imagen para verla ampliada.</div>
</div>
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<br /></div>
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<h3>
Ejercicios de repaso</h3>
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<b><span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">PRIMERA PARTE: SELECCIÓN
ÚNICA <o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Instrucciones: Marque con una equis (x) la respuesta correcta para cada
ítem. <o:p></o:p></span></div>
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<br /></div>
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<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">1. ¿Cuál de las siguientes
opciones corresponde a formas de relieve recientemente formadas por procesos
volcánicos y de orogénesis?<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Fondos marinos<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras de relleno<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras viejas<o:p></o:p></span></div>
</td>
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<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
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<tbody>
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<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547"><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">2. ¿Cuál de las siguientes
opciones corresponde a formas de relieve originadas por acumulación de
material sedimentario<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Fondos marinos<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras de relleno<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras viejas<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">3. ¿
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{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
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mso-style-noshow:yes;
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<!--StartFragment--><span lang="ES-TRAD" style="font-size: 11pt;">Cuál
de las siguientes opciones corresponde a cratones y plegamientos hercinianos de
gran antigüedad</span>?<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Fondos marinos<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras de relleno<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tierras viejas<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547"><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">4. ¿Cuál de las siguientes
opciones corresponde a una característica de las tierras viejas del Este de
América?<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Están formadas por
acumulación de sedimentos.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Están muy erosionadas<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Son de reciente
formación<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tienen intensa
actividad sísmica y volcánica<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547"><div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">5. ¿Cuál de las siguientes
opciones corresponde a una característica de las tierras nuevas del Oeste de
América?<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Formaron parte de
Pangea<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Muestran puntos de
gran altitud<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Solo incluye relieve
de meseta.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Su relieve plano
favorece la agricultura tecnificada<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547"><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">6 ¿Cuál de las siguientes opciones
corresponde a una característica de las tierras de relleno de América?<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">a.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Están regadas por
grandes ríos y sus afluentes<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">b.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Incluye las
formaciones geológicas más antiguas del continente.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">c.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Se formaron por
orogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48"><div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD">d.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD"> ( )<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Tienen intensa
actividad volcánica<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">SEGUNDA PARTE: CORRESPONDENCIA <o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Relacione las formas de
relieve anotadas en la columna A y que corresponde a ubicaciones y clasificación
señaladas en la columna B. Las
respuestas pueden repetirse, no quedan paréntesis en blanco.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 13.1pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Columna A<o:p></o:p></span></b></div>
</td>
<td style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<br /></div>
</td>
<td colspan="2" style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="85"><div class="MsoNormal" style="margin-left: 1.0cm;">
<br /></div>
</td>
<td style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 151.75pt;" valign="top" width="152"><div class="MsoNormal">
<b><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Columna B<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 1;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<br /></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 2;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Amazonia<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 6.1pt; mso-yfti-irow: 3;">
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Cordillera Centroamericana<o:p></o:p></span></div>
</td>
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Norte, Tierras Viejas.<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.45pt; mso-yfti-irow: 4;">
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Cordillera de los
Andes<o:p></o:p></span></div>
</td>
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )<o:p></o:p></span></div>
</td>
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Sur, Tierras Viejas.<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 5;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Escudo Canadiense<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Norte, Tierras Nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 6;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Gran Llanura Central<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América Central, Tierras Nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 7;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Llanos del Orinoco<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Sur, Tierras Nuevas<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 8;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Llanura
Chaco-Pampeana<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Norte, Tierras de Relleno<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 9;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Llanuras del Caribe<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">7.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América Central, Tierras de Relleno<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 10;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Macizo Brasileño<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">8.<span style="font-family: "times new roman"; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"> </span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">América del Sur, Tierras de Relleno<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.2pt; mso-yfti-irow: 11;">
<td style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Macizo de Guayanas<o:p></o:p></span></div>
</td>
<td style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span></div>
</td>
<td style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 12.65pt; mso-yfti-irow: 12;">
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Meseta de Patagonia<o:p></o:p></span></div>
</td>
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span></div>
</td>
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 13;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Montañas Rocosas<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 14;">
<td style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="margin-bottom: 3.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Montes
Apalaches<o:p></o:p></span></div>
</td>
<td style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span></div>
</td>
<td style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 4.5pt; mso-yfti-irow: 15; mso-yfti-lastrow: yes;">
<td style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 161.35pt;" valign="top" width="161"><div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">Sierra Madre<o:p></o:p></span></div>
</td>
<td style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="149"><div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;">( )</span><span lang="ES-TRAD"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "arial"; font-size: 11.0pt;"><br /></span></div>
</td>
<td style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.4pt;" valign="top" width="35"><div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 201.4pt;" valign="top" width="201"><div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
Respuestas</div>
<div>
<b>Selección Única: </b>1-c / 2-b / 3-d / 4-b / 5-b / 6-a </div>
<div>
<b>Correspondencia: </b>8-4-5-1-6-8-8-7-2-2-2-3-1-3</div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-55131955869483377452016-03-23T00:53:00.002-07:002016-03-23T00:53:28.278-07:00Origen del relieve de AméricaPrimera lámina: las teorías.<br />
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Segunda lámina: los detalles<br />
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<h3>
Preguntas de repaso</h3>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">PRIMERA PARTE: SELECCIÓN
ÚNICA <o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Instrucciones: Marque con una equis (x) la respuesta correcta para cada
ítem. <o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">1. Lea la siguiente cita:<o:p></o:p></span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="ES" style="font-family: Times; mso-ansi-language: ES; mso-bidi-font-family: Times;">…el conjunto de formas de la superficie terrestre; incluye desde montañas
y volcanes hasta llanuras, ríos, lagos o valles. <o:p></o:p></span></i></div>
<div class="MsoNormal">
<span lang="ES-TRAD">El texto anotado corresponde a la
definición de <o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
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<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Continente<o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
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<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Cordillera </span><span lang="ES-TRAD"><o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Océano <o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Relieve<o:p></o:p></span></div>
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">2. Según la Deriva Continental,
hace más de 200 millones de años existía un continente al que los científicos
denominan<o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Eurasia<o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Pangea<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Panthalasa</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Tetis<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">3. Según la explicación que nos
brinda la Deriva Continental, América del Norte se originó de la división de<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Antártida<o:p></o:p></span></div>
</td>
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<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Gondwana<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Laurasia<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Panthalasa<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">4. Según la explicación que nos
brinda la Deriva Continental, América del Sur se originó de la división de<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Antártida<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Gondwana<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Laurasia<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Panthalasa<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">5. Los grandes bloques de la
superficie terrestre cuyo movimiento ha provocado la formación de formas de
relieve se denominan<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Dorsales océanicas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Epicentros <o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Fallas tectónicas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Placas tectónicas<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">6. Las zonas de fractura de la
corteza terrestre se denominan<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l12 level1 lfo8; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Dorsales océanicas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l12 level1 lfo8; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Epicentros <o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l12 level1 lfo8; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Fallas tectónicas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l12 level1 lfo8; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Placas tectónicas<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">7. El proceso formador del relieve
que se caracteriza por el movimiento ascendente o descendente de bloques de
la corteza terrestre se denomina<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l7 level1 lfo9; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Epirogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l7 level1 lfo9; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meteorización<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l7 level1 lfo9; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Orogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l7 level1 lfo9; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Vulcanismo<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">8. La formación de montañas por el
empuje de fuerzas laterales entre bloques de la corteza terrestre se denomina<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l9 level1 lfo10; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Acumulación<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l9 level1 lfo10; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Epirogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l9 level1 lfo10; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meteorización<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l9 level1 lfo10; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Orogénesis<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">9. La formación de rocas por
solidificación del magma esta relacionado con el fenómeno denominado<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l11 level1 lfo11; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Epirogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l11 level1 lfo11; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Erosión<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l11 level1 lfo11; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meteorización<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l11 level1 lfo11; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Vulcanismo<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">10. ¿Cuál proceso corresponde al
desgaste y transportación de material de un lugar a otro de la superficie
terrestre?<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l8 level1 lfo12; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Erosión<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l8 level1 lfo12; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meteorización<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l8 level1 lfo12; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Orogénesis<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l8 level1 lfo12; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Vulcanismo<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">11. ¿Cuál proceso corresponde al
depósito de material sedimentario en las partes más bajas del terreno?<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo13; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Acumulación<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo13; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Erosión<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo13; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meteorización<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level1 lfo13; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Orogénesis<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraph" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">SEGUNDA PARTE: CORRESPONDENCIA <o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Relacione las formas de
relieve anotadas en la columna A y que corresponde a procesos formadores del
paisaje columna B). Las respuestas pueden repetirse, no quedan paréntesis en
blanco.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
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<w:OverrideTableStyleHps/>
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<m:mathFont m:val="Cambria Math"/>
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<tr style="height: 14.8pt; mso-yfti-irow: 4;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 125.9pt;" valign="top" width="126">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Meseta<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 165.95pt;" valign="top" width="166">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Vulcanismo<o:p></o:p></span></div>
</td>
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<tr style="height: 12.65pt; mso-yfti-irow: 5;">
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 125.9pt;" valign="top" width="126">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Montaña de domo<o:p></o:p></span></div>
</td>
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.55pt;" valign="top" width="206">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="50">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 165.95pt;" valign="top" width="166">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 14.45pt; mso-yfti-irow: 6;">
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 125.9pt;" valign="top" width="126">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Plegamiento <o:p></o:p></span></div>
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<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.55pt;" valign="top" width="206">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="50">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 165.95pt;" valign="top" width="166">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 6.1pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 125.9pt;" valign="top" width="126">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Valle <o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 165.95pt;" valign="top" width="166">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="height: 6.1pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;"><td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 125.9pt;" valign="top" width="126"><br /></td><td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
</td>
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
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</tbody></table>
<br />
Respuestas:<br />
<b>Selección Única: </b>1-d / 2-b / 3-c / 4-b / 5-d / 6-c / 7-a / 8-d / 9-d / 10-a / 11-a<br />
<b>Correspondencia: </b>4-2-1-2-4-3-1Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-44959066857833139002016-03-23T00:13:00.006-07:002016-03-23T00:14:13.838-07:00Generalidades de América<div class="separator" style="clear: both; text-align: justify;">
Primera lámina</div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: justify;">
Segunda lámina</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCsa75LJ1C3lLRQxDFO3TYpIYf130ieHvwKBuay_W8JnAcLBJHZ-qKfVcIcfRLUoRMoun9BVMcshFTgPt3RE5sm9DCg0MKBBOW0Fwayv5iId1CmnH5Cs3dG3GvPO8OlWgDAb7Tbmdu9enn/s1600/Captura+de+pantalla+2016-03-23+a+las+12.44.44+a.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCsa75LJ1C3lLRQxDFO3TYpIYf130ieHvwKBuay_W8JnAcLBJHZ-qKfVcIcfRLUoRMoun9BVMcshFTgPt3RE5sm9DCg0MKBBOW0Fwayv5iId1CmnH5Cs3dG3GvPO8OlWgDAb7Tbmdu9enn/s640/Captura+de+pantalla+2016-03-23+a+las+12.44.44+a.m..png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<h3>
Ejercicios de repaso</h3>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">PRIMERA PARTE: SELECCIÓN
ÚNICA <o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Instrucciones: Marque con una equis (x) la respuesta correcta para cada
ítem. <o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">1. ¿De dónde proviene el nombre de América?</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Del nombre de un
navegante y explorador italiano de apellido Vespuccio.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Del nombre del primer
europeo en llegar a América.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Una
poderosa reina de España que financió los primeros viajes a América.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l4 level2 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Una antigua diosa que, según la mitología griega, a los navegantes.</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">2. América limita al Este con el
Océano<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Atlántico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Glacial Ártico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Índico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l3 level2 lfo2; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Pacífico</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">3. América limita al Sur con el Estrecho
de<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Bering<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Drake<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Gibraltar<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Mesina</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">4. América limita al Norte con el Océano
<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Atlántico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Glacial Ártico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Índico</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l6 level1 lfo6; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Pacífico<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">5. América limita al Oeste con el
Océano <o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Atlántico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Glacial Ártico<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Índico</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Pacífico<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">6. América Anglosajona esta
compuesto por países donde predominan los idiomas<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Español y portugués<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Francés y holandés<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Inglés y francés<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Quechua y náhuatl</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="padding: 0cm 5.4pt 0cm 5.4pt; width: 547.0pt;" valign="top" width="547">
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">7. En la América Latina predomina
la población de origen<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Africano<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
<div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -14.2pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Asiático<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
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<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 499.05pt;" valign="top" width="499">
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<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 47.95pt;" valign="top" width="48">
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</span></span></span><!--[endif]--><span lang="ES-TRAD"><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
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<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Mestizo</span><span lang="ES-TRAD"><o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">SEGUNDA PARTE: CORRESPONDENCIA <o:p></o:p></span></b></div>
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<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Relacione los países
anotados en la columna A y que corresponde a regiones geográficas de América
según corresponda (columna B). Las respuestas pueden repetirse, no quedan
paréntesis en blanco.<o:p></o:p></span></div>
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<tbody>
<tr style="height: 13.1pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><b>Columna A</b><o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<br /></div>
</td>
<td colspan="2" style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="50">
<div class="MsoNormal" style="margin-left: 1.0cm;">
<br /></div>
</td>
<td style="height: 13.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 151.75pt;" valign="top" width="152">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><b>Columna B</b><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 1;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Brasil<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 2;">
<td style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="margin-bottom: 3.0pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Canadá<o:p></o:p></span></div>
</td>
<td style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="mso-list: l7 level1 lfo8; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 13.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">América del Norte<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.2pt; mso-yfti-irow: 3;">
<td style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Costa Rica<o:p></o:p></span></div>
</td>
<td style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="mso-list: l7 level1 lfo8; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 14.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">América Central Ístmica<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.45pt; mso-yfti-irow: 4;">
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Cuba<o:p></o:p></span></div>
</td>
<td style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="mso-list: l7 level1 lfo8; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 14.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">América del Sur<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 5;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Granada<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="mso-list: l7 level1 lfo8; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Antillas Mayores<o:p></o:p></span></div>
</td>
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<tr style="height: 12.65pt; mso-yfti-irow: 6;">
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Guatemala<o:p></o:p></span></div>
</td>
<td style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 219.7pt;" valign="top" width="220">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.45pt;" valign="top" width="35">
<div align="right" class="MsoListParagraph" style="mso-list: l7 level1 lfo8; text-align: right; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;"><o:p> </o:p></span></div>
</td>
<td colspan="2" style="height: 12.65pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Antillas Menores<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 6.1pt; mso-yfti-irow: 7;">
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt; mso-bidi-font-size: 12.0pt;">Jamaica<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 6.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 4.5pt; mso-yfti-irow: 8;">
<td style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">México<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 4.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 9;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Surinam<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)</span><span lang="ES-TRAD"><o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 111.75pt;" valign="top" width="112">
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">Trinidad y Tobago<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.85pt;" valign="top" width="234">
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: Arial; font-size: 11.0pt;">(<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></div>
</td>
<td style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.3pt;" valign="top" width="21">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td colspan="2" style="height: 14.8pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.1pt;" valign="top" width="180">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
Respuestas<br />
<b>Selección Única: </b>1-a / 2-a / 3-b / 4-b / 5-d / 6-c / 7-d<br />
<b>Correspondencia </b>3-1-2-4-5-2-4-1-3-5<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-31265155119334747482016-03-12T22:01:00.001-08:002016-03-22T23:33:27.443-07:00Los Estudios Sociales<div style="text-align: justify;">
El primer tema de Estudios Sociales en Séptimo Año es la definición de la asignatura. Para los estudiantes se ofrece esta imagen en la que se resume la materia correspondiente. Haga clic para ampliar.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL64RxLXGl3OWAdJeBZWQq0bAMB4JB_7n8nMyo6CW3Gh9fMjkCZdlXZUR3KjnfdeLVJqP6fXRCN9JFL0ulhQrInUHcP4uCVUNojtr3PKIyt410-9PCoYxh4wJaTiPSpib5eKmUeBzW8URJ/s1600/ES+7.+Tema-+Estudios+Sociales.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL64RxLXGl3OWAdJeBZWQq0bAMB4JB_7n8nMyo6CW3Gh9fMjkCZdlXZUR3KjnfdeLVJqP6fXRCN9JFL0ulhQrInUHcP4uCVUNojtr3PKIyt410-9PCoYxh4wJaTiPSpib5eKmUeBzW8URJ/s640/ES+7.+Tema-+Estudios+Sociales.jpg" width="640" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para el que se sienta interesado en saber de qué se trata esta asignatura, se transcriben aquí algunas líneas correspondientes al Programa de estudios de Estudios Sociales para III ciclo de la Educación General Básica que está vigente desde 2003 y que está en proceso de ser sustituido por una propuesta que se está desarrollando para ser implementada en los próximos años.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<blockquote class="tr_bq" style="text-align: justify;">
<span style="font-family: "arialmt"; font-size: 12.000000pt;">Los Estudios Sociales es la
asignatura del programa de estudios que ayuda a
conocer y estudiar, de una forma ordenada, y con un
abordaje diacrónico, los fenómenos sociales y físico-
geográficos en el ámbito nacional y en el mundial. </span></blockquote>
<blockquote class="tr_bq" style="text-align: justify;">
<span style="font-family: "arialmt"; font-size: 12pt;">Por influencia de los Estados Unidos, a partir de la
década de 1950 se llama Estudios Sociales a la
asignatura que se conforma con aportes de los
contenidos temáticos, habilidades y destrezas cognitivas
propias de la Historia, la Geografía, y otras ciencias
sociales. De hecho, en algunos países latinoamericanos
se le denomina Ciencias Sociales a esta asignatura.</span> </blockquote>
<blockquote class="tr_bq" style="text-align: justify;">
<span style="font-family: "arialmt"; font-size: 12pt;"></span><span style="font-family: "arialmt"; font-size: 12pt;">¿Para qué estudiar y aprender Estudios Sociales? Se
pueden mencionar diversas conceptualizaciones y</span> <span style="font-family: "arialmt"; font-size: 12pt;">pretensiones académicas y formativas de los Estudios
Sociales. Fundamentalmente, lo que se desea enseñar
y aprender en esta asignatura es una serie de contenidos
sociales, sobre todo de carácter multidisciplinario pero
dando énfasis a al enfoque histórico y geográfico,
establecidos de manera tal que el alumnado, parta del
conocimiento de su entorno cercano y aprehenda los
eventos más sobresalientes, protagonizados por los
grupos humanos, desde sus orígenes, hasta el presente.
Por supuesto que este conocimiento se va realizando de
forma gradual, para lograr que el estudiantado interiorice,
en forma sencilla y sin grandes complicaciones, estos
procesos históricos y los escenarios donde suceden.</span></blockquote>
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<blockquote class="tr_bq">
<span style="font-family: "arialmt"; font-size: 12.000000pt;"> </span><span style="font-family: "arialmt"; font-size: 12pt;">Pero, el fin primordial de esta asignatura es preparar al
alumnado para la solución de los problemas que enfrenta
en su entrono social y natural. De poco sirve aprender
contenidos para escribirlos en una prueba escrita.
Debemos educar para la vida, para entender mejor lo
que sucede a nuestro alrededor y sobre todo, crear
conciencia del protagonismo que tiene cada cual en este
acontecer, en una época posmoderna, donde el cambio
constante es lo único permanente.</span></blockquote>
<h3>
Preguntas de repaso</h3>
<span style="font-size: 10pt; text-indent: -14.2pt;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><span style="font-size: 10pt; text-indent: -14.2pt;">¿Cuál es el
propósito fundamental de la asignatura de Estudios Sociales?</span><br />
<div class="page" title="Page 9">
<div class="layoutArea">
<div class="column">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) conocer sobre la historia de otros países.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) obtener enseñanzas morales <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) memorizar todas las leyes del país<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) informarnos sobre la sociedad de la que somos parte.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuáles son las
dos disciplinas preponderantes de los Estudios Sociales?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Biología y Geología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">( ) Historia y Geografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Antropología y Química<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Sociología y Botánica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál opción
corresponde a dos disciplinas auxiliares de los Estudios Sociales?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía e Historia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía y Antropología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Demografía e Historia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Arqueología y Economía<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia
estudia la relación entre el ser humano y el espacio que lo rodea?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Antropología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Historia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Estadística <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia
busca la comprensión de las sociedades presente a través del estudio de su
pasado?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Demografía <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Economía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Historia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Arqueología <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia
estudia las formas de producción y distribución de la riqueza?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Sociología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Economía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Antropología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Arqueología <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia
estudia el crecimiento y composición de la población?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Demografía <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Economía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Sociología <o:p></o:p></span></div>
<span style="font-family: Calibri; font-size: 10.0pt; mso-ansi-language: ES-CR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" />
</span>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia
estudia la cultura de los pueblos?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Demografía <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Economía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Antropología <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál disciplina
hace el análisis de datos numéricos?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Historia <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Arqueología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Estadística<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia estudia las características de las
sociedades humanas actuales?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Economía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Sociología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Demografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Estadística<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -14.2pt;">
<!--[if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-size: 10.0pt;">¿Cuál ciencia estudia restos materiales de sociedades
antiguas?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Sociología <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Arqueología<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Geografía<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10.0pt;">(
) Estadística<o:p></o:p></span></div>
<!--EndFragment--><br />
<span style="font-family: "arialmt"; font-size: 12.000000pt;"><br /></span>
<span style="font-family: "arialmt"; font-size: 12.000000pt;">Respuestas: </span><span style="font-size: 13px;">1. informarnos sobre la sociedad de la que somos parte. / 2 </span><span style="font-size: 13px;">Historia y Geografía / 3. </span><span style="font-size: 13px;">Arqueología y Economía / 4. Geografía / 5. Historia / 6. Economía / 7. Demografía / 8. Antropología / 9. Estadística / 10. Sociología / 11. Arqueología.</span></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-54718635448594366892015-12-02T10:27:00.000-08:002015-12-02T10:27:09.431-08:003 de diciembre: Día Internacional de las personas con discapacidad.<div style="text-align: justify;">
El 3 de diciembre se celebra el "Día Internacional de las personas con discapacidad" establecido por la Asamblea General de la Organización de las Naciones Unidas mediante resolución 47/3 del 14 de octubre de 1992.</div>
<br />
<div style="text-align: justify;">
El tema para la celebración del 2015 es "La inclusión importa: acceso y empoderamiento para personas con todo tipo de capacidad". Vemos que se enfatiza en el concepto los conceptos de acceso y empoderamiento.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Considerando que las personas que viven con algún tipo de discapacidad enfrentan diariamente cientos de barreras que afectan su acceso a los frutos del desarrollo de sus comunidades, los Estados deben comprometerse con facilitar que todas estas personas puedan acceder a la educación, al trabajo, la vivienda, el transporte y las demás ventajas de la vida social, económica y política. A esto lo denominamos "acceso" y también corresponde a una obligación que todos los ciudadanos tenemos con la población con discapacidad.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Los seres humanos crecen en el seno de una familia, se relacionan con las instituciones, con otros individuos y forman parte de grupos; a través de este proceso, se desarrollan capacidades que sirven para que la persona alcance la autonomía que le permita tomar decisiones, construir un proyecto de vida propio y trabajar para cumplir con sus aspiraciones. A esto se le denomina "empoderamiento" y corresponde a una situación en la que un grupo desfavorecido adquiere poder e independencia para mejorar su propia situación. Las personas con discapacidad no deben ser solo objeto de las decisiones y acciones de los demás, deben convertirse en actores de los procesos para la mejora de sus condiciones y de las de toda la sociedad.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para el 2015 se han propuesto tres subtemas:</div>
<div style="text-align: justify;">
</div>
<ul>
<li>Hacer las ciudades inclusivas y accesibles para todos.</li>
<li>Mejorar los datos y estadísticas sobre discapacidad.</li>
<li>Incluir a las personas con discapacidad invisible en la sociedad y el desarrollo.</li>
</ul>
<div>
Es importante anotar que el concepto de "discapacidad invisible" no es manejado por muchas personas. En la calle vemos gente que nos parece saludable, que no aparenta ninguna limitación sensorial o motriz, pero que tiene condiciones que afectan su integración dentro de la sociedad. Sabemos que hay, por ejemplo, personas que tienen Síndrome de Asperger que enfrentan graves barreras que afectan el acceso a servicios básicos que brinda el Estado o a procesos económicos, sociales y políticos. El año 2016 es una buena oportunidad para visibilizar esas situaciones que persisten y crean arbitrariedad e injusticia en nuestros países.</div>
<div>
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEtGvQAj07RfGP84gKw1KF29g_BtDDfyUH0dpO2QeVpcwyetzpt_6sc1vbGmCn9JHeBebxQtjkLJckU6mhiHMvll4j5qDDIwKn0twIZ407gECZfnzH3mW9CN-WOOajNDpF5vzaherLxXTl/s1600/Portadas+3+de+diciembre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEtGvQAj07RfGP84gKw1KF29g_BtDDfyUH0dpO2QeVpcwyetzpt_6sc1vbGmCn9JHeBebxQtjkLJckU6mhiHMvll4j5qDDIwKn0twIZ407gECZfnzH3mW9CN-WOOajNDpF5vzaherLxXTl/s640/Portadas+3+de+diciembre.jpg" width="640" /></a></div>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-31561813339983060912015-11-22T11:25:00.000-08:002015-11-23T06:38:06.606-08:00Mauro Fernández visto por don Cleto González Víquez.<h4 style="text-align: center;">
Introducción:</h4>
<div style="text-align: justify;">
Don Mauro Fernández Acuña murió en 1905. Don Mauro fue educador, abogado, diputado, magistrado y Ministro de Instrucción Pública. En este último puesto, ejercido bajo la presidencia de Bernardo Soto (1886 -1889) le tocó impulsar una reforma profunda del sistema educativo que hizo especial énfasis en el desarrollo de lo que actualmente conocemos como el Ministerio de Educación Pública. Fue defensor de la educación laica y encarnó los ideales del liberalismo costarricense. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
En 1905, cuando el país conocía la noticia del fallecimiento de don Mauro, don Cleto González Víquez tenía 47 años de edad y acumulaba una impresionante carrera de servicio público; más adelante le correspondería ejercer la Presidencia de la República en dos ocasiones. En ese momento, que don Cleto -uno de los pilares del pensamiento liberal en Costa Rica y que fue un historiador de pluma muy competente- escribió esta semblanza sobre don Mauro Fernández.</div>
<div style="text-align: justify;">
<br /></div>
<h4 style="text-align: center;">
<i>
Mauro Fernández</i></h4>
<div style="text-align: justify;">
<i><br /></i></div>
<div style="text-align: justify;">
<i>No he conocido en Costa Rica un hombre que fuese más progresista que don Mauro. Toda idea de adelanto lo entusiasmaba, y cualquiera que iniciase un proyecto, ya para promover o fomentar una industria, ya para fundar o auxiliar un instituto de beneficencia, ya para abrir o mejorar un camino, ya para establecer o ampliar un centro de enseñanza, ya para constituir un banco, en fin para cualquiera empresa que significase un paso hacia adelante, podía contar de seguro con el apoyo y con la colaboración del señor Fernández, que como persona culta y de conocimientos generales, tenía ideas acerca de todo asunto que pudiese interesar a la comunidad.</i></div>
<div style="text-align: justify;">
<i><br /></i></div>
<div style="text-align: justify;">
<i>No fue un escritor. Fue un orador; y más que orador fue un propagandista. Su talento claro, su ilustración vasta, su palabra fácil, sus maneras atractivas, su ardor juvenil, todo en el se amoldaba a las funciones de apóstol. No miró nunca hacia el pasado: su mirada penetrante la dirigió siempre hacia el provenir. Sus trabajos no fueron disquisiciones por escrito: fueron la siembra de doctrinas, fueron hechos e instituciones. No manejó la pluma: manejaba siempre un lápiz y a quienquiera que se le acercase le dibujaba con figuras o con números, sus planes siempre beneficiosos y siempre de grande alcance.</i></div>
<div style="text-align: justify;">
<i><br /></i></div>
<div style="text-align: justify;">
<i>Jamás se afligió. La esperanza de algo siempre mejor le hacía olvidar, o por lo menos mirar con estoica indiferencia, las contrariedades de la vida. Una decepción en sus proyectos, en vez de retraerlo, lo espoleaba para nuevos y más vastos planes.</i></div>
<div style="text-align: justify;">
<i><br /></i></div>
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<i>Como hacendista, gustaba de usar del crédito, único medio de andar en países nuevos. No miraba con horror la deuda pública: comprendió bien que el Estado y el Municipio, con sus rentas ordinarias, no podrían nunca abrir las vías del progreso, y que el solo camino para avanzar es el de emplear el sobrante de las entradas, una vez cubiertos los gastos de la administración corriente, en arrendar capitales y darles un empleo productivo.</i></div>
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<i>Trabajador metódico, hombre de ideales, amante de su patria, sin las vanas vocinglerías que ostenta el patriotero, don Mauro Fernández hizo muchos bienes a Costa Rica. Llenó su misión, tuvo una vida ejemplar y mientras haya corazones agradecidos entre los costarricenses, su nombre irá unido al de nuestro país.</i></div>
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Cleto GONZÁLEZ VÍQUEZ, 1905.</div>
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Texto tomado de <i>El pensamiento liberal. Antología. </i>con prólogo, selección y bibliografía de Eugenio Rodríguez y publicado por la Editorial Costa Rica en 1979.</div>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com0tag:blogger.com,1999:blog-1297292838991058908.post-21871387236361297242015-11-01T21:20:00.002-08:002015-11-01T21:20:58.656-08:00¡Jóvenes diferentes pero iguales! (Conceptos básico y Normativa)<h3>
<span style="font-family: Arial, Helvetica, sans-serif;">Introducción</span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;">Esta unidad pretende la comprensión de la interculturalidad y la diversidad dirigida hacia la inclusión de personas con diferentes culturas, formas de pensar, sentir, creer y actuar.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La Constitución Política, desde la reforma constitucional firmada el 24 de agosto del 2015, establece en su artículo primero que <span style="background-color: white; color: #333333; text-align: justify;"><i>“Costa Rica es una República democrática, libre, independiente, multiétnica y pluricultural”</i> lo que viene a reconocer que la nacionalidad costarricense se ha constituido a partir del aporte de muchos grupos humanos diferentes: indígenas, europeos, afrodescendientes, asiáticos, centroamericanos y otros muchos. En los tiempos actuales no se puede negar la multiculturalidad y plurilingüismo que caracterizan la cultura costarricense.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333; text-align: justify;">1. Conceptos básicos.</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333; text-align: justify;">Los conceptos básicos de esta unidad se resumen en este esquema y aparecen definidos más abajo.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjFQO1i6rgLPTr0lpul52nXZF5eptF3VFMlDv5LWnPztTMM86D6b9Z0sCmWOKRNWLSKDwKBWxi-zqc85ZyG2Xv9AzWdLV_iWJSyOvoY9gh2_8bhnuo1pqP3n9vJz0X8e_-Qqj7M09ujJwA/s1600/Captura+de+pantalla+2015-11-01+a+las+9.11.24+p.m..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="346" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjFQO1i6rgLPTr0lpul52nXZF5eptF3VFMlDv5LWnPztTMM86D6b9Z0sCmWOKRNWLSKDwKBWxi-zqc85ZyG2Xv9AzWdLV_iWJSyOvoY9gh2_8bhnuo1pqP3n9vJz0X8e_-Qqj7M09ujJwA/s640/Captura+de+pantalla+2015-11-01+a+las+9.11.24+p.m..png" width="640" /></span></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333; text-align: justify;">a. </span><b style="color: #1a1a18;">Interculturalidad: </b><span style="color: #1a1a18;">Forma de relación entre culturas cuya principal característica es su intención directa de promover el diálogo y la relación entre éstas, además de su respectivo reconocimiento y visibilización social. El grado de desarrollo de esta relación depende de la amplitud de la aceptación y promoción de la diversidad. Por el contrario, atentan contra la interculturalidad obstáculos comunicativos como la lengua, políticas poco integracionistas de los Estados, jerarquizaciones sociales marcadas, sistemas económicos exclusionistas, entre otros.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">b. </span><b style="color: #1a1a18;">Diversidad: </b><span style="color: #1a1a18;">Conjunto de diferencias entre las personas o grupos humanos originadas en raza, etnia, nacionalidad, orientación sexual, sexo, género, religión, opinión política, entre otros. El aprecio y disfrute de la diversidad es una condición necesaria para el desarrollo del valor de la tolerancia.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">c. </span><b style="color: #1a1a18;">Sociedad inclusiva o incluyente: </b><span style="color: #1a1a18;">Sociedad que logra un desarrollo cuyos frutos llegan a la mayoría de la población. Es lo contrario de un desarrollo excluyente donde estos frutos se quedan en una minoría.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">d. </span><b style="color: #1a1a18;">Respeto: </b><span style="color: #1a1a18;">Actitud de reconocimiento de la igualdad de la condición humana y del principio de merecer los mismos derechos por esa sola condición. Del respeto se derivan la consideración, pero sobre todo un interés por el otro o la otra, más allá de las obligaciones explícitas que puedan existir. Aunque el término se usa comúnmente en el ámbito de las relaciones interpersonales, también aplica en las relaciones entre grupos de personas, entre países y organizaciones de diversa índole.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">e. </span><b style="color: #1a1a18;">Tolerancia activa: </b><span style="color: #1a1a18;">Es el tipo de tolerancia entusiasta de quienes tienen un aprecio por la diversidad, sea debido a la virtud intrínseca de la conformación variada de la sociedad o al aprecio por la contribución funcional para la construcción de la libertad de elección.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">f. </span><b style="color: #1a1a18;">Solidaridad: </b><span style="color: #1a1a18;">Valor que extiende la igualdad hacia la creación de oportunidades en los ámbitos social y económico. Consiste en el reconocimiento de que todas las personas tienen el derecho a un bienestar mínimo en esos ámbitos. Los espacios para la solidaridad pueden ser individuales o colectivos, públicos o privados.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #1a1a18;">g. </span><span style="font-weight: 700;">Igualdad política: </span>Valor democrático fundamental que reconoce que todas las personas, por ser seres
humanos tienen los mismos derechos y deberes ante la sociedad en su conjunto y ante las otras personas.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">h. <span style="font-weight: 700;">Otredad: </span>Es un concepto concomitante al de identidad. Es a partir de una identidad, sea individual, grupal o
nacional que se percibe al otro o a la otra. En esta percepción y en las relaciones que se establezcan con la
otredad es fundamental la competencia del diálogo, y las prácticas basadas en la tolerancia activa hacia la
diversidad y la ausencia de estereotipos.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">i. <b style="color: #1a1a18;">Migración: </b><span style="color: #1a1a18;">Incluye dos tipos de movimientos poblacionales: (i) la emigración o salida de personas o grupos del lugar de origen o de residencia habitual y (ii) la inmigración o llegada de personas a un lugar diferente al de origen o de residencia habitual. Los movimientos migratorios pueden darse dentro de los límites territoriales de un mismo país o nación (migración interna); o entre países (migración internacional).</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">j. <span style="font-weight: 700;">Racismo: </span>Ideología que establece la superioridad de unas razas o etnias sobre otras y justifica la disminución
o anulación de los derechos humanos de las personas discriminadas. Aunque la discriminación racial es un
acto que suele estar fundado en una ideología racista, no siempre lo está. Hay acciones afirmativas que
establecen discriminaciones positivas con el fin de garantizar la igualdad de las personas afectadas por el
racismo.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">k. <span style="font-weight: 700;">Xenofobia: </span>Odio u hostilidad hacia el extranjero. Es una actitud de rechazo y exclusión de toda identidad
nacional o cultural ajena a la propia. Se basa en prejuicios históricos, lingüísticos, religiosos, culturales, e
incluso nacionales, para justificar la separación total y obligatoria de diferentes grupos étnicos.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">l. <span style="font-weight: 700;">Fanatismo: </span>Pasión exacerbada e irracional hacia algo. El fanático o el grupo de fanáticos no resiste el
cuestionamiento de sus ideas o prácticas y llegan incluso al uso de la violencia para obligar a otros a seguirlos.
Los fanáticos son por tanto, intolerantes hacia la diversidad.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">m. <span style="font-weight: 700;">Discriminación: </span>Cualquier distinción, exclusión o preferencia que se hace de las personas, basadas en
motivos de raza, etnia, nacionalidad, orientación sexual, sexo, género, religión, opinión política, entre otros,
que tenga por efecto anular o alterar la igualdad de oportunidades o de trato.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333;">2. Normativa que regula los derechos y obligaciones de las personas en la sociedad costarricense como sociedad incluyente.</span></span></h3>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333;">Aquí se incluyen los textos correspondientes a normas que establecen principios para la protección de derechos de personas de diferentes grupos dentro de la sociedad costarricense.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333;">a. Constitución Política</span></span></h4>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; color: #333333;">Es la ley fundamental del país, contiene disposiciones generales sobre el funcionamiento de las instituciones del Estado y sobre los derechos políticos, individuales y sociales de los habitantes de Costa Rica.</span></span></div>
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<li><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;">ARTÍCULO 33.-</span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> Toda persona es igual ante la ley y no podrá practicarse discriminación alguna contraria a la dignidad humana. </span><i style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;">(Así reformado por el ARTÍCULO 1º de <st1:personname productid="la Ley No.7880" w:st="on">la Ley No.7880</st1:personname> de 27 de mayo de 1999)</span></i></li>
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<span style="font-family: Arial, Helvetica, sans-serif;">b. Convención Internacional sobre
la Eliminación de Todas las Formas
de Discriminación Racial </span></h4>
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<span style="font-family: Arial, Helvetica, sans-serif;">Esta convención fue adoptada por la Asamblea General de la Organización de las Naciones Unidas el 21 de diciembre de 1965 en un contexto histórico marcado por los conflictos entre grupos étnicos entre países recién independizados en el marco de los procesos de descolonización en África y Asia. En esa época era claro el rechazo frente a fenómenos como el apartheid en Sudáfrica o el conflicto entre castas en la India. La década de 1960 esta señalada también por la lucha por la defensa de los derechos civiles de la población afrodescendiente de Estados Unidos.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La </span><span style="font-family: Arial, Helvetica, sans-serif;">Convención Internacional sobre </span><span style="font-family: Arial, Helvetica, sans-serif;">la Eliminación de Todas las Formas de Discriminación Racial define el concepto de discriminación racial al tiempo que establece las obligaciones de los gobiernos en el combate a la discriminación racial. También se detallan la importancia de garantizar el goce de los siguientes derechos (Artículo 5):</span></div>
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<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la igualdad de tratamiento en los tribunales y todos los demás órganos que administran justicia; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la seguridad personal y a la protección del Estado contra todo acto de violencia o atentado contra la integridad personal cometido por funcionarios públicos o por cualquier individuo, grupo o institución; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los derechos políticos, en particular el de tomar parte en elecciones, elegir y ser elegido, por medio del sufragio universal e igual, el de participar en el gobierno y en la dirección de los asuntos públicos en cualquier nivel, y el de acceso, en condiciones de igualdad, a las funciones públicas; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Otros derechos civiles, en particular: </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a circular libremente y a elegir su residencia en el territorio de un Estado; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a salir de cualquier país, incluso del propio, y a regresar a su país; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a una nacionalidad; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho al matrimonio y a la elección del cónyuge; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a ser propietario, individualmente y en asociación con otros; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a heredar; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la libertad de pensamiento, de conciencia y de religión; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la libertad de opinión y de expresión; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la libertad de reunión y de asociación pacíficas;</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">e) Los derechos económicos, sociales y culturales, en particular: </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho al trabajo, a la libre elección de trabajo, a condiciones equitativas y satisfactorias de trabajo, a la protección contra el desempleo, a igual salario por trabajo igual y a una remuneración equitativa y satisfactoria; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a fundar sindicatos y a sindicarse; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la vivienda; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la salud pública, la asistencia médica, la seguridad social y los servicios sociales; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a la educación y la formación profesional; </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho a participar, en condiciones de igualdad, en las actividades culturales;</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El derecho de acceso a todos los lugares y servicios destinados al uso público, tales como los medios de transporte, hoteles, restaurantes, cafés, espectáculos y parques.</span></li>
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<span style="font-family: Arial, Helvetica, sans-serif;">c. Ley Integral para la Persona Adulta Mayor (Ley 7935)</span></h4>
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<span style="font-family: Arial, Helvetica, sans-serif;">Esta ley fue aprobada en 1999. La sensibilidad hacia los derechos de las personas adultas mayores ha hecho que el Estado costarricense construya normas e instituciones que velan por la protección del creciente sector de población mayor a los 65 años de edad. Por razones de espacio, únicamente, se enumeran los derechos de las personas adultas mayores conforme a la Ley 7935 (artículos</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Para la defensa de la calidad de vida:</span></div>
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<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El acceso a la educación, en cualquiera de sus niveles, y a la preparación adecuada
para la jubilación.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La participación en actividades recreativas, culturales y deportivas promovidas por
las organizaciones, las asociaciones, las municipalidades y el Estado.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La vivienda digna, apta para sus necesidades, y que le garantice habitar en entornos
seguros y adaptables.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El acceso al crédito que otorgan las entidades financieras públicas y privadas.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El acceso a un hogar sustituto u otras alternativas de atención, con el fin de que se
vele por sus derechos e intereses, si se encuentra en riesgo social.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La atención hospitalaria inmediata, de emergencia, preventiva, clínica y de
rehabilitación.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La pensión concedida oportunamente, que le ayude a satisfacer sus necesidades
fundamentales, haya contribuido o no a un régimen de pensiones.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La asistencia social, en caso de desempleo, discapacidad o pérdida de sus medios de
subsistencia.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La participación en el proceso productivo del país, de acuerdo con sus posibilidades,
capacidades, condición, vocación y deseos.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La protección jurídica y psicosocial a las personas adultas mayores afectadas por la
violencia física, sexual, psicológica y patrimonial.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El trato preferencial cuando efectúe gestiones administrativas en las entidades
públicas y privadas.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">La unión con otros miembros de su grupo etáreo, en la búsqueda de soluciones para
sus problemas. </span></li>
</ul>
<br />
</div>
</div>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Para la defensa de los derechos laborales:</span></div>
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<div class="layoutArea">
<div class="column">
<ul>
<li><span style="font-family: Calibri; text-align: justify;"><span style="font-size: x-small;">Ser seleccionadas para ocupar cualquier puesto, siempre que sus calidades y
capacidades las califiquen para desempeñarlo. No podrán ser discriminadas por razón
de su edad.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;"> Contar con los horarios laborales y los planes vacacionales adecuados a sus
necesidades, siempre que tal adecuación no perjudique la buena marcha de la entidad
empleadora.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Disfrutar de los mismos derechos que los otros trabajadores. No serán explotadas
física, mental ni económicamente. </span></span></li>
</ul>
<br />
</div>
</div>
</div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Derechos de usuarios y residentes en establecimientos privados (hogares diurnos, albergues, etc):</span></div>
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</div>
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<div class="layoutArea">
<div class="column">
<br />
<ul>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Relacionarse afectivamente con sus familiares u otras personas con las que desee
compartir, asimismo, recibir sus visitas dentro de los horarios adecuados.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Recibir información previa de todos los servicios que presta dicho establecimiento y
del costo de estos.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Ser informada respecto de su condición de salud y la participación del tratamiento
que requiere.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Oponerse a recibir tratamiento médico experimental y con exceso de medicamentos
(polifarmacia).</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">No ser trasladada ni removida del establecimiento sin haberlo consentido, excepto
si se le informa, por escrito y con un mínimo de treinta días de anticipación, de que se
le va a dar de alta o de la existencia de otras razones para el traslado o la remoción. En
ambos casos, las razones del traslado deben quedar fundamentadas en el expediente
que, obligatoriamente, deben tener de cada residente o usuario.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">No ser aislada, excepto por causas terapéuticas, para evitar que se dañe a sí misma o
perjudique a otras personas. Si se requiriere el aislamiento, deberá ser respaldado por
una orden extendida por un equipo profesional competente. La condición de
aislamiento deberá revisarse periódicamente. Dicha revisión se hará constar en los
expedientes clínicos.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Administrar sus propias finanzas o elegir a una persona para que se las administre y
recibir informes trimestrales del responsable de manejarlas. Cuando resida en forma
permanente en un hogar o albergue, deberá contribuir con el costo de su estancia
hasta con un máximo del noventa por ciento (90%) de su ingreso por concepto de
pensión mensual.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Gozar de privacidad durante las visitas de su cónyuge o compañero.</span></span></li>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Cuando ambos cónyuges o compañeros sean residentes, deberá suministrárseles un
dormitorio común, siempre que las facilidades del establecimiento lo permitan.</span></span></li>
<li><span style="font-size: x-small;"><span style="font-family: Calibri;">Circular libremente tanto dentro del establecimiento como fuera de él, siempre que
las condiciones físicas y mentales se lo permitan.</span><span style="font-family: Calibri;"> </span></span></li>
</ul>
<br />
</div>
</div>
</div>
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</div>
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<div class="column">
<span style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Derecho a la integridad</span><br />
<br />
<ul>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Las personas adultas mayores tendrán derecho a que se respete su integridad física,
psíquica y moral. Este derecho comprende la protección de su imagen, autonomía,
pensamiento, dignidad y valores. </span></span></li>
</ul>
<br />
</div>
</div>
</div>
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</div>
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<div class="layoutArea">
<div class="column">
<span style="font-family: Arial, Helvetica, sans-serif; text-align: justify;">Derecho a la imagen</span><br />
<br />
<ul>
<li><span style="font-family: Calibri;"><span style="font-size: x-small;">Prohíbese publicar, reproducir, exponer, vender o utilizar, en cualquier forma,
imágenes o fotografías de personas adultas mayores para ilustrar informaciones
referentes a acciones u omisiones que se les atribuyan, sean de carácter delictivo,
contravenciones o riñan con la moral o las buenas costumbres. </span></span></li>
</ul>
</div>
</div>
</div>
<h4>
<span style="font-family: Arial, Helvetica, sans-serif;">d. Ley Indígena (Ley 6172)</span></h4>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Esta ley fue creada en 1977 y en los últimos años se ha insistido mucho sobre la urgencia de crear una norma que la sustituya. Entre los aspectos más notables de la Ley 6172 se debe considerar la creación de la figura de las Comunidades Indígenas como entidades no estatales con <i>plena capacidad jurídica para adquirir derechos y contraer obligaciones de toda clase.</i></span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">La ley indígena también incluye normas que regulan el funcionamiento de las reservas indígenas como territorios regidos por los indígenas según sus estructuras comunitarias tradicionales o de las leyes de la República. También se establecen limitaciones sobre las actividades las personas no indígenas en estos espacios.</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">En la actualidad subsisten ocho grupos indígenas que habitan en 24 territorios distribuidos por todo el país.</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrpKlKI3Zs72G_TjZl4QEhCAvrCrcfn3LMQUrJ4e6fe5LschFgHRU9LtW58Fx2gu8-K6kTXH82wR7pOeM3coGwDJnBEnfyg493MDBoSZE_uZOGlNtokLv9HGpb-WjMIh6E8Ce55F2n3ODn/s1600/Captura+de+pantalla+2015-11-01+a+las+10.39.00+p.m..png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="436" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrpKlKI3Zs72G_TjZl4QEhCAvrCrcfn3LMQUrJ4e6fe5LschFgHRU9LtW58Fx2gu8-K6kTXH82wR7pOeM3coGwDJnBEnfyg493MDBoSZE_uZOGlNtokLv9HGpb-WjMIh6E8Ce55F2n3ODn/s640/Captura+de+pantalla+2015-11-01+a+las+10.39.00+p.m..png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Imagen tomada del Cuarto Informe del Estado de la Educación</td></tr>
</tbody></table>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<h4>
<span style="font-family: Arial, Helvetica, sans-serif;">e. Ley de Igualdad de Oportunidades para las Personas con Discapacidad (Ley 7600)</span></h4>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Esta ley fue creada en 1996 y estableció normas generales para la protección e los derechos de las personas que tienen cualquier limitación física, mental o sensorial que limita, sustancialmente, una o más de sus actividades principales.</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Los objetivos de la Ley 7600 son:</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
</div>
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<br />
<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Servir como instrumento a las personas con discapacidad para que alcancen su máximo
desarrollo, su plena participación social, así como el ejercicio de los derechos y deberes
establecidos en nuestro sistema jurídico.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Garantizar la igualdad de oportunidades para la población costarricense en ámbitos como:
salud, educación, trabajo, vida familiar, recreación, deportes, cultura y todos los demás
ámbitos establecidos. </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Eliminar cualquier tipo de discriminación hacia las personas con discapacidad.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Establecer las bases jurídicas y materiales que le permitan a la sociedad costarricense
adoptar medidas necesarias para la equiparación de oportunidades, y la no discriminación de
las personas con discapacidad.</span></li>
</ul>
<br />
<h4>
<span style="font-family: Arial, Helvetica, sans-serif;">f. Ley General sobre VIH-SIDA (Ley 7771)</span></h4>
<div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">En 1981 se identificó la enfermedad del Síndrome de Inmunodeficiencia Adquirida (SIDA) que se ha convertido en una pandemia que ha causado la muerte de millones de personas en todo el Mundo. Desde ese momento comenzaron a producirse actos de discriminación motivados principalmente por miedo, odio o fanatismo religioso.</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">La ley 7771, creada en 1998, vino a establecer medidas para proteger los derechos de las personas portadoras del Virus de Inmunodeficiencia Humana (VIH) que provoca el SIDA. Además, se creó la norma que indica la discriminación contra personas con VIH-SIDA como una contravención:</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
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</div>
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<span style="font-weight: 700;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Artículo 48.- Discriminación
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Quien aplique, disponga o practique medidas discriminatorias por raza,
nacionalidad, género, edad, opción política, religiosa o sexual, posición social, situación
económica, estado civil o por algún padecimiento de salud o enfermedad, será sancionado
con pena de veinte a sesenta días multa.
</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">El juez podrá imponer, además, la pena de inhabilitación que corresponda, de
quince a sesenta días. </span></div>
</div>
</div>
</div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<h4>
<span style="font-family: Arial, Helvetica, sans-serif;">g. Ley de Migración y Extranjería (Ley 8487)</span></h4>
<div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">En 2005 se creó la Ley de Migración y Extranjería que vino a regular el ingreso e ingreso de personas costarricenses y extranjeras al territorio nacional, así como la permanencia de personas extranjeras en el país. El artículo 8 de esta ley indica los aspectos que el Estado debe tomar en cuenta al planificar la política migratoria:</span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoBodyText" style="margin: 0cm 0cm 0.0001pt; text-align: justify;">
</div>
<div class="page" title="Page 4">
<div class="layoutArea">
<div class="column">
<br />
<ul>
<li><span style="font-family: Calibri; font-size: 12pt;">L</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">os planes de desarrollo nacional, regional o sectorial relacionados con los
recursos humanos calificados disponibles y los que se requieran para su
cumplimiento.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los planes de inversión pública o privada para los fines mencionados en el
inciso anterior.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los informes del Ministerio de Trabajo y Seguridad Social, sobre la inopia que
el país registra en cuanto a personas profesionales, científicas y técnicas, en las
áreas de educación, investigación, desarrollo industrial, agropecuario, turístico,
así como en otras actividades definidas como prioritarias; asimismo, sobre el
desarrollo que Costa Rica requiere de actividades y mano de obra calificada
como inexistente o de mano de obra no calificada como insuficiente.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los informes de la Caja Costarricense de Seguro Social (CCSS) sobre la
capacidad del Sistema de Seguridad Social para atender las corrientes
inmigratorias. </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">e. Los requerimientos e informes suministrados sobre el desarrollo que el país
requiere de actividades y mano de obra calificada como inexistente y no
calificada como insuficiente por los Ministerios de Agricultura, Economía,
Comercio Exterior y Trabajo y Seguridad Social, así como el Ministerio de
Planificación y el Instituto Costarricense de Turismo (ICT).</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Las restricciones que establezca, por seguridad pública, el Poder Ejecutivo.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los planes de desarrollo turístico elaborados por el ICT, en función de las
necesidades y prioridades que enfrente el sector turismo.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los informes del Ministerio de Educación Pública en relación con la
capacidad locativa de las instituciones oficiales de enseñanza, así como la
disposición de recursos para atender los programas de comedores escolares y
becas estudiantiles.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los informes que emitan el Ministerio de Vivienda y Asentamientos
Humanos, el Ministerio de Planificación y el Instituto Nacional de Estadística y
Censos, sobre los factores vinculados al incremento poblacional y la densidad
demográfica.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Los requerimientos e informes suministrados por las empresas estatales y las
cámaras empresariales, agropecuarias, agroindustriales, pesqueras, turísticas o
similares, que programen la expansión de sus actividades; para lo cual
necesitarán mano de obra calificada como inexistente o considerada como
insuficiente en el país, o mano de obra no calificada para realizar trabajos
estacionales. </span></li>
</ul>
<br />
<br />
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com1tag:blogger.com,1999:blog-1297292838991058908.post-17549348957637609172015-10-08T13:35:00.001-07:002015-10-08T13:37:05.721-07:00Periodos de la Historia Antigua de América <h3>
Periodización de la Historia Antigua de América</h3>
<div style="text-align: justify;">
El estudio la historia antigua de América tiene dos problemas interesantes para llegar a su comprensión. En primer lugar, abarca un período de tiempo muy prolongado, de varios miles de años. Además, es necesario entender que en las diferentes regiones de América se produjeron procesos históricos que pueden hacer que, equivocadamente, pensemos que hubo pueblos que estuvieron más o menos "avanzados" o "atrasados".</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Es preciso entender que en cada región de América se dieron condiciones que llevaron a diferentes construcciones culturales, políticas, económicas y sociales. Algunas etnias desarrollaron prodigios de tecnología y construcción que pueden impresionarnos profundamente, pero eso no justifica que califiquemos a otros pueblos con las etiquetas de "más atrasados" o "menos avanzados".</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
La periodización de la historia antigua de América nos lleva a distinguir varias fases que no se registraron de igual forma en todo el continente. Distinguiremos los siguientes períodos: lítico, arcaico, preclásico, clásico y posclásico.</div>
<h4>
<b>1. Período Lítico o Paleoindio (desde el doblamiento de América hasta el 6000 a.C.)</b></h4>
<div style="text-align: justify;">
Este es el período más largo de la historia americana, abarca varios miles de años desde la llegada de los primeros pobladores al continente (entre 40.000 y 27.000 años a.C) hasta cerca del 6.000 a.C.</div>
<div style="text-align: justify;">
</div>
<ul>
<li>Predominan las bandas de cazadores y recolectores nómadas.</li>
<li>Se producen herramientas de piedra (lithos), de ahí proviene la denominación de "lítico". Las herramientas más comunes eran puntas de flecha, cuchillos y raspadores.</li>
<li>La diferenciación social no pudo ser muy profunda debido al reducido tamaño de las bandas y porque todos sus miembros tenían que ocuparse de la búsqueda de alimentos.</li>
</ul>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinRqJ4-sJPfIPwxL6JSSCyIgCWOCDn0aJb9QSu4p78pXN8RQvm62WQqToX2PpVVrZsoAsBeNuJhZnYnRlTBOaE4YPSE7xztlIxXG85x4ZiP6ALzFfchQ7odoKaJ-_JyW444YjGe4IidtHc/s1600/punta+clovis.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinRqJ4-sJPfIPwxL6JSSCyIgCWOCDn0aJb9QSu4p78pXN8RQvm62WQqToX2PpVVrZsoAsBeNuJhZnYnRlTBOaE4YPSE7xztlIxXG85x4ZiP6ALzFfchQ7odoKaJ-_JyW444YjGe4IidtHc/s320/punta+clovis.jpg" width="191" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Punta de piedra construida por la Cultura Clovis, una de las más antiguas de América del Norte (Nuevo México, Estados Unidos, entre 11.000 y 10.000 a.C)</i></td></tr>
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<b>2. Período Arcaico o Preformativo (entre el 6.000 y el 1.500 a.C.)</b></h4>
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Hacia el año 6.000 a.C. se produjo un profundo cambio climático que trajo condiciones distintas para la población humana en América.</div>
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<li>Se produce la domesticación de plantas y animales. El caso más relevante es el desarrollo en el cultivo del maíz.</li>
<li>Inicia la agricultura de forma incipiente. Los primeros pasos en esta actividad se dieron en México y Perú.</li>
<li>Empiezan a construirse formas de organización social más complejas.</li>
<li>Sedentarización estacional. </li>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObYbzQZuS01zlyGBcOAtt4s6VG8bQoJFzy_txlUKtEsS-FrEscBQi6OncIPqwwoNusMGBVjCiOGB-r4z94dDXQgN_xlG-3MdtXH1hQ-8SLXKbIv7oOgiQ78JRxuadnISdyFVv-xx183XR/s1600/ab8cc4049dfea11ef04ad190216659c1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObYbzQZuS01zlyGBcOAtt4s6VG8bQoJFzy_txlUKtEsS-FrEscBQi6OncIPqwwoNusMGBVjCiOGB-r4z94dDXQgN_xlG-3MdtXH1hQ-8SLXKbIv7oOgiQ78JRxuadnISdyFVv-xx183XR/s320/ab8cc4049dfea11ef04ad190216659c1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">El maíz, como nosotros lo conocemos, es el producto de un proceso de selección artificial en el que los<br />
antiguos americanos fueron modificando la planta de teocintle hasta domesticarlo completamente.</td></tr>
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<b>3. Período Preclásico o Formativo (entre 1.500 a.C. y 300)</b></h4>
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Hacia el año 1.500 a.C. se consolidó la agricultura. Aparecen civilizaciones más complejas: Olmecas y Chavín de Huantar.</div>
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<li>Se consolida la agricultura como actividad fundamental de los pueblos americanos.</li>
<li>Desarrollo de técnicas cada vez más sofisticadas en actividades como la sestearía y la producción de cerámica y textiles.</li>
<li>Constitución de aldeas y jerarquías sociales más complejas.</li>
<li>Desarrollo de rituales religiosos y centros ceremoniales.</li>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj92Kv9JzG8voECd588JsfG5bVEwXYOI08JEvjbnlDpR9-J9BbtF6xA4_KKmUEcfMpJMI0aVkk8e9Vid4RAELAjtMMzkJSteITK039p1V64xyKuKPt9PqGp2V3YZBDMMDAYIXjOSH9h3H2a/s1600/Chavin.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj92Kv9JzG8voECd588JsfG5bVEwXYOI08JEvjbnlDpR9-J9BbtF6xA4_KKmUEcfMpJMI0aVkk8e9Vid4RAELAjtMMzkJSteITK039p1V64xyKuKPt9PqGp2V3YZBDMMDAYIXjOSH9h3H2a/s400/Chavin.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alrededor del centro ceremonial de Chavín de Huantar (Perú) se desarrolló una de las culturas más destacables del Área Andina.</td></tr>
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<b>4. Período Clásico (300 - 900)</b></h4>
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El perfeccionamiento en las técnicas agrícolas provocó un aumento en la disponibilidad de excedentes. Crecieron las ciudades, destacando ejemplos como Teotihuacán (México), Tikal (Guatemala) o Tiahuanaco (Bolivia).</div>
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<li>Grandes ciudades: Tiahuanaco, Tikal, Copán, Teotihuacán, Tula.</li>
<li>División del trabajo más compleja.</li>
<li>Mayor desarrollo de la actividad científica y la escritura jeroglífica (Mesoamérica)</li>
<li>Mayor complejidad de las estructuras políticas: ciudades-estado mayas.</li>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigEUaCkuIcAu5G9LVC1nUNAKBDy775Pt3KNWNYtYNSTXbErlziI4hqXWyR4jOt5TSJk9lw-rNM05yfITSOcNzlbRTv3XzGKHvr-6KJMe92nOc4WFTiYYeNx6q1G8j9U_QOi9swAjR6tK2p/s1600/tour-tiahuanaco-3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigEUaCkuIcAu5G9LVC1nUNAKBDy775Pt3KNWNYtYNSTXbErlziI4hqXWyR4jOt5TSJk9lw-rNM05yfITSOcNzlbRTv3XzGKHvr-6KJMe92nOc4WFTiYYeNx6q1G8j9U_QOi9swAjR6tK2p/s400/tour-tiahuanaco-3.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La ciudad de Tiahuanaco (Bolivia) fue el centro de una de las culturas más notables del período Clásico en Bolivia.</td></tr>
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<b>5. Período Posclásico (300 - 900)</b></h4>
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Es la etapa inmediatamente anterior a la llegada de los europeos. Algunos de los pueblos indígenas desarrollan estados militares y expansionistas.</div>
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<li>Formas políticas y sociales más complejas.</li>
<li>Grandes imperios: aztecas e incas.</li>
<li>Ciudades mayas de la Península de Yucatán.</li>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUwfKXW7fhWUbxFxeb9AF5PAUssaArC0HStMvfmEK6eCWGo1gyKHnBslF_HcS_7vTyo-ax1gqCgl2lPDdARXs6NnXA4dnxWCMGXDsVaoKTCf-F0HKx-uecxUVaH-3gqkA-sz7y_ZjlpWef/s1600/MACHU-PICCHU.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUwfKXW7fhWUbxFxeb9AF5PAUssaArC0HStMvfmEK6eCWGo1gyKHnBslF_HcS_7vTyo-ax1gqCgl2lPDdARXs6NnXA4dnxWCMGXDsVaoKTCf-F0HKx-uecxUVaH-3gqkA-sz7y_ZjlpWef/s400/MACHU-PICCHU.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Machu Pichu fue una de las muchas ciudades del Imperio Inca que se extendió por Colombia, Ecuador, Perú, Bolivia, Chile y Argentina.</td></tr>
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Conclusión: el choque con los pueblos europeos.</h3>
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La conquista europea fue un proceso violento; muchos pueblos antiguos desaparecieron en la oscuridad, víctimas de las epidemias, las armas y la servidumbre impuestas para servir a un orden económico impuesto. </div>
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Sin embargo, durante la colonia y hasta el tiempo presente varias etnias han podido sobrevivir manteniendo viva parte de su cultura ancestral. América Latina tiene millones de descendientes de los antiguos mayas, quechuas, aymaras, guaraníes y otros antiguos pueblos que se resistieron a desaparecer.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXlPX61gJb1p_AZtTlB0EERx9Gu4ZhbAm4TkTc__kPXjMgxH5n50wCTsXbYrD4f0QhNP_2OWTJ0n7ALhAmTBqO1BFnjUzwrTVfy-IbV49dsscGcgxBNB4LgLo0Wl1AQT16SPfc3av_ES7E/s1600/artesana_de_guatemala_alex-s.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXlPX61gJb1p_AZtTlB0EERx9Gu4ZhbAm4TkTc__kPXjMgxH5n50wCTsXbYrD4f0QhNP_2OWTJ0n7ALhAmTBqO1BFnjUzwrTVfy-IbV49dsscGcgxBNB4LgLo0Wl1AQT16SPfc3av_ES7E/s400/artesana_de_guatemala_alex-s.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Indígena maya ofreciendo productos artesanales en un mercado (Guatemala)</td></tr>
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Roberto Monge Duránhttp://www.blogger.com/profile/08479767753239772439noreply@blogger.com3