<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3959937292089109311</id><updated>2012-01-29T19:16:33.456+01:00</updated><category term='LA SEGUNDA REVOLUCIÓN INDUSTRIAL'/><category term='EL LIBERALISMO'/><category term='BIENVENIDOS'/><category term='LA PRIMERA GUERRA MUNDIAL'/><category term='NOTICIAS EXAMEN 1º BACHILLERATO'/><category term='LAS REVOLUCIONES LIBERALES DEL SIGLO XIX'/><category term='EXÁMENES DE 4º DE LA ESO'/><category term='EXÁMENES DE 1º DE BACHILLERATO'/><category term='EL FASCISMO ITALIANO'/><category term='LA REVOLUCIÓN FRANCESA'/><category term='EL NACIONALISMO'/><category term='EL MOVIMIENTO FEMINISTA'/><category term='ACTIVIDADES 1º BACHILLERATO'/><category term='LA EXPANSIÓN DE EEUU'/><category term='EL IMPERIALISMO COLONIAL'/><category term='LA ILUSTRACIÓN'/><category term='TÉCNICAS DE TRABAJO'/><category term='LA REVOLUCIÓN RUSA Y LA CONSTRUCCIÓN DEL ESTADO SOVIÉTICO'/><category term='EL MUNDO ACTUAL'/><category term='DEL S. XIX AL S. XX'/><category term='LOS DESCUBRIMIENTOS GEOGRÁFICOS (4ºESO)'/><category term='EL MOVIMIENTO OBRERO'/><category term='LA GUERRA FRÍA'/><category term='LA INDEPENDENCIA DE LOS EEUU'/><category term='TEXTOS COMENTADOS'/><category term='LA 1ª REVOLUCIÓN INDUSTRIAL EN GRAN BRETAÑA'/><category term='GRÁFICOS COMENTADOS'/><category term='EL SIGLO XVIII EN ESPAÑA'/><category term='LA II REPÚBLICA ESPANYOLA'/><category term='SALUDOS'/><category term='LA SEGUNDA GUERRA MUNDIAL'/><category term='EL ANTIGUO RÉGIMEN'/><category term='LA REVOLUCIÓN LIBERAL EN ESPAÑA'/><category term='LA UNIFICACIÓN ALEMANA'/><category term='TREBALL MONOGRÀFIC D&apos;INVESTIGACIÓ'/><category term='INTRODUCCIÓN AL MUNDO CONTEMPORÁNEO'/><category term='programación'/><category term='JAPÓN EN EL S. XIX'/><category term='EL NAZISMO ALEMÁN'/><category term='EXAMENS 4 t. ESO'/><category term='EXÁMENES 4º ESO'/><category term='LA ÉPOCA DE ENTREGUERRAS: LOS FASCISMOS'/><category term='LA RESTAURACIÓN (1814-1815)'/><category term='EXÁMENES DE MAPAS 4º DE LA ESO'/><category term='ACTIVIDADES 4º ESO'/><category term='LA CRISIS DE 1929 Y LA GRAN DEPRESIÓN'/><category term='LA UNIFICACIÓN ITALIANA'/><category term=' ESPAÑA EN LOS INICIOS DEL S. XX'/><category term='EL IMPERIO NAPOLEÓNICO'/><title type='text'>LA HISTORIA DEL MUNDO CONTEMPORÁNEO. CLAVES.</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default?start-index=101&amp;max-results=100'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>205</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-5075027008721851291</id><published>2012-01-27T18:38:00.000+01:00</published><updated>2012-01-27T18:38:07.425+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL IMPERIALISMO COLONIAL'/><title type='text'>LA ECONOMIA Y LA SOCIEDAD DE LAS COLONIAS</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-4-z1QRixKwM/TyLgpN8OI8I/AAAAAAAACeg/nYK2VPflyBY/s1600/la+sociedad+colonial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-4-z1QRixKwM/TyLgpN8OI8I/AAAAAAAACeg/nYK2VPflyBY/s320/la+sociedad+colonial.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-BQmpM5-tCIw/TyLgqZqDVFI/AAAAAAAACeo/YePrNu1AXWc/s1600/la+economia+colonial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-BQmpM5-tCIw/TyLgqZqDVFI/AAAAAAAACeo/YePrNu1AXWc/s320/la+economia+colonial.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-cCBhiBx4nlk/TyLgreLj-4I/AAAAAAAACew/xmsdF7DIsg0/s1600/modelos+admon+imp+colo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-cCBhiBx4nlk/TyLgreLj-4I/AAAAAAAACew/xmsdF7DIsg0/s320/modelos+admon+imp+colo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; Algunos esquemas para visualizar la organización económica y social de las colonias creadas por las metrópolis imperialistas. Y un esquema (de producción ajena) que abunda en los modelos de administración colonial.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-5075027008721851291?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/5075027008721851291/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=5075027008721851291' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5075027008721851291'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5075027008721851291'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2012/01/la-economia-y-la-sociedad-de-las.html' title='LA ECONOMIA Y LA SOCIEDAD DE LAS COLONIAS'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-4-z1QRixKwM/TyLgpN8OI8I/AAAAAAAACeg/nYK2VPflyBY/s72-c/la+sociedad+colonial.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-4048676585805205123</id><published>2012-01-27T09:36:00.000+01:00</published><updated>2012-01-27T09:36:29.163+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL IMPERIALISMO COLONIAL'/><title type='text'>EL IMPERIALISMO COLONIAL: LOS MODELOS DE ADMINISTRACIÓN COLONIAL.</title><content type='html'>Los siguientes esquemas permiten hacerse una idea de las distintas formas de administración y organización de los imperios coloniales. Las potencias aplicaron distintos modelos según las características de los territorios que quedaron bajo su dominio, como podrás apreciar en el primer esquema.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/R9AxNsDVzZI/AAAAAAAAAlE/_D8wMcGjmx4/s1600-h/EL+IMPERIALISMO+COLONIAL++MODELOS+DE+ORGANIZACI%C3%93N.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5174690083081932178" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/R9AxNsDVzZI/AAAAAAAAAlE/_D8wMcGjmx4/s400/EL+IMPERIALISMO+COLONIAL++MODELOS+DE+ORGANIZACI%C3%93N.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R9AxIMDVzYI/AAAAAAAAAk8/4hv6ci3X7ds/s1600-h/LA+ORGANIZACI%C3%93N+DE+LA+ADMINISTRACI%C3%93N+COLONIAL.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5174689988592651650" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R9AxIMDVzYI/AAAAAAAAAk8/4hv6ci3X7ds/s400/LA+ORGANIZACI%C3%93N+DE+LA+ADMINISTRACI%C3%93N+COLONIAL.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-4048676585805205123?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/4048676585805205123/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=4048676585805205123' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/4048676585805205123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/4048676585805205123'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/03/el-imperialismo-colonial-los-modelos-de.html' title='EL IMPERIALISMO COLONIAL: LOS MODELOS DE ADMINISTRACIÓN COLONIAL.'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/R9AxNsDVzZI/AAAAAAAAAlE/_D8wMcGjmx4/s72-c/EL+IMPERIALISMO+COLONIAL++MODELOS+DE+ORGANIZACI%C3%93N.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-4125143147728518997</id><published>2012-01-22T20:16:00.000+01:00</published><updated>2012-01-22T20:16:08.223+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA 1ª REVOLUCIÓN INDUSTRIAL EN GRAN BRETAÑA'/><title type='text'>ESQUEMES SOBRE EL LIBERALISME ECONÒMIC I EL APITALISME</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/S16dh7sYTSI/AAAAAAAABgU/fProqpLdqQI/s1600-h/principis+del+liberalisme+econ%C3%B2mic.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5430951406940474658" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/S16dh7sYTSI/AAAAAAAABgU/fProqpLdqQI/s400/principis+del+liberalisme+econ%C3%B2mic.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/S16dcgdzvqI/AAAAAAAABgM/hnmcHx4B6oc/s1600-h/bases+del+capitalisme.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5430951313732255394" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/S16dcgdzvqI/AAAAAAAABgM/hnmcHx4B6oc/s400/bases+del+capitalisme.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-4125143147728518997?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/4125143147728518997/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=4125143147728518997' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/4125143147728518997'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/4125143147728518997'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2010/01/esquemes-sobre-el-liberalisme-economic.html' title='ESQUEMES SOBRE EL LIBERALISME ECONÒMIC I EL APITALISME'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/S16dh7sYTSI/AAAAAAAABgU/fProqpLdqQI/s72-c/principis+del+liberalisme+econ%C3%B2mic.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-8654949242709450050</id><published>2012-01-20T10:03:00.000+01:00</published><updated>2012-01-20T10:03:40.504+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL IMPERIALISMO COLONIAL'/><title type='text'>LOS IMPERIOS COLONIALES Y LAS CAUSAS QUE DETERMINARON SU FORMACIÓN</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R8Q0tIfU_MI/AAAAAAAAAkM/7xWx2dHmiC8/s1600-h/EL+IMPERIALISMO+COLONIAL+mapa+mundi.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5171316222105812162" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R8Q0tIfU_MI/AAAAAAAAAkM/7xWx2dHmiC8/s400/EL+IMPERIALISMO+COLONIAL+mapa+mundi.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R8Q0jIfU_LI/AAAAAAAAAkE/VHoIBUO6kCs/s1600-h/EL+IMPERIALISMO+COLONIAL+causas.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5171316050307120306" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R8Q0jIfU_LI/AAAAAAAAAkE/VHoIBUO6kCs/s400/EL+IMPERIALISMO+COLONIAL+causas.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-8654949242709450050?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/8654949242709450050/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=8654949242709450050' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8654949242709450050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8654949242709450050'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/02/los-imperios-coloniales-y-las-causas.html' title='LOS IMPERIOS COLONIALES Y LAS CAUSAS QUE DETERMINARON SU FORMACIÓN'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/R8Q0tIfU_MI/AAAAAAAAAkM/7xWx2dHmiC8/s72-c/EL+IMPERIALISMO+COLONIAL+mapa+mundi.gif' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-7160916620048192917</id><published>2012-01-16T17:54:00.000+01:00</published><updated>2012-01-16T17:54:01.722+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='TEXTOS COMENTADOS'/><title type='text'>UN EJEMPLO DE COMENTARIO DEL TEXTO DE MONTESQUIEU: LA SEPARACIÓN DE PODERES</title><content type='html'>&lt;b&gt;1. PRESENTACIÓN Y CLASIFICACIÓN:&lt;/b&gt;El presente texto es un fragmento del ensayo “El Espíritu de las Leyes”, de Montesquieu, pensador y jurista francés que se enmarca dentro de la corriente crítica de la Ilustración francesa. El ensayo fue publicado en 1748, durante la época del Antiguo Régimen en Francia, reinando Luís XV. Se trata de un texto de naturaleza histórico-literaria, primaria y directa, ya que el autor nos presenta en él su teoría sociológica del gobierno y del derecho, como una crítica de la forma de gobierno de la época en la que vivió. La obra tuvo una enorme repercusión en su tiempo y fue traducida a numerosos idiomas, ejerciendo una gran influencia sobre los liberales que protagonizaron la Revolución francesa de 1789 y la posterior construcción de regímenes constitucionales en toda Europa, convirtiéndose en un dogma del Derecho Constitucional que ha llegado hasta nuestros días.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2. ANÁLISIS DEL TEXTO:&lt;/b&gt;La idea principal del texto alude a que el Estado está constituido por tres clases de poderes (Legislativo, Ejecutivo y Judicial); el autor especifica las funciones de cada uno de ellos a lo largo del primer párrafo del texto.&lt;br /&gt;Esta idea-fuerza le sirve a Montesquieu para establecer lo que él considera condición necesaria para la “libertad política de un ciudadano”, esto es: la existencia de seguridad y de libertad. El autor cuestiona con esta afirmación la naturaleza de la monarquía absoluta, un sistema de gobierno donde todo el poder estaba concentrado en una misma persona o institución, el rey, que podía actuar de forma arbitraria y sin ningún tipo de limitación o freno legal; esta ausencia de limitaciones al poder del rey era una fuente de intranquilidad y de inseguridad, ya que el gobierno descansaba en el temor de los súbditos, no sobre su libertad. La libertad y la seguridad son pues, para el autor, la clave de cualquier sistema de gobierno que pretenda garantizar la igualdad legal de todos los ciudadanos. Es en el segundo párrafo del texto donde el autor hace esta afirmación.&lt;br /&gt;En el tercer y último párrafo Montesquieu desarrolla la tesis principal de su ensayo: la necesidad de separar los tres poderes del Estado, de manera que no recaigan en una sola persona o institución; sólo esta separación puede garantizar la libertad de los ciudadanos y, lo que es fundamento ideológico de su tesis, la ausencia de despotismo o tiranía. En su análisis el autor argumenta con claridad que la concentración o la suma de varios poderes sólo puede conducir a la opresión y a la arbitrariedad. La frase que mejor concreta esta afirmación es la que dice: “Todo estaría perdido si el mismo hombre, el mismo cuerpo de personas principales, de los nobles o del pueblo, ejerciera los tres poderes (...).” Con esta tesis pone en cuestión uno de los pilares fundamentales del antiguo régimen, la monarquía absoluta, a la que acusa de arbitraria y despótica, en la medida en que el rey es la única institución soberana (“El Estado soy yo”) y de él emanan todos los poderes. Lo que Montesquieu propondrá será un sistema donde la voluntad del rey, poseedora del poder ejecutivo, se vea limitada y contrapesada por un poder legislativo de carácter representativo y un poder judicial independiente que se limite a hacer cumplir las leyes. El modelo en el que se inspirará será el de la monarquía británica, donde una Parlamento representativo actuaba como contrapeso del poder real y compartía con él la soberanía y el gobierno.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;3. CONCLUSIONES:&lt;/b&gt;En definitiva, este ensayo fue una obra capital del pensamiento político de la Ilustración y su crítica del despotismo que representaba la monarquía absoluta de origen divino en Francia y en todo el continente europeo. Sus múltiples ediciones lo convertirán en uno de los puntales ideológicos del liberalismo político y de los regímenes constitucionales.&lt;br /&gt;El primer estado que fue capaz de llevar a la práctica los postulados de Montesquieu fue la joven república de los EEUU, que en su Constitución proclamaba la separación de poderes como condición necesaria para la libertad y la felicidad de los ciudadanos. En su propio país, Francia, los políticos que llevaron a cabo la revolución a partir de 1789 se inspiraron directamente en él. La posterior construcción de regímenes constitucionales en toda Europa, lo convirtieron en un dogma del Derecho Constitucional que ha llegado hasta nuestros días.&lt;br /&gt;Pero, junto a este componente innovador, no puede olvidarse el carácter conservador de la monarquía limitada que proponía Montesquieu, en la que procuró salvaguardar el declinante poder de los grupos privilegiados (como la nobleza, a la que él mismo pertenecía), aconsejando, por ejemplo, su representación exclusiva en una de las dos cámaras del Parlamento. Aún así, su legado sigue siendo fundamental para entender el delicado sistema de equilibrios y contrapoderes que constituyen la esencia de las democracias contemporáneas.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-7160916620048192917?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/7160916620048192917/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=7160916620048192917' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7160916620048192917'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7160916620048192917'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2007/09/comentario-del-texto-de-montesquieu-la.html' title='UN EJEMPLO DE COMENTARIO DEL TEXTO DE MONTESQUIEU: LA SEPARACIÓN DE PODERES'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-2326075191842357283</id><published>2012-01-13T09:50:00.000+01:00</published><updated>2012-01-13T09:50:13.385+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA SEGUNDA REVOLUCIÓN INDUSTRIAL'/><title type='text'>LAS NUEVAS FORMAS DE ORGANIZACIÓN EMPRESARIAL EN EL CONTEXTO DE LA 2ª REVOLUCIÓN INDUSTRIAL</title><content type='html'>El siguiente esquema plantea algunas circunstancias básicas para entender el desarrollo de las nuevas formas de organización del trabajo y de las empresas. El proceso de expansión capitalista iniciado entonces y la progresiva mundialización de la economía, llegan hasta nuestros días. Hoy hablamos de globalización para referirnos a este proceso. El crecimiento en tamaño de las empresas y las distintas formas que éstas adoptaron, sigue siendo un rasgo actual de la economía capitalista. La libre competencia entre las empresas, no excluye la voluntad de éstas, cuando pueden, de conseguir el monopolio del mercado. Las prácticas monopolísticas u oligopolistas son un hecho habitual que, en muchos casos, pagamos muy caro los consumidores y, a la larga, el propio sistema económico. Seguiremos hablando de ello en clase.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R7RweIfU_GI/AAAAAAAAAjc/D53CyFZEw1U/s1600-h/nuevas+formas+de+organizaci%C3%B3n+empresarial.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5166878335478070370" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R7RweIfU_GI/AAAAAAAAAjc/D53CyFZEw1U/s400/nuevas+formas+de+organizaci%C3%B3n+empresarial.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-2326075191842357283?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/2326075191842357283/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=2326075191842357283' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2326075191842357283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2326075191842357283'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/02/las-nuevas-formas-de-organizacin.html' title='LAS NUEVAS FORMAS DE ORGANIZACIÓN EMPRESARIAL EN EL CONTEXTO DE LA 2ª REVOLUCIÓN INDUSTRIAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/R7RweIfU_GI/AAAAAAAAAjc/D53CyFZEw1U/s72-c/nuevas+formas+de+organizaci%C3%B3n+empresarial.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-6266918920174611903</id><published>2012-01-13T09:49:00.000+01:00</published><updated>2012-01-13T09:49:12.850+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA SEGUNDA REVOLUCIÓN INDUSTRIAL'/><title type='text'>LA SEGUNDA REVOLUCIÓN INDUSTRIAL</title><content type='html'>Los siguientes esquemas os facilitarán el conocimiento y comprensión de los grandes cambios tecnológicos, económicos y empresariales, que se producen en esta época.&lt;br /&gt;&lt;br /&gt;Esquema nº 1: planteamiento básico de la Segunda Revolución Industrial.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R6da36zq3TI/AAAAAAAAAiw/WKCX7okwMiY/s1600-h/LA+2%C2%AA+REV+INDUSTRIAL++ESQUEMA+B%C3%81SICO.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5163195414528843058" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R6da36zq3TI/AAAAAAAAAiw/WKCX7okwMiY/s400/LA+2%C2%AA+REV+INDUSTRIAL++ESQUEMA+B%C3%81SICO.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Esquema nº 2: Factores que posibilitaron la Segunda Revolución Industrial.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R6dazKzq3SI/AAAAAAAAAio/EU9u3mEhxnk/s1600-h/LA+2%C2%AA+REV+INDUSTRIAL+ESQUEMA+DE+DESARROLLO.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5163195332924464418" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R6dazKzq3SI/AAAAAAAAAio/EU9u3mEhxnk/s400/LA+2%C2%AA+REV+INDUSTRIAL+ESQUEMA+DE+DESARROLLO.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Esquema nº 3: Consecuencias de la Segunda Revolución Industrial.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R6dau6zq3RI/AAAAAAAAAig/wR8rGtU7R8Y/s1600-h/LA+2%C2%AA+REV+INDUSTRIAL+ESQUEMA+DE+DESARROLLO+II.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5163195259910020370" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R6dau6zq3RI/AAAAAAAAAig/wR8rGtU7R8Y/s400/LA+2%C2%AA+REV+INDUSTRIAL+ESQUEMA+DE+DESARROLLO+II.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-6266918920174611903?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/6266918920174611903/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=6266918920174611903' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6266918920174611903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6266918920174611903'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/02/la-segunda-revolucin-industrial.html' title='LA SEGUNDA REVOLUCIÓN INDUSTRIAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/R6da36zq3TI/AAAAAAAAAiw/WKCX7okwMiY/s72-c/LA+2%C2%AA+REV+INDUSTRIAL++ESQUEMA+B%C3%81SICO.gif' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-9156051359318773262</id><published>2012-01-12T19:25:00.000+01:00</published><updated>2012-01-12T19:25:46.344+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA 1ª REVOLUCIÓN INDUSTRIAL EN GRAN BRETAÑA'/><title type='text'>LA REVOLUCIÓN AGRÍCOLA</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/TS311JCMNaI/AAAAAAAACGI/Vh8RJvcraUI/s1600/la%2Brevo%2Bagricola%2B1.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5561371408179410338" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/TS311JCMNaI/AAAAAAAACGI/Vh8RJvcraUI/s400/la%2Brevo%2Bagricola%2B1.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/TS31vWii2qI/AAAAAAAACGA/P2qupyE9IB4/s1600/los%2Bcercamientos.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5561371308725557922" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/TS31vWii2qI/AAAAAAAACGA/P2qupyE9IB4/s400/los%2Bcercamientos.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;Un par de esquemas para comprender la Revolución Industrial en Gran Bretaña y, por extensión, en Europa. El sistema Norfolk y los "cercamientos" son, entre otros factores, los que impulsaron el desarrollo de la agricultura capitalista en G. Bretaña. El crecimiento de la producción agrícola y la mejora en la calidad y variedad de los alimentos, harán posible el crecimiento sostenido de la población, lo que a su vez seguirá estimulando las innovaciones técnicas con el fin de mejorar la productividad y aumentar la producción y los beneficios de los&amp;nbsp; propietarios agrícolas.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-9156051359318773262?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/9156051359318773262/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=9156051359318773262' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/9156051359318773262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/9156051359318773262'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2011/01/la-revolucion-agricola.html' title='LA REVOLUCIÓN AGRÍCOLA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/TS311JCMNaI/AAAAAAAACGI/Vh8RJvcraUI/s72-c/la%2Brevo%2Bagricola%2B1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-7923494792039388244</id><published>2012-01-10T19:11:00.003+01:00</published><updated>2012-01-10T19:11:51.925+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EXÁMENES 4º ESO'/><title type='text'>1 ER. EXAMEN DE 4º DE LA ESO DE LA 2ª EVALUACIÓN</title><content type='html'>Estimados alumnos, aquí os dejo la lista de objetivos para el próximo examen del dia 25 de enero (4º B)&amp;nbsp; y 26 de enero (4º A).&lt;br /&gt;&lt;br /&gt;&lt;b&gt;OBJETIVOS CONCEPTUALES: &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;1. Explicar qué es el "Liberalismo" y el "Nacionalismo como ideologías que se oponen al sistema de la Restauración absolutista.&lt;br /&gt;2. Explicar las características (principios políticos, paises y consecuencias) de las revoluciones liberales de 1820 y 1830.&lt;br /&gt;3. Explicar las causas de la Revolución de 1848, su desarrollo en los paises afectados y por qué fue conocida como "la primavera de los pueblos".&lt;br /&gt;4. Explicar los procesos de unificación nacional de Alemania e Italia.&lt;br /&gt;5. Explicar la situación de Europa a finales del s. XIX.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;CONCEPTOS (vocabulario) BÁSICOS:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;ciudadano, soberanía nacional, soberanía popular, derecho de propiedad, democracia, nación, nacionalidad, estado, nacionalismo, unión aduanera, derechos sociales.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;MAPAS POLÍTICOS&lt;/b&gt;:&lt;br /&gt;Además, realizaremos un control sobre los siguientes MAPAS POLÍTICOS:&lt;br /&gt;- Mapa político de España: provincias y capitales de provincia; comunidades autónomas y capitales respectivas.&lt;br /&gt;- Mapa político de Europa: estados y capitales. Paises que forman la Unión Europea.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;FUENTES BÁSICAS PARA LA PREPARACIÓN DEL EXAMEN:&lt;/b&gt;&lt;br /&gt;- &lt;i&gt;Mapa de la expansión de la revolución de 1848.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Pintura de Eugène Delacroix: La libertad guiando al pueblo.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Mapa de la unificación política de Italia y de Alemania.&lt;/i&gt;&lt;br /&gt;&lt;i&gt;- Discurso de Bismarck, 1862, sobre la unificación de Alemania.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 78%;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-weight: bold;"&gt;ESTRUCTURA DEL EXAMEN:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-weight: bold;"&gt;1. Una cuestión de vocabulario: definir algunos conceptos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-weight: bold;"&gt;2. Responder a dos preguntas de las enunciadas en los objetivos conceptuales.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-weight: bold;"&gt;3. Analizar de forma guiada (mediante preguntas) alguna de las fuentes citadas.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-weight: bold;"&gt;4. Control de mapas. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 78%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-7923494792039388244?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/7923494792039388244/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=7923494792039388244' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7923494792039388244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7923494792039388244'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2012/01/1-er-examen-de-4-de-la-eso-de-la-2.html' title='1 ER. EXAMEN DE 4º DE LA ESO DE LA 2ª EVALUACIÓN'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-2373698058972218314</id><published>2012-01-10T16:05:00.000+01:00</published><updated>2012-01-10T16:05:12.868+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA 1ª REVOLUCIÓN INDUSTRIAL EN GRAN BRETAÑA'/><title type='text'>LA PRIMERA REVOLUCIÓN INDUSTRIAL</title><content type='html'>&lt;br /&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.76pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;;"&gt;UNA LECTURA: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.76pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;;"&gt;Els factorsque impulsaren la industrialització britànica (model de la PRIMERA REVOLUCIÓN INDUSTRIAL)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span&gt;&lt;span style="color: #f0a22e; font-family: &amp;quot;Wingdings 2&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;"Examineu la nostra situació, considereul'avantatge que Déu i la naturalesa ens han donat, i la destinació que se'nspromet. Ens trobem en &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;els confins del'Europa occidental&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, en el principal &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;punt d'unió entre elvell i el nou món&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;. Els &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;descobriments de laciència&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, els progressos de &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;la navegació&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, ens han col·locat a menys de deu dies de Nova York.En relació a la nostra població i a la superfície del nostre país, tenim una &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;extensió de coste&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;s &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;superior a les de qualsevol altra nació, la qual cosa &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;ens assegura l'hegemonia i lasuperioritat en el mar&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;. El &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;ferro i el carbó&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, aqueixos nervis de la producció, ens proporcionen enla gran competició de la indústria un avantatge sobre els nostres rivals. Elnostre &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;capital&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt; sobrepassa en moltal que ells disposen (...) El nostre &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;caràcter nacional&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;les institucionslliures &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;que ens administren, la nostra &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;llibertat depensament i d'acció&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;una premsa &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;sense cortapises que &lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic; font-weight: bold;"&gt;difon tots elsdescobriments i tots els avanços de la ciència&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;, es combinen amb els nostres avantatges naturals ifísiques per a col·locar-nos al capdavant de les nacions que es beneficien dellliure intercanvi dels seus productes. És llavors aquest el país que sesostraurà de la competència?"&lt;/span&gt;&lt;span style="color: #4e3b30; font-family: &amp;quot;Franklin Gothic Book&amp;quot;;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-weight: bold;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Discursde Sir Robert Peel al Parlament, 16 de febrer de 1846.&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;;"&gt;El anterior&amp;nbsp; document pot ser aclaridor respecte a per qué la industrialització va començar a Gran Bretanya i no en un altre pais. &amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;L'esquema fa una clasificació dels diferents factors:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-uAWbFZXW3OE/TwxTQhSEJxI/AAAAAAAACdc/aCPxrCK4Gww/s1600/LA+INDUSTRIALITZACIO%25CC%2581+DE+LES+SOCIETATS+EUROPEES.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-uAWbFZXW3OE/TwxTQhSEJxI/AAAAAAAACdc/aCPxrCK4Gww/s320/LA+INDUSTRIALITZACIO%25CC%2581+DE+LES+SOCIETATS+EUROPEES.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.32pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-style: italic;"&gt;&amp;nbsp;&lt;b&gt;Recodeu afegir-lo al vostre quadern de treball.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: &amp;quot;Franklin Gothic Book&amp;quot;; font-size: 18.0pt; language: es-ES_tradnl; mso-ascii-font-family: &amp;quot;Franklin Gothic Book&amp;quot;; mso-bidi-font-family: &amp;quot;ＭＳ Ｐゴシック&amp;quot;; mso-fareast-font-family: &amp;quot;ＭＳ Ｐゴシック&amp;quot;; mso-font-kerning: 12.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-2373698058972218314?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/2373698058972218314/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=2373698058972218314' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2373698058972218314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2373698058972218314'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2012/01/la-primera-revolucion-industrial.html' title='LA PRIMERA REVOLUCIÓN INDUSTRIAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-uAWbFZXW3OE/TwxTQhSEJxI/AAAAAAAACdc/aCPxrCK4Gww/s72-c/LA+INDUSTRIALITZACIO%25CC%2581+DE+LES+SOCIETATS+EUROPEES.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-1094841234100282119</id><published>2012-01-09T19:16:00.001+01:00</published><updated>2012-01-09T19:16:24.855+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEL S. XIX AL S. XX'/><title type='text'>LA SITUACIÓN DE LAS GRANDES POTENCIAS EN EL CAMBIO DE SIGLO XIX AL XX</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-rlq9-wu7RCs/TwsuNSskJeI/AAAAAAAACcs/JApawJXM6a0/s1600/turquia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-rlq9-wu7RCs/TwsuNSskJeI/AAAAAAAACcs/JApawJXM6a0/s320/turquia.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bvT676HE1xw/TwsuSraefqI/AAAAAAAACc0/hwPzBN4tshs/s1600/rusia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-bvT676HE1xw/TwsuSraefqI/AAAAAAAACc0/hwPzBN4tshs/s320/rusia.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-xqqY2BpvJ-Q/TwsuWuS_oNI/AAAAAAAACc8/jnQeniTZKEY/s1600/austria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-xqqY2BpvJ-Q/TwsuWuS_oNI/AAAAAAAACc8/jnQeniTZKEY/s320/austria.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-qGg0qUZFqOk/TwsuYsUuQ-I/AAAAAAAACdE/JB0RcU3Eg_I/s1600/alemania.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-qGg0qUZFqOk/TwsuYsUuQ-I/AAAAAAAACdE/JB0RcU3Eg_I/s320/alemania.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-bBO16VNoEcY/TwsuaY2Oo5I/AAAAAAAACdM/K00c3vIQwaE/s1600/Francia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-bBO16VNoEcY/TwsuaY2Oo5I/AAAAAAAACdM/K00c3vIQwaE/s320/Francia.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-O8vq6vB7HWI/Twsucr2J17I/AAAAAAAACdU/309y5DEvXfE/s1600/reino+unido.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-O8vq6vB7HWI/Twsucr2J17I/AAAAAAAACdU/309y5DEvXfE/s320/reino+unido.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Una serie de mapas conceptuales y visuales para fijar algunas de las claves internas y externas del periodo 1870-1914.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-1094841234100282119?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/1094841234100282119/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=1094841234100282119' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1094841234100282119'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1094841234100282119'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2012/01/la-situacion-de-las-grandes-potencias.html' title='LA SITUACIÓN DE LAS GRANDES POTENCIAS EN EL CAMBIO DE SIGLO XIX AL XX'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-rlq9-wu7RCs/TwsuNSskJeI/AAAAAAAACcs/JApawJXM6a0/s72-c/turquia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-5604399100319697397</id><published>2012-01-09T19:09:00.001+01:00</published><updated>2012-01-09T19:09:50.184+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DEL S. XIX AL S. XX'/><title type='text'>VISIÓN DE CONJUNTO DEL PERIODO 1870-1914</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-xyB3hhtn7iI/Twsp9VuNX7I/AAAAAAAACck/04SzLhGepwI/s1600/VISIO%25CC%2581N+DE+CONUNTO+DEL+PERIODO+1870-1914.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-xyB3hhtn7iI/Twsp9VuNX7I/AAAAAAAACck/04SzLhGepwI/s320/VISIO%25CC%2581N+DE+CONUNTO+DEL+PERIODO+1870-1914.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La etapa que se abre con el final de los procesos de unificación política de Italia y Alemania (d. 1870), asiste al desarrollo de procesos de distinta naturaleza que, no obstante, convergen en el estallido de la Primera Guerra Mundial en 1914. Las continuas innovaciones tecnológicas, el afianzamiento del capitalismo y su expansión mundial, producen una nueva aceleración en las transformaciones económicas, lo que obliga a hablar de una SEGUNDA REVOLUCIÓN INDUSTRIAL y del ascenso de nuevas potencias industriales extraeuropeas (EEUU, Japón). Asimismo los avances sociales y políticos que conlleva el progresivo avance de la democracia en Europa (y occidente), son compatibles con una nueva definición del &lt;b&gt;fenómeno imperialista y colonial &lt;/b&gt;que algunas naciones europeas emprenden en estos mismos años, configurando grandes imperios a escala planetaria y contribuyendo a la occidentalización de la civilización mundial y a la globalización económica que el gran capitalismo necesita.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Segunda Revolución Industrial e Imperialismo colonial son procesos ligados de forma directa e indistinguible, por cuanto se nutren mutuamente. La emergencia de nuevas potencias, como Alemania o los EEUU, junto con la expansión imperialista y &lt;b&gt;las tensiones nacionalistas&lt;/b&gt; que agitaban las aguas políticas de los viejos imperios europeos (en lo territorial, como ha quedado claro en clase), son factores determinantes en el estallido de la &lt;b&gt;&lt;i&gt;Gran Guerra&lt;/i&gt;.&lt;/b&gt; El&amp;nbsp; periodo comprendido entre 1870 y 1914 es, a pesar de todo, una época de relativa paz entre las potencias y de prosperidad económica. Las formas de vida cambiarán de manera irreversible, dejando atrás (en grandes áreas del globo) a las viejas sociedades rurales y campesinas que aún no habían sido transformadas industrialmente. Ahora, si. Paz y prosperidad no exentas, como es obvio, de enormes tensiones políticas y sociales, pero paz al fin y al cabo y esplendor de los valores de la civilización occidental, que parecia alcanzar su cima. Todo ello será barrido por la brutalidad de la guerra.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-5604399100319697397?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/5604399100319697397/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=5604399100319697397' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5604399100319697397'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5604399100319697397'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2012/01/vision-de-conjunto-del-periodo-1870.html' title='VISIÓN DE CONJUNTO DEL PERIODO 1870-1914'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-xyB3hhtn7iI/Twsp9VuNX7I/AAAAAAAACck/04SzLhGepwI/s72-c/VISIO%25CC%2581N+DE+CONUNTO+DEL+PERIODO+1870-1914.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-3198567883080664013</id><published>2011-12-15T18:37:00.000+01:00</published><updated>2011-12-15T18:37:19.362+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO FEMINISTA'/><title type='text'>EL MOVIMIENTO FEMINISTA MODERNO</title><content type='html'>Con este esquema finalizamos el estudio de los movimientos sociales enmarcados dentro del MOVIMIENTO OBRERO. Recordad que, inicialmente, hay que diferenciar el nacimiento del MOVIMIENTO SUFRAGISTA de lo que es el Movimiento feminista moderno, surgido de dicho movimiento, pero más ambicioso en sus reivindicaciones de plena igualdad.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R6AwnKzq3PI/AAAAAAAAAiQ/sai-Jw3p0JY/s1600-h/movimiento+feminista+moderno.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5161178622440692978" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R6AwnKzq3PI/AAAAAAAAAiQ/sai-Jw3p0JY/s400/movimiento+feminista+moderno.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;span style="font-size: 85%;"&gt;En esta entrada os proporciono, además, infrmación complementaria para una mejor comprensión de este proceso histórico.&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;Los orígenes&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;   El movimiento feminista moderno surgió en Gran Bretaña y en EEUU, en la segunda mitad del siglo XIX, impulsado por mujeres de clase media de ideas próximas al liberalismo. En el siglo XX, el feminismo se difundió poco a poco entre las mujeres obreras. La lucha por el derecho al voto de la mujer se convirtió en una reivindicación fundamental en la primera mitad del siglo (movimiento sufragista).  No obstante, también se exigía la igualdad en otros ámbitos: igualdad ante la ley (sobre todo con respecto al marido; legalización del divorcio), en la enseñanza (especialmente en el acceso a niveles universitarios), en el mundo laboral (igualdad de salarios), etc.&lt;br /&gt; La sociedad industrial y el liberalismo no aportaron cambios significativos a la situación política, legal y económica de las mujeres, que siguieron estando discriminadas respecto a los varones. Tan solo abrió el camino hacia el trabajo femenino en las fábricas y las minas, pero en condiciones de una extrema explotación e igualmente diferenciadas salarialmente de sus compañeros de trabajo. Por otro lado, la mujer tuvo vetadas las áreas profesionales de más responsabilidad así como la educación superior, siendo relegada en el caso de la burguesa al ámbito doméstico.&lt;br /&gt;  El liberalismo en mayor medida transformó el status de los hombres que alcanzaron primero el sufragio censitario y más tarde el universal. Pero las mujeres quedaron excluidas de ambos sistemas electorales. De estas circunstancias arrancó a partir de la segunda mitad del siglo XIX el movimiento sufragista que reivindicaba el derecho al voto de las mujeres como paso previo al feminismo cuyo objetivo era la igualdad de derechos respecto a los hombres.&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;El desarrollo&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;   Los cambios políticos, económicos y sociales que vinieron unidos a lo que los historiadores han denominado “Segunda Revolución Industrial”, iniciada en la década de 1870, provocaron una clara aceleración del movimiento feminista en el último tercio del siglo XIX. El mayor protagonismo y seguimiento del feminismo estuvo condicionado por claros cambios sociales en los países más desarrollados. En Gran Bretaña, por ejemplo, a principios del siglo XX, el 70.8% de las mujeres solteras, entre 20 y 45 años, tenían un trabajo remunerado. También en el Reino Unido, en 1850 se observaba cómo el número absoluto de mujeres solteras mayores de 45 años,  había crecido entre las clases medias. La "carrera del matrimonio" registraba así un cierto retroceso para muchas mujeres, no sólo como proyecto de vida, sino también como opción económica. Otro elemento clave lo constituyó la incorporación de la mujer al trabajo durante la Primera Guerra Mundial para sustituir a los hombres que habían marchado al frente. La conciencia de su valor social alentó sus demandas del derecho de sufragio en casi todos los países.&lt;br /&gt; El movimiento sufragista no estuvo constituido por grandes masas y arraigó con más fuerza en las mujeres urbanas de clase media que poseían un cierto grado de educación. Las obreras antepusieron sus reivindicaciones de clase a sus propios intereses como mujeres. Las campesinas por su baja formación, su dedicación íntegra al trabajo, la carencia de tiempo libre y su aislamiento, fueron las últimas y más reacias a incorporarse a los movimientos emancipadores femeninos.&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;Algunas protagonistas&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;   Por lo demás, las principales abanderadas del sufragismo y posteriormente del feminismo fueron las británicas y las estadounidenses, seguidas de escandinavas y holandesas. Conocidas figuras en el movimiento por la emancipación femenina fueron la británica Emmeline Pankhurst (1858-1928), fundadora de la Unión Social y Política de Mujeres (WSPU) e inspiradora de diversos tipos de protesta (manifestaciones, huelgas de hambre, etc); Emily Davison, quien murió en 1913 en una de sus acciones de protesta arrojándose a los pies de un caballo de la cuadra real en una carrera en Derby; la española Concepción Arenal (1829-1893) quien asistió a la Universidad Complutense vestida de hombre por estar vetada la enseñanza universitaria a la mujer; o la alemana Rosa Luxemburgo (1870-1919) significada miembro del comunismo alemán.&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;La aceleración&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;   El punto de inflexión decisivo en la concienciación social de la mujer tuvo lugar con la Primera Gran Guerra (1914-1918). Durante este conflicto la mujer suplió al hombre que luchaba en el frente en sus habituales tareas, poniendo de relieve que si era competente para realizar trabajos propios del varón también lo era para gozar de sus derechos. En 1920 le fue concedido el voto a todas las mujeres británicas que habían cumplido los 20 años, en tanto que en España tal autorización se retrasó hasta el año 1931 con la proclamación de la Segunda República. No obstante, en el caso de nuestro país, la Guerra Civil (1926-39) y la posterior dictadura franquista (hasta 1976), devolvieron a la mujer el estatus anterior a la Segunda República en todo lo referido a sus derechos civiles; cosa que, por otra parte, también sucedió para el conjunto de los hombres. Habrá que esperar a la reinstauración de la democracia en España, a partir de 1977, para que las mujeres, y los hombres, alcanzasen, por fin, el pleno reconocimiento de sus derechos civiles, tal y como ha quedado reconocido en la Constitución de 1978.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-3198567883080664013?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/3198567883080664013/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=3198567883080664013' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/3198567883080664013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/3198567883080664013'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/el-movimiento-feminista-moderno.html' title='EL MOVIMIENTO FEMINISTA MODERNO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GyVE4dH43Ww/R6AwnKzq3PI/AAAAAAAAAiQ/sai-Jw3p0JY/s72-c/movimiento+feminista+moderno.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-1910191892065990236</id><published>2011-12-14T20:41:00.001+01:00</published><updated>2011-12-14T20:41:21.671+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA INTERVENCIÓN DEL ESTADO A FINALES DEL S. XIX</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HB4YjHK7I_s/Tuj7qld8BbI/AAAAAAAACbs/iyPe_-A0SuM/s1600/EL+MOVIMIENTO+OBRERO+III1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-HB4YjHK7I_s/Tuj7qld8BbI/AAAAAAAACbs/iyPe_-A0SuM/s320/EL+MOVIMIENTO+OBRERO+III1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;El esquema que hemos utilizado en clase para ilustrar el papel del Estado en las sociedades europeas de finales del s. XIX.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-1910191892065990236?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/1910191892065990236/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=1910191892065990236' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1910191892065990236'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1910191892065990236'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2011/12/la-intervencion-del-estado-finales-del.html' title='LA INTERVENCIÓN DEL ESTADO A FINALES DEL S. XIX'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-HB4YjHK7I_s/Tuj7qld8BbI/AAAAAAAACbs/iyPe_-A0SuM/s72-c/EL+MOVIMIENTO+OBRERO+III1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-7974706671187641064</id><published>2011-12-13T18:32:00.000+01:00</published><updated>2011-12-13T18:32:26.513+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA DOCTRINA SOCIAL DE LA IGLESIA</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/SzJBttCbMzI/AAAAAAAABeQ/UPgGg-zGnv8/s1600-h/la+doctrina+social+de+la+Iglesia+cat%C3%B3lica.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5418465555119813426" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/SzJBttCbMzI/AAAAAAAABeQ/UPgGg-zGnv8/s400/la+doctrina+social+de+la+Iglesia+cat%C3%B3lica.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;     &lt;span style="font-size: 85%;"&gt;Ante el imparable proceso de industrialización, el constante crecimiento de las masas obreras y de la conflictividad social, hubo católicos que criticaron la explotación a la que estaba siendo sometido el proletariado. Surgió de ese modo la denominada “doctrina social de la Iglesia”, condensada en una serie de documentos, entre los que cabe destacar la encíclica Rerum novarum (“De las cosas nuevas”), promulgada en 1891 por el Papa León XIII. En ella se preconizaba un orden social basado en la justicia y la caridad, exhortando al Estado a socorrer a las clases más desfavorecidas y alentando el asociacionismo de los trabajadores.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;LEAMOS UN FRAGMENTO DE LA ENCÍCLICA:&lt;br /&gt;&lt;span style="font-style: italic;"&gt;“[Los empresarios] no deben considerar al obrero como un esclavo; que deben respetar la dignidad de la persona y la nobleza que a esa persona agrega el carácter cristiano. (…)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Al pretender los socialistas que los bienes de los particulares pasen a la comunidad, agravan la condición de los obreros, pues, quitándoles el derecho a disponer libremente de su salario, les arrebatan toda esperanza de poder mejorar su situación económica y obtener mayores provechos. (…) Por ser el hombre el único animal dotado de inteligencia, hay que concederle necesariamente la facultad, no sólo de usar las cosas presentes, como los demás animales, sino de poseerlas también con derecho estable y perpetuo. (…) Se halla en la misma ley natural el fundamento y razón de la división de bienes y de la propiedad privada.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;[Cómo solucionar los problemas sociales] (…) Esta solución habrán de darla los obreros cristianos, si, agrupados en asociaciones y valiéndose de consejeros prudentes, vuelven a entrar por el camino que con gran provecho, particular y público, siguieron antiguamente sus antepasados. (…) [deberes de los obreros] poner íntegra y fielmente el trabajo que libre y equitativamente se ha contratado; no perjudicar de modo alguno al capital, ni hacer violencia personal contra sus amos; al tratar de defender sus propios derechos, abstenerse de la fuerza y no armar sediciones, ni asociarse con hombres malvados y pérfidos que falsamente les hagan concebir desmedidas esperanzas.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Fragmentos de la encíclica Rerum novarum (1891)&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   La encíclica Rerum novarum (1891) deploraba la opresión y virtual esclavitud de los numerosísimos pobres por parte de «un puñado de gente muy rica» y preconizaba salarios justos y el derecho a organizar sindicatos (preferiblemente católicos), aunque rechazaba vigorosamente el socialismo y mostraba poco entusiasmo por la democracia. Las clases y la desigualdad, afirmaba León XIII, constituyen rasgos inalterables de la condición humana, como son los derechos de propiedad. Condenaba el socialismo como ilusorio y sinónimo del odio y el ateísmo.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   La doctrina social de la Iglesia, sin embargo, se limitó a consejos encaminados a ilustrar a los fieles sobre cómo afrontar los retos sociales y económicos del mundo moderno desde los presupuestos de la fe cristiana. Negó la existencia de la lucha de clases, tal y como preconizaba el marxismo, y propuso en su lugar la armonía, la convivencia y el diálogo entre patronos y obreros, exhortando a los primeros a mitigar la miseria de los segundos. De igual modo protegió la propiedad privada combatida por marxistas y anarquistas, considerándola como un instrumento al servicio del bien común.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-7974706671187641064?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/7974706671187641064/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=7974706671187641064' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7974706671187641064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7974706671187641064'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2009/12/la-doctrina-social-de-la-iglesia.html' title='LA DOCTRINA SOCIAL DE LA IGLESIA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/SzJBttCbMzI/AAAAAAAABeQ/UPgGg-zGnv8/s72-c/la+doctrina+social+de+la+Iglesia+cat%C3%B3lica.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-245708312019832654</id><published>2011-12-13T18:31:00.000+01:00</published><updated>2011-12-13T18:31:48.256+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA CONTROVERSIA REVISIONISTA Y LA CRISIS DE LA II INTERNACIONAL</title><content type='html'>Con estos esquemas completamos nuestra visión sobre la evolución de la II Internacional y, dadas las circunstancias que provocaron la crisis del movimiento socialista internacional, su desaparición.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R5suVazq3NI/AAAAAAAAAiA/aPdXazx62yU/s1600-h/el+revisionismo.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5159768743591206098" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R5suVazq3NI/AAAAAAAAAiA/aPdXazx62yU/s400/el+revisionismo.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R5suK6zq3MI/AAAAAAAAAh4/XEg_DxvUoTM/s1600-h/la+desaparici%C3%B3n+de+la+II+Internacional.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5159768563202579650" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R5suK6zq3MI/AAAAAAAAAh4/XEg_DxvUoTM/s400/la+desaparici%C3%B3n+de+la+II+Internacional.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R5suCazq3LI/AAAAAAAAAhw/ddR2TPwbtSY/s1600-h/LA+CRISIS+DE+LA+I+INTERNACIONAL.gif"&gt;&lt;/a&gt;   &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-245708312019832654?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/245708312019832654/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=245708312019832654' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/245708312019832654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/245708312019832654'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/la-controversia-revisionista-y-la.html' title='LA CONTROVERSIA REVISIONISTA Y LA CRISIS DE LA II INTERNACIONAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GyVE4dH43Ww/R5suVazq3NI/AAAAAAAAAiA/aPdXazx62yU/s72-c/el+revisionismo.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-5041943431102829007</id><published>2011-12-01T19:10:00.000+01:00</published><updated>2011-12-01T19:10:16.660+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LOS PARTIDOS SOCIALISTAS Y LA II INTERNACIONAL</title><content type='html'>&lt;span style="font-size: 85%;"&gt;PARTIDOS DE MASAS&lt;br /&gt; La &lt;b&gt;universalización del sufragio y la incorporación de las masas populares a las elecciones&lt;/b&gt;, hizo que los partidos, antes organizaciones minoritarias, se transforman en partidos &lt;b&gt;&lt;i&gt;de&lt;/i&gt;&lt;/b&gt; &lt;b&gt;&lt;i&gt;masas&lt;/i&gt;&lt;/b&gt;. Un &lt;b&gt;&lt;i&gt;partido político&lt;/i&gt;&lt;/b&gt; es una organización que sirve para canalizar los intereses y deseos de intervención y transformación política de los ciudadanos, en el marco de un sistema político representativo (la Democracia, por ejemplo). Sus candidatos son los que, después, en las elecciones serán elegidos por los ciudadanos votantes. Los primeros partidos de masas son los partidos de los nuevos sectores incorporados a la política, los partidos de las clases bajas: &lt;b&gt;partidos obreros&lt;/b&gt; que normalmente profesan, durante el siglo XIX, la ideología obrera por excelencia: &lt;b&gt;el socialismo&lt;/b&gt;. Estos partidos se van a dar una &lt;b&gt;organización piramidal&lt;/b&gt;, en la que se asciende por voto y por mérito, se va a mantener una &lt;b&gt;vinculación estable con sus bases&lt;/b&gt;, a las que se convocará a afiliarse. Para llevar adelante las tareas organizativas tanto más complejas, los &lt;b&gt;afiliados&lt;/b&gt; van a designar de entre sus miembros un conjunto de &lt;b&gt;cuadros (empleados) partidarios estables&lt;/b&gt;, &lt;b&gt;profesionalizados&lt;/b&gt;, que van a configurar el funcionarizado o &lt;b&gt;burocracia partidaria&lt;/b&gt;. Por esta burocracia va a pasar todo &lt;b&gt;el poder real del partido&lt;/b&gt;. Pero lo central de los partidos socialistas y comunistas, lo que los convoca a todos por igual es &lt;b&gt;la ideología&lt;/b&gt;, que la organización debe llevar a la práctica.&lt;br /&gt;&lt;br /&gt;El siguiente esquema ilustra el proceso de creación de los partidos socialistas, verdaderos ejemplos de partidos de masas, partiendo del ejemplo modélico del partido socialista alemán.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R5jZt6zq3II/AAAAAAAAAhY/wZWuaWU6KWY/s1600-h/LOS+PARTIDOS+SOCIALISTAS.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5159112756056218754" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R5jZt6zq3II/AAAAAAAAAhY/wZWuaWU6KWY/s400/LOS+PARTIDOS+SOCIALISTAS.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt; Las nuevas circunstancias impulsarán la creación de la II Internacional en 1889.&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-size: 85%;"&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R5jZn6zq3HI/AAAAAAAAAhQ/KWuR4WGYvqk/s1600-h/la+SEGUNDA+INTERNACIONAL.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5159112652977003634" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R5jZn6zq3HI/AAAAAAAAAhQ/KWuR4WGYvqk/s400/la+SEGUNDA+INTERNACIONAL.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;    Esta nueva organización internacionalista del socialismo entrará en crisis en 1914-1917, pero mientras existió abordó numerosos asuntos de su tiempo, que entonces tenían una gran trascendencia.&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-size: 85%;"&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R5jZhKzq3GI/AAAAAAAAAhI/FqNvsT5up-M/s1600-h/EVOLUCI%C3%93N+DE+LA+II+INTERNACIONAL.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5159112537012886626" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R5jZhKzq3GI/AAAAAAAAAhI/FqNvsT5up-M/s400/EVOLUCI%C3%93N+DE+LA+II+INTERNACIONAL.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;Los anteriores documentos deberán servir para establecer, además, las diferencias de esta II Internacional con respecto a la primera.&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-5041943431102829007?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/5041943431102829007/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=5041943431102829007' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5041943431102829007'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/5041943431102829007'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/los-partidos-socialistas-y-la-ii.html' title='LOS PARTIDOS SOCIALISTAS Y LA II INTERNACIONAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/R5jZt6zq3II/AAAAAAAAAhY/wZWuaWU6KWY/s72-c/LOS+PARTIDOS+SOCIALISTAS.gif' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-1331187404558986825</id><published>2011-12-01T18:53:00.000+01:00</published><updated>2011-12-01T19:08:23.678+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA DISOLUCIÓN DE LA I INTERNACIONAL</title><content type='html'>La corta trayectoria de la AIT se explica, en parte, como consecuencia de la dura represión a la que fueron sometidas las organizaciones obreras después de la Comuna de París (1871), pero también de la propia incapacidad de sus miembros para resolver las disputas internas. en este esquema se plantean  los factores que explican su autodisolución en 1875.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R4z2E-ehMGI/AAAAAAAAAgo/AXaO3gG6enI/s1600-h/LA+CRISIS+DE+LA+I+INTERNACIONAL.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5155766238783287394" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R4z2E-ehMGI/AAAAAAAAAgo/AXaO3gG6enI/s400/LA+CRISIS+DE+LA+I+INTERNACIONAL.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;   Pero la disolución de la Primera Internacional (AIT) no supondrá la desaparición del proyecto de dotar a la clase obrera de una organización supranacional que pudiese coordinar la lucha frente al capitalismo a nivel internacional. A partir de los años setenta del siglo XIX se fundarán en la mayoría de los países europeos partidos socialistas inspirados, en la mayoría de los casos, en la ideología marxista, que no sólo proponía un marco teórico para interpretar el capitalismo y sus contradicciones sino que, además, proponía una estrategia para llegar al socialismo. De ese esfuerzo surgirá, unos años más tarde (1889), la Segunda Internacional. De eso nos ocuparemos en las siguientes entradas.&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-1331187404558986825?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/1331187404558986825/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=1331187404558986825' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1331187404558986825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1331187404558986825'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/la-disolucin-de-la-i-internacional.html' title='LA DISOLUCIÓN DE LA I INTERNACIONAL'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/R4z2E-ehMGI/AAAAAAAAAgo/AXaO3gG6enI/s72-c/LA+CRISIS+DE+LA+I+INTERNACIONAL.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-2301367553721431924</id><published>2011-11-28T18:07:00.000+01:00</published><updated>2011-11-28T18:07:08.697+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA COMUNA DE PARÍS (1871)</title><content type='html'>LAS DOS DIAPOSITIVAS que se presentan a continuación ilustran, de forma esquemática, los aspectos básicos de la COMUNA DE PARÍS (1871). Es importante considerar, como ya hicieron sus contemporáneos, que este hecho histórico supuso el primer intento de plasmar los ideales socialistas de forma práctica, con el protagonismo y liderazgo de la clase obrera, ya desvinculada de la burguesía en sus luchas políticas y reivindicaciones. Se trató de una revolución antimonárquica y republicana, protagonizada por el proletariado parisino y parte de las clases medias, dispuesta a llevar a la práctica alguna de las ideas derivadas de la doctrina marxista y del anarquismo, en el marco de la tradición revolucionaria francesa. La creación de una república democrática y socialista supuso el primer intento de creación de un estado no liberal capaz de sustituir el capitalismo por un sistema económico basado en la colectivización de los medios de producción.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; La Coumna fue la mayor amenza que el orden liberal-burgués había sufrido en todo el siglo y, por esa misma razón, la represión qu llevará a cabo el gobierno francés será feroz y masiva. Había que espantar "el fantasma del comunismo" que, desde 1848, se había alzado sobre Europa. En todos los países se aprobarán legislaciones restrictivas para la clase obrera y sus organizaciones sindicales y políticas. Era el golpe de gracia que la AIT necesitaba para, en un contexto de enfrentamiento y división permanente entre marxistas y bakuninistas, concluir en su autodisolución pocos años después, en su último congreso en Filadelfia.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4z1SuehMFI/AAAAAAAAAgg/sMUKN8SdSew/s1600-h/REPERCUSIONES+DE+LA+COMUNA+DE+PAR%C3%8DS.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5155765375494860882" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4z1SuehMFI/AAAAAAAAAgg/sMUKN8SdSew/s400/REPERCUSIONES+DE+LA+COMUNA+DE+PAR%C3%8DS.gif" style="cursor: hand; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R4z1GeehMEI/AAAAAAAAAgY/i166kReuP_I/s1600-h/LA+COMUNA+DE+PAR%C3%8DS.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5155765165041463362" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R4z1GeehMEI/AAAAAAAAAgY/i166kReuP_I/s400/LA+COMUNA+DE+PAR%C3%8DS.gif" style="cursor: hand; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;Y un video sobre este acontecimiento que marcará un hito en el imaginario de los movimientos revolucionarios.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/5z7C1dxJI8A" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-2301367553721431924?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/2301367553721431924/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=2301367553721431924' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2301367553721431924'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/2301367553721431924'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/la-comuna-de-pars-1871.html' title='LA COMUNA DE PARÍS (1871)'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/R4z1SuehMFI/AAAAAAAAAgg/sMUKN8SdSew/s72-c/REPERCUSIONES+DE+LA+COMUNA+DE+PAR%C3%8DS.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-401157860963984698</id><published>2011-11-28T10:18:00.000+01:00</published><updated>2011-11-28T10:18:27.954+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EXAMENS 4 t. ESO'/><title type='text'>INFORMACIÓ 2on EXAMEN 4 t. ESO (1ª avaluació)</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/Sw7Rt49IPcI/AAAAAAAABcU/xuI1UKBWEPY/s1600/examen.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5408490788831641026" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/Sw7Rt49IPcI/AAAAAAAABcU/xuI1UKBWEPY/s400/examen.jpg" style="cursor: pointer; display: block; height: 340px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;Estimats alumnes de 4 t. A i B, ací teniu les pautes per a la preparació de l'examen del proper decembre.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;ORIENTACIONS PER A LA REALITZACIÓ DE L'EXAMEN DE CIÈNCIES SOCIALS DE 4 T. D'ESO&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;2º EXAMEN DE LA PRIMERA AVALUACIÓ &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Objectius conceptuals (es formulen com a preguntes): &lt;/span&gt;&lt;br /&gt;Els grans temes que estructuren la unitat són: &lt;span style="font-style: italic; font-weight: bold;"&gt;La revolució Francesa, l'Imperi Napoleónic i la Restauració&lt;/span&gt;. A més de tenir una visió global sobre aquests esdeveniments històrics, els continguts es &lt;span style="font-weight: bold;"&gt;desglossen&lt;/span&gt; de la següent manera:&lt;br /&gt;&lt;br /&gt;1 . &lt;span style="font-style: italic;"&gt;Explicar les causes de la Revolució Francesa, diferenciant les profundes de les conjunturals.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;2 . Explicar el començament de la Revolució Francesa i els grans canvis que es produeixen en 1789 (la desaparició de l'antic règim).&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;3 . Assenyalar i explicar de forma general les fases de la Revolució Francesa: cronologia i esdeveniments més importants.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;4 . Explicar en profunditat el procés reformista i els principals esdeveniments de la Monarquia Constitucional a França (1789-1792).&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;5 . Assenyalar el nom dels principals grups polítics durant la revolució i explicar les seues característiques.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;6 . Explicar en profunditat l'època de la República Democràtica a França (1792-1794): característiques del nou règim polític, polítiques dutes a terme i principals esdeveniments.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;7 . Explicar les característiques de l'època de la República Burgesa (1794-1799): característiques del nou règim polític, polítiques dutes a terme i principals esdeveniments.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;8 . Explicar el paper que les dones van desenvolupar durant la Revolució Francesa i com van ser tractades per la revolució.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;9 . Fer un balanç de la importància i significat històric de la Revolució Francesa (la influència de la revolució a Europa).&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;10 . Explicar com va arribar Napoleó al poder a França i els aspectes claus de la política que va desenvolupar fins a la seua caiguda el 1815, explicant, a més, què va significar l'imperialisme napoleónic per a Europa.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;12 . Explicar què va ser la Restauració i quines mesures es van adoptar en el Congrés de Viena (1815).&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;A banda, &lt;span style="font-weight: bold;"&gt;heu de tindre una VISIÓ GLOBAL DEL PROCÉS REVOLUCIONARI,&lt;/span&gt; de manera que pugau situar qualsevol esdeveniment, personatge o canvi dintre del procés históric de la Revolució Francesa, l'imperi Napoleónic i la Restauració.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Conceptes clau (definició breu, però suficient): &lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Revolució liberal, Monarquia Constitucional, Desamortització, Club polític, República Democràtica, República Burgesa, Imperialisme, Codi Civil, Concordato, Restauració, Santa Aliança&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Fonts bàsiques per a l'estudi i preparació de l'examen: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;1 . Decret de l'Assemblea Nacional Constituent abolint el règim feudal (5.8.1789).&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;2 . Declaració de drets de l'home i del ciutadà de 1789 .&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;3 . Text de Robespierre sobre la igualtat social.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;4 . Manifest repartit al poble de París després del colp d'estat de Napoleó.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;5 . Mapa d'Europa en 1811 .&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;6 . Mapa d'Europa en 1815 .&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;7 . Text fragment d'una conferència d'Ernest Renan, 1882, titulat “Què és una nació”&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Estructura de l'examen: &lt;/span&gt;&lt;br /&gt;1 . Una pregunta de vocabulari (breu defició d'alguns conceptes básics).&lt;br /&gt;2 . Tres preguntes sobre aspectes parcials dels enumerats en els objectius conceptuals.&lt;br /&gt;3 . Una font (text, mapa, etc.) amb preguntes.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-401157860963984698?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/401157860963984698/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=401157860963984698' title='20 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/401157860963984698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/401157860963984698'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2009/11/informacio-proxim-examen-4-t-eso.html' title='INFORMACIÓ 2on EXAMEN 4 t. ESO (1ª avaluació)'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/Sw7Rt49IPcI/AAAAAAAABcU/xuI1UKBWEPY/s72-c/examen.jpg' height='72' width='72'/><thr:total>20</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-7994444092272919243</id><published>2011-11-25T09:54:00.000+01:00</published><updated>2011-11-25T09:54:00.794+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>LA PRIMERA INTERNACIONAL (AIT)</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/TO_QwP1cATI/AAAAAAAACA4/nffVGXsTSx4/s1600/friso%2Borigenes%2Bmov%2Bobrero.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5543879193619333426" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/TO_QwP1cATI/AAAAAAAACA4/nffVGXsTSx4/s400/friso%2Borigenes%2Bmov%2Bobrero.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;span style="font-size: 85%;"&gt;     El nacimiento de la AIT hay que situarlo en el contexto de la industrialización del continente europeo. Después de medio siglo de luchas obreras para conseguir mejoras sustanciales en las condiciones de trabajo y de vida, la aparición de ideologías revolucionarias como el marxismo y el anarquismo (capaces de movilizar a los obreros y de dotarlos de un programa claro de medios y objetivos), será un factor determinante del desarrollo del internacionalismo obrero.&lt;/span&gt; &lt;span style="font-size: 85%;"&gt;La AIT será, al menos en sus objetivos, la primera tentativa consciente y coherente de organizar a la clase obrera a nivel internacional, para luchar contra el sistema económico capitalista. Los objetivos revolucionarios en el largo plazo (la conquista del poder político o la destrucción del capitalismo), no serán incompatibles con la lucha a corto plazo para alcanzar mejorar reales en la situación de la clase obrera. De ahí el doble componente, reformista y revolucionario, de sus estatutos.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO_QsG1T8vI/AAAAAAAACAw/v_Y0vPl6u0k/s1600/LA%2BAIT%2B1.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5543879122483409650" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO_QsG1T8vI/AAAAAAAACAw/v_Y0vPl6u0k/s400/LA%2BAIT%2B1.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;    &lt;span style="font-size: 85%;"&gt;En los estatutos de la AIT afloran principios ideológicos y estratégicos propios de la doctrina marxista (Marx fue quien redactó el manifiesto inaugural) y de la doctrina anarquista. La dificultad para hacer compatibles ambas doctrinas (con sus diferencias en cuanto a estrategia y fines), la rivalidad entre sus principales líderes, Marx y Bakunin, así como la dura represión que se abatirá sobre el movimiento internacionalista tras la Comuna de parís de 1871, explican el declive y crisis de la AIT. No obstante, su disolución en 1876 no pone fin al  internacionalismo obrero, sino que abre un paréntesis para la renovación y el impulso definitivo del mismo a partir de 1889, cuando se cree la II Internaiconal.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO_QoIjb_6I/AAAAAAAACAo/IDdhLxGIdB4/s1600/LA%2BAIT%2B2.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5543879054225833890" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO_QoIjb_6I/AAAAAAAACAo/IDdhLxGIdB4/s400/LA%2BAIT%2B2.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;La expulsión de los anarquistas de la AIT, supone el triunfo de las tesis marxistas en la dirección del movimiento internacionalista. No obstante, los anarquistas seguirán creciendo a través del desarrollo de sindicatos y, como ya hemos visto, una minoría apostará por las vías violentas para provocar la caída del capitalismo y el triunfo de la revolución proletaria y campesina.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-7994444092272919243?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/7994444092272919243/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=7994444092272919243' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7994444092272919243'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/7994444092272919243'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2010/11/la-primera-internacional-ait.html' title='LA PRIMERA INTERNACIONAL (AIT)'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/TO_QwP1cATI/AAAAAAAACA4/nffVGXsTSx4/s72-c/friso%2Borigenes%2Bmov%2Bobrero.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-6360188144088718483</id><published>2011-11-25T09:53:00.000+01:00</published><updated>2011-11-25T09:53:26.266+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>EL ANARQUISMO</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/TO4tOxHHj-I/AAAAAAAACAg/wxioZIcsH0c/s1600/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5543417923064270818" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/TO4tOxHHj-I/AAAAAAAACAg/wxioZIcsH0c/s400/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.gif" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;Un somero esquema para "visualizar" las líneas básicas del anarquismo&lt;/div&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO4tKzolBkI/AAAAAAAACAY/Izyx6osS9oM/s1600/EL%2BMOVIMIENTO%2BOBRERO%2BII%2B2009.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5543417855022007874" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/TO4tKzolBkI/AAAAAAAACAY/Izyx6osS9oM/s400/EL%2BMOVIMIENTO%2BOBRERO%2BII%2B2009.gif" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;Los comunistas y los anarquistas parecen coincidir, entre otras cosas, en los "fines": una sociedad comunista (sin propiedad privada ni clases sociales), pero difieren, entre otros aspectos, en los medios para alcanzar dicha sociedad. En estas diferencias de estrategia residen, en parte, las causas de los conflictos en el seno del propio movimiento obrero como organiozación. Lo abordaremos al explicar el cómo y cuándo de la Primera Internacional (AIT).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-6360188144088718483?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/6360188144088718483/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=6360188144088718483' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6360188144088718483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6360188144088718483'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2010/11/el-anarquismo.html' title='EL ANARQUISMO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/TO4tOxHHj-I/AAAAAAAACAg/wxioZIcsH0c/s72-c/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.gif' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-8151728793149468821</id><published>2011-11-24T20:34:00.000+01:00</published><updated>2011-11-24T10:19:00.732+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EXÁMENES DE 1º DE BACHILLERATO'/><title type='text'>NOTICIAS SOBRE EL EXAMEN DE 1º DE BACHILLERATO</title><content type='html'>De cara al próximo examen del día 7 de diciembre, os recuerdo que &lt;span style="font-weight: bold;"&gt;los temas&lt;/span&gt; objetos de este ejercicio son:&lt;br /&gt;&lt;br /&gt;- La Restauración.&lt;br /&gt;- El Nacionalismo y el Liberalismo.&lt;br /&gt;- El ciclo revolucionario: 1820, 1830 y 1848.&lt;br /&gt;- Los procesos de Unificación nacional de Italia y Alemania.&lt;br /&gt;- La expansión y consolidación de los EEUU. La revolución Meijí en Japón.&lt;br /&gt;- Los orígenes del Movimiento Obrero: primeras acciones y asociaciones obreras; el Cartismo.&lt;br /&gt; &lt;br /&gt;- Las ideologías del Movimiento Obrero: Socialismo utópico, Marxismo y Anarquismo. &lt;br /&gt;&lt;br /&gt;Sobre la &lt;span style="font-weight: bold;"&gt;ESTRUCTURA DEL EXAMEN:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;- Una &lt;span style="font-weight: bold;"&gt;pregunta &lt;/span&gt;de tipo teórico.&lt;br /&gt;- Un &lt;span style="font-weight: bold;"&gt;texto&lt;/span&gt; con preguntas. &lt;br /&gt;- Un &lt;span style="font-weight: bold;"&gt;comentario de mapa&lt;/span&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-8151728793149468821?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/8151728793149468821/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=8151728793149468821' title='11 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8151728793149468821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8151728793149468821'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/12/noticias-sobre-el-examen-de-1-de.html' title='NOTICIAS SOBRE EL EXAMEN DE 1º DE BACHILLERATO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-6116540809369906216</id><published>2011-11-23T18:45:00.000+01:00</published><updated>2011-11-23T18:45:59.622+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>EL MARXISMO: MAPAS CONCEPTUALES.</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R4Jur-ehL9I/AAAAAAAAAfk/OAgWJ0IcPjQ/s1600-h/EL+MARXISMO+1.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5152802625449701330" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R4Jur-ehL9I/AAAAAAAAAfk/OAgWJ0IcPjQ/s400/EL+MARXISMO+1.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4JumOehL8I/AAAAAAAAAfc/4tuNwHvoAMk/s1600-h/EL+MARXISMO+2.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5152802526665453506" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4JumOehL8I/AAAAAAAAAfc/4tuNwHvoAMk/s400/EL+MARXISMO+2.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4JuhOehL7I/AAAAAAAAAfU/0w2qG8Cu3_4/s1600-h/EL+MARXISMO+3.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5152802440766107570" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/R4JuhOehL7I/AAAAAAAAAfU/0w2qG8Cu3_4/s400/EL+MARXISMO+3.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;Los anteriores esquemas conceptuales explican, a pesar de su simplificación, las líneas básicas de la &lt;span style="font-weight: bold;"&gt;DOCTRINA MARXISTA&lt;/span&gt;. La lectura atenta fragmento del &lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;Manifiesto Comunista&lt;/span&gt;&lt;span style="font-size: 85%;"&gt; nos proporcionará las claves para entender las razones por las que el &lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;marxismo&lt;/span&gt;&lt;span style="font-size: 85%;"&gt; se convirtió en una de las &lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;ideologías políticas más potentes del movimiento obrero&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;.&lt;br /&gt;          El llamamiento marxista a l&lt;/span&gt;&lt;span style="font-size: 85%; font-weight: bold;"&gt;a creación de partidos políticos obreros (partidos de clase) y a la lucha revolucionaria contra el capitalismo y el estado liberal burgués&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;, se materializará, como veremos, en la creación de la AIT (Asociación Internacional de Trabajadores).&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-6116540809369906216?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/6116540809369906216/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=6116540809369906216' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6116540809369906216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6116540809369906216'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2008/01/el-marxismo-mapas-conceptuales.html' title='EL MARXISMO: MAPAS CONCEPTUALES.'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GyVE4dH43Ww/R4Jur-ehL9I/AAAAAAAAAfk/OAgWJ0IcPjQ/s72-c/EL+MARXISMO+1.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-3072857920319761359</id><published>2011-11-21T19:53:00.000+01:00</published><updated>2011-11-21T19:53:24.665+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>EL SOCIALISMO UTÓPICO</title><content type='html'>Aquí tenéis un par de documentos sobre el &lt;span style="font-weight: bold;"&gt;SOCIALISMO UTÓPICO;&lt;/span&gt; recordad que, más allá de las características de los proyectos ideados por cada uno de los autores que hemos estudiado en clase, los socialistas utópicos poseen una serie de rasgos que nos permiten extraer algunas conclusiones teóricas que los unjfican. La etiqueta despectiva con que fueron calificados por K. Marx, no debe hacernos olvidar que muchas de sus propuestas fueron asumidas por la clase obrera y que todavía hoy constituyen un buen campo para la reflexión sobre cómo transformar la sociedad. No debemos renunciar a la utopía de un mundo mejor. &lt;span style="font-style: italic; font-weight: bold;"&gt;Lo imposible sólo tarda más.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R2gSyOehL6I/AAAAAAAAAfM/X51-x4MgiRo/s1600-h/socialismo+ut%C3%B3pico+1.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5145383228359651234" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R2gSyOehL6I/AAAAAAAAAfM/X51-x4MgiRo/s400/socialismo+ut%C3%B3pico+1.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/R2gSseehL5I/AAAAAAAAAfE/ccZUHFcW4jY/s1600-h/socialismo+ut%C3%B3pico+2.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5145383129575403410" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/R2gSseehL5I/AAAAAAAAAfE/ccZUHFcW4jY/s400/socialismo+ut%C3%B3pico+2.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-3072857920319761359?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/3072857920319761359/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=3072857920319761359' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/3072857920319761359'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/3072857920319761359'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2007/12/el-socialismo-utpico.html' title='EL SOCIALISMO UTÓPICO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/R2gSyOehL6I/AAAAAAAAAfM/X51-x4MgiRo/s72-c/socialismo+ut%C3%B3pico+1.gif' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-6494035551705770325</id><published>2011-11-14T17:31:00.000+01:00</published><updated>2011-11-14T17:31:59.759+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>EL MOVIMIENTO OBRERO</title><content type='html'>LOS SIGUIENTES DOCUMENTOS ilustran los inicios del Movimiento Obrero. El primero es un mapa conceptual sobre la génesis del Movimiento obrero en el marco de la industrialización y sus primeros pasos, para concluir con la formulación teórica y práctica de las doctrinas socialistas y anarquistas, que se convertirán en el fundamento ideológico de las luchas políticas y sociales de la época contemporánea.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R1VP2Uqq4II/AAAAAAAAAdY/fNNx36yj6_A/s1600-h/EL+MOVIMIENTO+OBRERO+mapa+conceptual.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5140102344392499330" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R1VP2Uqq4II/AAAAAAAAAdY/fNNx36yj6_A/s400/EL+MOVIMIENTO+OBRERO+mapa+conceptual.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Este otro documento ilustra la oganización social surgida del desarrollo del capitalismo y de la industrialización. La &lt;b&gt;nueva sociedad de clases&lt;/b&gt; se caracteriza por su dinamismo, heterogeneidad y permeabilidad; no obstante, la &lt;b&gt;riqueza&lt;/b&gt; y la relación que las personas mantienen con la &lt;b&gt;propiedad&lt;/b&gt; es la clave de esta estructura social, que sucederá a las viejas estructuras estamentales del Antiguo Régimen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/R1VPjkqq4HI/AAAAAAAAAdQ/Lyv0256q-KE/s1600-h/la+sociedad+de+clases.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5140102022269952114" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/R1VPjkqq4HI/AAAAAAAAAdQ/Lyv0256q-KE/s400/la+sociedad+de+clases.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;La siguiente imagen esquematiza el &lt;b&gt;surgimiento de las luchas obreras&lt;/b&gt; a partir de las condiciones de trabajo y de vida del proletariado industrial.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/R1VPbUqq4GI/AAAAAAAAAdI/8IiTCSBq7Vs/s1600-h/los+inicios+del++MOVIMIENTO+OBRERO.gif"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5140101880536031330" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/R1VPbUqq4GI/AAAAAAAAAdI/8IiTCSBq7Vs/s400/los+inicios+del++MOVIMIENTO+OBRERO.gif" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;Este será nuestro punto de partida para estudiar la génesis y desarrollo del Movimiento Obrero en la Europa del siglo XIX. La realización de un informe sobre las condiciones de trabajo y de vida de la clase obrera es necesaria para comprender cabalmente la naturaleza del "problema obrero", como será formulado por algunos intelectuales y reformadores sociales en pleno proceso industrializador.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-6494035551705770325?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/6494035551705770325/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=6494035551705770325' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6494035551705770325'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/6494035551705770325'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2007/12/el-movimiento-obrero.html' title='EL MOVIMIENTO OBRERO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/R1VP2Uqq4II/AAAAAAAAAdY/fNNx36yj6_A/s72-c/EL+MOVIMIENTO+OBRERO+mapa+conceptual.gif' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-1317925305613357870</id><published>2011-11-14T17:19:00.000+01:00</published><updated>2011-11-14T17:19:49.889+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL MOVIMIENTO OBRERO'/><title type='text'>EL MOVIMIENTO OBRERO: ESQUEMA GLOBAL DE LA UNIDAD DIDÁCTICA.</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/TOAibo_Ib5I/AAAAAAAAB9Y/0ufM4P2RL7Y/s1600/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5539465399919734674" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/TOAibo_Ib5I/AAAAAAAAB9Y/0ufM4P2RL7Y/s400/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-1317925305613357870?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/1317925305613357870/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=1317925305613357870' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1317925305613357870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/1317925305613357870'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2010/11/el-movimiento-obrero-esquema-global-de.html' title='EL MOVIMIENTO OBRERO: ESQUEMA GLOBAL DE LA UNIDAD DIDÁCTICA.'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GyVE4dH43Ww/TOAibo_Ib5I/AAAAAAAAB9Y/0ufM4P2RL7Y/s72-c/EL%2BMOVIMIENTO%2BOBRERO%2BI%2B2009.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-174104336437204608</id><published>2011-11-11T18:34:00.000+01:00</published><updated>2011-11-11T18:34:54.732+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='JAPÓN EN EL S. XIX'/><title type='text'>LA MODERNIZACIÓN DEL JAPÓN EN EL S. XIX</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/SvMobn2sByI/AAAAAAAABa0/Ji7vViET3-E/s1600-h/EL+JAP%C3%93N+EN+EL+SIGLO+XIX.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5400704833167296290" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/SvMobn2sByI/AAAAAAAABa0/Ji7vViET3-E/s400/EL+JAP%C3%93N+EN+EL+SIGLO+XIX.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;    E&lt;span style="font-size: 85%;"&gt;l esquema propone un recorrido por los principales hitos de la modernización que Japón emprendió en la segunda mitad del s. XIX. Hay que prestar especial atención al proceso conocido como "Revolución o Restauración Meijí", ya que fue a partir de la entronización de Mutsuhito cuando este país puso en marcha las reformas necesarias para modernizarse y así hacer frente al intento de dominación extranjera. Japón saldrá fortalecido de este proceso, convirtiéndose en la gran potencia asiática. Asumirá de occidente aquello que convenga a la defensa de sus intereses nacionales, poreservando, al mismo tiempo, aquellos elementos de su propia cultura con los que se identificaba el Japón tradicional. La mezcla de modernidad y tradición es, aún hoy, uno de los rasgos de la identidad nipona.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Una explicación del proceso:&lt;br /&gt;&lt;br /&gt;&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Arial; panose-1:2 11 6 4 2 2 2 2 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Times; panose-1:2 0 5 0 0 0 0 0 0 0; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Calibri; panose-1:2 15 5 2 2 2 4 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;}@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin-top:0cm; 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mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Times; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Times; mso-bidi-font-family:"Times New Roman";}span.Ttulo1Car {mso-style-name:"Título 1 Car"; mso-style-locked:yes; mso-style-link:"Título 1"; mso-ansi-font-size:24.0pt; mso-bidi-font-size:10.0pt; font-family:Times; mso-ascii-font-family:Times; mso-hansi-font-family:Times; mso-font-kerning:18.0pt; mso-fareast-language:ES-TRAD; font-weight:bold; mso-bidi-font-weight:normal;}p.date, li.date, div.date {mso-style-name:date; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Times; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Times; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}span.day {mso-style-name:day;}span.month {mso-style-name:month;}p.wp-caption-text, li.wp-caption-text, div.wp-caption-text {mso-style-name:wp-caption-text; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Times; mso-fareast-font-family:Cambria; mso-fareast-theme-font:minor-latin; mso-hansi-font-family:Times; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}@page Section1 {size:595.0pt 842.0pt; margin:70.85pt 3.0cm 70.85pt 3.0cm; mso-header-margin:35.4pt; mso-footer-margin:35.4pt; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-outline-level: 1; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt;La revolución Meiji&amp;nbsp;(1868-1912)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt;Entre1867 y 1912 tiene lugar la época Meiji en la que se desarrolla definitivamenteun Japón nuevo que, abierto al mundo, sabe guardar sus tradiciones esenciales.A la muerte del emperador Komei, en 1867, el nuevo emperador Mutsu-hito eligióel nombre de Meiji (&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #888888;"&gt;Gobierno de la luz&lt;/span&gt;&lt;/b&gt;) para designar su reinado.Los &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;principios&lt;/span&gt;&lt;/b&gt;del gobierno iluminado fueron restablecer la autoridad del Emperadory la occidentalización, es decir, el fin de la época feudal y la conversión deJapón en el primer país no occidental que desarrolla las técnicas de la PrimeraRevolución Industrial.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt;MUTSU-HITOse instala en el Tokio tras debilitar el shogun &lt;a href="http://es.wikipedia.org/wiki/Sh%C5%8Dgun"&gt;&amp;nbsp;&lt;/a&gt;y reafirmar el Mikado. Dirige los cambios, con lo queproduce una &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;revolucióndesde arriba&lt;/span&gt;&lt;/b&gt; y aúna tradición y modernidad. Se produce un cambioreligioso recuperando el shintoismo , que incluye el culto a los antepasados,la exaltación del Emperador –por lo que es una religión de Estado- y permiteadoptar instituciones liberales y asimilar técnicas occidentales. Para ello,estudian en universidades de Europa y Estados Unidos, cogiendo lo mejor de cadalugar: la estructura educativa y la organización del ejército alemán, laestructura parlamentaria y la ingeniería naval británica, y la reforma del ejércitoy el código penal francés.&lt;br /&gt;La &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;reforma político-institucional&lt;/span&gt;&lt;/b&gt;se basa en la formación de una Asamblea Consultiva, la proclamacióndel &lt;i style="mso-bidi-font-style: normal;"&gt;Código Jurado de los Cinco Artículos&lt;/i&gt;por el emperador y la creación de la primera estructura del gobierno Meiji, el &lt;i style="mso-bidi-font-style: normal;"&gt;Seitaisho&lt;/i&gt;, en el que mezclan burocraciatradicional y formas de representación occidental con división de poderes.&lt;br /&gt;En 1869 los daimyo restituyen los dominios al trono, pero se erigen comogobernadores de los han, que dos años más tarde se deciden en departamentos.Con la creación en 1873 del Ministerio del Interior, los nuevos gobernadores senombran desde Tokio y se controla plenamente la administración local. Paracompletar las medidas crean un ejército unificado y el reclutamientoobligatorio consuma la medida.&lt;br /&gt;Entre 1870-80 se realizaron &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;reformas sociales&lt;/span&gt;&lt;/b&gt;, suprimiendo los privilegiosde clase, dando igualdad jurídica e implantando códigos penales similares a losfranceses. Se utiliza el vestido occidental en ceremonias oficiales, se consumecarne, se implanta el calendario gregoriano y se crea la enseñanza obligatoria.&lt;br /&gt;Las &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;reformaseconómico- financieras&lt;/span&gt;&lt;/b&gt; consistieron en la reorganización de lacirculación monetaria en un sistema decimal, el &lt;span style="color: #999999;"&gt;yen&lt;/span&gt;,como nueva moneda. Ahora el poder legislativo controla el gasto público, seelabora un catastro y se permite la venta de tierras. Se produce una reformaagraria (1873), con más sentido social que económico, los impuestos debían serpagados por el individuo –no por la aldea-, sobre la base de la tierra –no porcosecha- debían darse directamente al Estado –no al daimyo- y debían pagarse enmetálico –no en especie-.&lt;br /&gt;La creación del Ministerio de Industria (1870) supuso el despegueindustrial-capitalista. Las direcciones gubernamentales eran el desarrollo deuna industria de consumo textil, basada en el algodón y la seda; desarrollo deindustrias estratégicas –armamento y arsenales-; desarrollo de transportes,dando prioridad a los marítimos; desarrollo de industrias pesadas (minas decarbón, oro y plata y construcción); y la colonización de Hokkaido (segundaisla más grande de Japón, al norte de la isla principal).&lt;br /&gt;En &lt;b style="mso-bidi-font-weight: normal;"&gt;1889&lt;/b&gt; proclama una &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;Carta Otorgada&lt;/span&gt;&lt;/b&gt;que propone una dieta bicameral, sufragio censitario (1% de la población) parala cámara baja (cuyo único poder era negarse a votar el presupuesto) y reconocederechos y libertades de prensa, expresión, reunión, religión y propiedadprivada. Salvaguarda el poder imperial con el derecho de enmienda, el derecho asuspender la actividad de las cámaras y promulgar decretos-leyes, la potestadde declarar guerra y paz y el nombramiento de los diputados de la cámara alta.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt;Expansión Japonesahasta la II Guerra Mundial&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive; font-family: Calibri; font-size: 10pt;"&gt;a) 1853 y1871&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt; Japón no tiene másremedio que realizar concesiones ante las potencias europeas. Desde 1868 tratade proteger a los ciudadanos extranjeros y trata de reducir la presión exteriorsobre el país.&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;b) 1871-1894 &lt;/span&gt;&lt;/b&gt;Japóntiene dos objetivos en su política exterior: asegurar la posición internacionaly alcanzar la revisión de los tratados desiguales. En 1876 ya había firmado untratado comercial con China, controlando las islas Bonin, conquistado las islasRyu-Kyu y las Kuriles (arrebatadas a Rusia) y firmado un tratado de comerciocon Corea, que será la base para su posterior independencia de China. En 1894firma con Gran Bretaña un acuerdo que pone fin a la extraterritorialidad de Japónpara 1899, y las demás potencias le siguieron. No tuvo autonomía arancelariahasta 1911, pero al menos había suprimido la parte más molesta de los tratadosdesiguales.&lt;br /&gt;Su política expansionista lleva a la tensión con China y Rusia, y alacercamiento de Gran Bretaña que ve en Japón un freno al avance ruso en Asia.&lt;br /&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: olive;"&gt;c) 1894-1914&lt;/span&gt;&lt;/b&gt;Japón se enfrenta a China en la Guerra chino-japonesa (1894-95) por la obtenciónde Corea. La victoria nipona supone obtener el Protectorado de Corea, Formosa(Taiwán), isla de Pescadores, la península de Liaotung (Port Arthur), unaindemnización y un tratado comercial favorable. En seguida Rusia, con susaliadas Francia y Alemania, protestó y presionaron a Japón para que devolvieraa China la península de Liaotung (que luego se quedaría Rusia). La impotenciade Japón hizo que aceptara. Esto llevó a la Guerra ruso-japonesa (1904-1905),con la que finalmente obtiene la península de Liadong, parte de Sanjalín yderechos e intereses en Manchuria (ferrocarril). Con esta guerra Japón se erigecomo potencia en Extremo Oriente. Así, en 1905 establece un protectorado en Coreahasta que en 1910 la anexiona totalmente. Acordó con Rusia el reparto deManchuria, quedando el norte y oeste para Rusia, y el resto para los nipones.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .1pt; margin-left: 0cm; margin-right: 0cm; margin-top: .1pt; mso-para-margin-bottom: .01gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .01gd;"&gt;&lt;span style="font-family: Calibri; font-size: 10pt;"&gt;En1912 muere Mutsu-hito poniendo fin a esta fase, en la que se consolida eldesarrollo económico y político de Japón y se erige como potencia dominante enAsia. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="CA" style="font-family: Calibri; font-size: 10pt;"&gt;FUENTE: http://potnia.wordpress.com/2009/02/23/la-revolucion-meiji-1868-1912/ &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;Para saber más sobre la modernización de Japón, puedes vivitar la siguiente página:&lt;br /&gt;&lt;br /&gt;http://www.nodo50.org/observatorio/japon.htm&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-174104336437204608?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/174104336437204608/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=174104336437204608' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/174104336437204608'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/174104336437204608'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2009/11/la-modernizacion-del-japon-en-el-s-xix.html' title='LA MODERNIZACIÓN DEL JAPÓN EN EL S. XIX'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/SvMobn2sByI/AAAAAAAABa0/Ji7vViET3-E/s72-c/EL+JAP%C3%93N+EN+EL+SIGLO+XIX.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-8231205981446172563</id><published>2011-11-11T09:12:00.001+01:00</published><updated>2011-11-11T17:57:47.782+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA EXPANSIÓN DE EEUU'/><title type='text'>LA CONSTRUCCIÓN DE LOS EEUU: MAPA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-jdkCYjzPkAQ/TrzZDt6WrrI/AAAAAAAACaU/TRGD1HkHSw4/s1600/LOS+EEUU+Y+EL+JAPO%25CC%2581N+EN+EL+SIGLO+XIX.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-jdkCYjzPkAQ/TrzZDt6WrrI/AAAAAAAACaU/TRGD1HkHSw4/s320/LOS+EEUU+Y+EL+JAPO%25CC%2581N+EN+EL+SIGLO+XIX.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Este mapa resulta más elocuente.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3959937292089109311-8231205981446172563?l=historiacontemporanea-tomperez.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://historiacontemporanea-tomperez.blogspot.com/feeds/8231205981446172563/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3959937292089109311&amp;postID=8231205981446172563' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8231205981446172563'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3959937292089109311/posts/default/8231205981446172563'/><link rel='alternate' type='text/html' href='http://historiacontemporanea-tomperez.blogspot.com/2011/11/la-construccion-de-los-eeuu-mapa.html' title='LA CONSTRUCCIÓN DE LOS EEUU: MAPA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-jdkCYjzPkAQ/TrzZDt6WrrI/AAAAAAAACaU/TRGD1HkHSw4/s72-c/LOS+EEUU+Y+EL+JAPO%25CC%2581N+EN+EL+SIGLO+XIX.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3959937292089109311.post-1111500303440844043</id><published>2011-11-10T17:17:00.000+01:00</published><updated>2011-11-10T17:17:15.099+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA EXPANSIÓN DE EEUU'/><title type='text'>LA EXPANSIÓN DE LOS EEUU EN EL S. XIX</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/SvMnfbh3ZPI/AAAAAAAABas/4Kx7fcfg-zg/s1600-h/LOS+EEUU+Y+EL+JAP%C3%93N+EN+EL+SIGLO+XIX.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5400703799066584306" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/SvMnfbh3ZPI/AAAAAAAABas/4Kx7fcfg-zg/s400/LOS+EEUU+Y+EL+JAP%C3%93N+EN+EL+SIGLO+XIX.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;   &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp; El &lt;b&gt;esquema&lt;/b&gt; plantea los principales aspectos en el proceso de expansión territorial de los EEUU, así como los grandes problemas que hubo de abordar este país para consolidarse. Es el mismo esquema que hemos utilizado enclase para documentar este proceso.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Para documentar &lt;b&gt;los aspectos ideológicos de esta expansión territorial, &lt;/b&gt;verdadero eje vertebrador de la CONSTRUCCIÓN NACIONAL de los EEUU, es preciso conocer los fundamentos del llamado &lt;i&gt;&lt;b&gt;DESTINO MANIFIESTO&lt;/b&gt;&lt;/i&gt;. El &lt;i&gt;Destino Manifiesto&lt;/i&gt; es una &lt;b&gt;doctrina nacionalista&lt;/b&gt; que explica la manera en que este país entiende su lugar en el mundo y se relaciona con otros pueblos. A lo largo de la historia estadounidense, desde las trece colonias hasta nuestros días, el Destino Manifiesto ha mantenido la convicción nacional de que &lt;b&gt;&lt;i&gt;la Providencia (Dios) eligió a los Estados Unidos para ser una potencia política y económica, una nación superior, que debía y podía imponerse a las demás naciones de la Tierra.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;La frase “&lt;i&gt;Destino Manifiesto&lt;/i&gt;” apareció por primera vez en un artículo que escribió &lt;b&gt;el periodista John L. O’Sullivan, en 1845&lt;/b&gt;, en la revista Democratic Review de Nueva York. En su artículo, O’Sullivan explicaba las razones de la necesaria expansión territorial de los Estados Unidos y apoyaba la anexión de Texas. Decía: &lt;i&gt;“el cumplimiento de nuestro destino manifiesto es extendernos por todo el continente que nos ha sido asignado por la Providencia para el desarrollo del gran experimento de libertad y autogobierno. Es un derecho como el que tiene un árbol de obtener el aire y la tierra necesarios para el desarrollo pleno de sus capacidades y el crecimiento que tiene como destino”.&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Muy pronto, políticos y otros líderes de opinión aludieron al “Destino Manifiesto” para &lt;b&gt;justificar la expansión imperialista de los Estados Unidos&lt;/b&gt;. A través de la doctrina del Destino Manifiesto se propagó la convicción de que la “&lt;i&gt;&lt;b&gt;misión&lt;/b&gt;&lt;/i&gt;” que Dios eligió para al pueblo estadounidense era la de &lt;i&gt;&lt;b&gt;explorar y conquistar nuevas tierras, con el fin de llevar a todos los rincones de Norteamérica la “luz” de la democracia, la libertad y la civilización.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Esto implicaba la creencia de que la república democrática era la forma de gobierno favorecida por Dios. Aunque originalmente esta doctrina se oponía al uso de la violencia, desde 1840 se usó para justificar el intervencionismo en la política de otros países, así como la expansión territorial a través de la guerra, como sucedió en 1846-48 en el conflicto bélico que concluyó con la anexión de más de la mitad de territorio mexicano.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;En tiempos posteriores, esta misma idea se utilizará para justificar el papel de "&lt;b&gt;policia internacional"&lt;/b&gt; que los EEUU adoptaron; primero en el continente americano (&lt;i&gt;&lt;b&gt;América para los americanos&lt;/b&gt;&lt;/i&gt;, según idea expuesta por el presidente &lt;b&gt;Monroe&lt;/b&gt;, a principios del s. XIX, para impedir cualquier intervencionismo europeo en los asuntos americanos), más tarde, ya a comienzos de este siglo XXI, para justificar la lucha contra el terrorismo internacional o para derribar regímenes despóticos contrarios a los derechos humanos y a la democracia, pero, sobre todo, lesivos para los intereses estadounidenses (la invasión y guerra de Irak, por ejemplo, en 2003).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para saber más, podéis consultar los siguientes &lt;b&gt;enlaces&lt;/b&gt;:&lt;br /&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;http://es.wikipedia.org/wiki/Doctrina_del_destino_manifiesto&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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
