<?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-1840221365795592841</id><updated>2012-01-27T19:29:07.660-04:00</updated><category term='PABLO NERUDA'/><category term='FORMACION POLITICA'/><category term='UNIDAD'/><category term='MUSICA PARA DESCARGAR'/><category term='PARTIDO COMUNISTA DE BOLIVIA'/><category term='LIBROS PARA BAJAR'/><category term='FES'/><category term='BOLIVIA'/><category term='DIBUJOS'/><category term='ORGANIZACIONES REVOLUCIONARIAS'/><category term='MOVIMIENTO OBRERO'/><category term='&quot; VENCEREMOS&quot; (PROGRAMA DE RADIO)'/><category term='MARXISMO MILITANTE'/><category term='PARTIDOS COMUNISTAS'/><category term='MARX/ENGELS'/><category term='SOBRE EL TROTSKYSMO'/><category term='SOLIDARIDAD'/><category term='JUVENTUD COMUNISTA DE BOLIVIA'/><category term='JUVENTUDES COMUNISTAS'/><category term='AMERICA'/><category term='URSS Y PAISES SOCIALISTAS'/><category term='AMERICA LATINA'/><category term='FMJD'/><category term='FASCISMO'/><category term='LENIN'/><category term='ANALISIS/ARTICULOS SOBRE SOCIALISMO'/><category term='Arte Socialista'/><category term='CIA'/><category term='TRIBUNA JUVENIL  (JCB)'/><category term='VIDEOS'/><category term='FARC'/><category term='CITAS'/><category term='STALIN'/><category term='HOMENAJES'/><category term='POESIA'/><category term='ENCUESTAS'/><category term='COMUNICADOS'/><category term='ANALISIS POLITICO Y VARIOS'/><category term='Brigada Oscar Alfaro (BOA)'/><category term='ARA'/><title type='text'>JUVENTUD COMUNISTA DE BOLIVIA</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default?start-index=101&amp;max-results=100'/><author><name>Juventud Comunista de Bolivia - Cochabamba</name><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>585</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-4478984600207620768</id><published>2012-01-27T19:29:00.000-04:00</published><updated>2012-01-27T19:29:07.671-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ORGANIZACIONES REVOLUCIONARIAS'/><category scheme='http://www.blogger.com/atom/ns#' term='URSS Y PAISES SOCIALISTAS'/><title type='text'>Las ratas de Beni walid exterminadas</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #333333; font-family: Verdana, Arial, sans-serif; font-size: 13px; text-align: left;"&gt;&lt;div class="post hentry" style="margin-bottom: 1.5em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 1.5em;"&gt;&lt;div class="post-body entry-content" style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="background-color: white; color: #333333; font-family: Arial, Tahoma, Verdana; font-size: 13px; line-height: 18px; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;em&gt;&lt;strong&gt;TRIPOLI.&lt;/strong&gt;&lt;/em&gt;- Hombres armados fieles al depuesto coronel Muamar el Gadafi se hicieron con el control de gran parte de la ciudad de Beni Walid, 150 kilómetros al sur de Trípoli, tras unos choques armados en los que murieron cuatro milicianos y 20 resultaron heridos,&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;según informó el mando rebelde&lt;/b&gt;.&lt;/div&gt;&lt;div style="background-color: white; color: #333333; font-family: Arial, Tahoma, Verdana; font-size: 13px; line-height: 18px; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Según testigos, los asaltantes han anunciado la liberación de la ciudad tras los enfrentamientos, en los que está implicada la brigada progubernamental “Mártires del 28 de Mayo” y que estallaron a las 12.30 hora local (10.30 GMT) de este lunes.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;El líder rebelde Walid Ambarek al Fatmani dijo que un grupo armado de simpatizantes del antiguo régimen rodeó el cuartel de la brigada mientras varias personas ondeaban la antigua bandera oficial libia y gritaban “Dios, Muamar, Libia y ya”.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Al Fatmani aseguró que entre los atacantes hay varios presos liberados recientemente de las cárceles de poblaciones cercanas a Beni Walid, penúltima ciudad en caer en manos de los rebeldes antes de la toma de Sirte, último bastión gadafista, el pasado 20 de octubre.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;El líder miliciano responsabilizó al Consejo Nacional Transitorio (CNT) de lo sucedido por no haber enviado fuerzas de apoyo a esta ciudad, tal y como había prometido, después de los últimos enfrentamientos ocurridos en Beni Walid el pasado 23 de noviembre.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Según su versión, anoche fueron repartidos en la localidad numerosos panfletos en los que se aseguraba que los combatientes gadafistas volverían y expulsarían a las “ratas”, término empleado por Gadafi para referirse a los rebeldes durante la contienda que duró desde febrero hasta octubre pasado.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;En los panfletos también decía que combatientes de Beni Walid habían alcanzado un acuerdo con otros de zonas cercanas, que habían prometido levantarse si la ciudad la volvían a tomar las fuerzas fieles a Gadafi.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Al Fatmani hizo&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;un llamamiento urgente para “salvar a los revolucionarios de Beni Walid” y evitar que sean “exterminados”,&lt;/b&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;según aseguró, antes de agregar que las ambulancias no podían recoger a las víctimas.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Según su versión, los asaltantes están empleando armamento pesado, morteros y cohetes y hay numerosos francotiradores en el tejado de la escuela y de la mezquita cercanas al cuartel de la brigada.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;El pasado 23 de noviembre, al menos diez milicianos de la brigada tripolitana “Mártires del Suk al Yuma” murieron en un ataque armado en Beni Walid, en el también perdieron la vida trece ciudadanos.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Los enfrentamientos concluyeron con un acuerdo logrado tras la intervención de numerosas personalidades tribales y políticas, incluido el presidente del Consejo Nacional, Mustafa Abdulyalil,&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Según el pacto alcanzado entonces, la brigada de Trípoli acordó detener sus hostilidades a cambio de que las entradas del pueblo fueran aseguradas por miembros del Ejército o brigadas del CNT.&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;Asimismo, los combates de hoy se producen un día después de otro enfrentamiento armado ocurrido en el barrio tripolitano de Fashlun entre un grupo de jóvenes armados que gritaban el nombre de Gadafi y milicianos del Consejo Nacional.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-J3FIItjHgoI/TyMydj02QxI/AAAAAAAABYU/lA23Cy_CQ6U/s1600/reuters_libya_female_volunteer_fighters_28Jun11-878x625.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 15px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;La proliferación de armas en el país y la ausencia de cuerpos profesionales de policía debido al conflicto armado del pasado año ha desembocado en el estallido periódico de enfrentamientos armados.&amp;nbsp;&lt;strong&gt;EFE&lt;/strong&gt;&lt;/div&gt;&lt;div style="line-height: 1.3em; margin: 0px 0px 0.75em; padding: 0px 0px 15px;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #333333; font-family: Verdana, Arial, sans-serif; font-size: 13px; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-J3FIItjHgoI/TyMydj02QxI/AAAAAAAABYU/lA23Cy_CQ6U/s1600/reuters_libya_female_volunteer_fighters_28Jun11-878x625.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="454" src="http://3.bp.blogspot.com/-J3FIItjHgoI/TyMydj02QxI/AAAAAAAABYU/lA23Cy_CQ6U/s640/reuters_libya_female_volunteer_fighters_28Jun11-878x625.jpg" width="640" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&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/1840221365795592841-4478984600207620768?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/4478984600207620768/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=4478984600207620768' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/4478984600207620768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/4478984600207620768'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/las-ratas-de-beni-walid-exterminadas.html' title='Las ratas de Beni walid exterminadas'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-J3FIItjHgoI/TyMydj02QxI/AAAAAAAABYU/lA23Cy_CQ6U/s72-c/reuters_libya_female_volunteer_fighters_28Jun11-878x625.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-2719765217856082719</id><published>2012-01-27T19:00:00.000-04:00</published><updated>2012-01-27T19:00:09.067-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ORGANIZACIONES REVOLUCIONARIAS'/><category scheme='http://www.blogger.com/atom/ns#' term='BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='MOVIMIENTO OBRERO'/><title type='text'>Minero de 33 años es el nuevo líder de Central Obrera Boliviana</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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La noche de ayer, los delegados de los sectores afiliados a la Central Obrera Boliviana (COB) eligieron a Juan Carlos Trujillo como nuevo secretario ejecutivo del ente matriz de los trabajadores del país.&lt;br /&gt;
&lt;br /&gt;
Trujillo afirmó que los trabajadores del país, de Latinoamérica y del mundo realmente estarán pendientes de las resoluciones que se tomaron en este evento nacional que se reunió durante cinco días en congreso en la ciudad de Tarija.&lt;br /&gt;
&lt;br /&gt;
“Debemos decir con mucha firmeza que a partir de este evento nacional la Central Obrera Nacional ha dado un salto cualitativo en su accionar”, aseguró Trujillo.&lt;span class="apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Resaltó que el evento le permite a la  COB dotarle de su instrumento político y que definitivamente sea la línea maestra para conducir a los trabajadores del Estado boliviano.&lt;br /&gt;
&lt;br /&gt;
“Debo manifestar que en ustedes está la confianza para poder conducir, sacar del atraso, del subdesarrollo, de la dependencia, del desempleo y de la situación a la que siempre hemos estado sometidos”, puntualizó el nuevo ejecutivo de los trabajadores, quien descartó las acusaciones que lo señalaban con oficialista.&lt;br /&gt;
&lt;br /&gt;
Esa línea central dijo que necesariamente deberá estar centrada en la unidad, solidaridad y el compañerismo, que son los principios esenciales de la COB.&lt;br /&gt;
&lt;br /&gt;
También sostuvo que su principio estará enfocado en la defensa del trabajador.&lt;br /&gt;
&lt;br /&gt;
Al margen quedaron Pedro Montes, Jaime Solares y Ramiro Leaños, quienes también postulaban al máximo cargo, al igual que Trujillo (33 años), nacido en el centro minero de Huanuni, donde es perforador en la mina.&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/1840221365795592841-2719765217856082719?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/2719765217856082719/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=2719765217856082719' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/2719765217856082719'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/2719765217856082719'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/minero-de-33-anos-es-el-nuevo-lider-de.html' title='Minero de 33 años es el nuevo líder de Central Obrera Boliviana'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ui6iO_cE7Sk/TyMsEUaNcGI/AAAAAAAABYM/K4ogCVV7GxA/s72-c/ca_1_2afka.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-389767155588145269</id><published>2012-01-27T18:44:00.000-04:00</published><updated>2012-01-27T18:44:14.252-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><title type='text'>Avance electoral de uno de los dos partidos comunistas de kazajstan</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #29303b; font-family: Arial,Verdana,'Times New Roman',sans-serif; font-size: x-small; line-height: 19px; text-align: left;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/-e6lE5QHxfEw/TyMlAaue1TI/AAAAAAAABYE/twukv42Luhk/s1600/timthumb.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-e6lE5QHxfEw/TyMlAaue1TI/AAAAAAAABYE/twukv42Luhk/s200/timthumb.png" width="200" /&gt;&lt;/a&gt;La antigua República socialista soviética de Kazajstán ha sido conducida al capitalismo petrolero &lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #29303b; font-family: Arial,Verdana,'Times New Roman',sans-serif; font-size: x-small; line-height: 19px; text-align: left;"&gt;&lt;/span&gt;&lt;/span&gt;dependiente por su último dirigente soviético que supuestamente tomó el poder para construir el socialismo. Nazarbayev fue un político gorbachoviano oportunista y traidor que liquidó el partido comunista kazajo y restauró&amp;nbsp;el capitalismo. Los verdaderos comunistas kazajos se negaron a aceptar sin luchar esta traición y derrota y han venido luchando como han podido contra su antiguo correligionario. El viejo PC de Kazajstán a las órdenes de Nazarbayev se autoliquidó pero su ala comunista reconstruyó el Partido en octubre de 1991. En avril de 2004 12 miembros de su comité central, considerados el ala izquierda,&amp;nbsp;se enfrentaron al viejo secretario general Serikbolssyn Abdildin y se fueron del PCK para construir el Partido Comunista del Pueblo de Kazajstán (PCPK-KNPK por sus siglas en ruso). Informaciones diferentes señalan que inicialmente en el nuevo partido militaban 16 mil o 50 mil miembros pero todas acuerdan en señalar que hoy este partido ha crecido y cuenta con 90 mil miembros. Sus principales líderes son Vladislav Kosarev y el secretario del Comité central es Zhambyl Akhmetbekov.&lt;/div&gt;&lt;div class="post-body"&gt;&lt;div style="text-align: left;"&gt;Por su cuenta seguía el PCK que en las elecciones de 2004 acudiendo en coalición con Elección democrática de Kazajstán, Solidaridad y otros 3 grupos alcanzó un modesto 3,4 %. El PCPK en las primeras elecciones a las que se presentó también en 2004 sólo alcanzó un 2 %.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ambos partidos hicieron un intento de acercarse y construir una alianza en marzo de 2007 que lamentablemente falló. En diciembre de 2010 el PCPK ha establecido lazos con el Partido Comunista de la Federación rusa (PCFR).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #29303b; font-family: Arial,Verdana,'Times New Roman',sans-serif; font-size: x-small; line-height: 19px; text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-e6lE5QHxfEw/TyMlAaue1TI/AAAAAAAABYE/twukv42Luhk/s1600/timthumb.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #29303b; font-family: Arial,Verdana,'Times New Roman',sans-serif; font-size: x-small; line-height: 19px; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-czG2BVjHlkQ/TyMkIBPE5RI/AAAAAAAABX0/ZYafAHCW0Zk/s1600/dsc00378.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-czG2BVjHlkQ/TyMkIBPE5RI/AAAAAAAABX0/ZYafAHCW0Zk/s320/dsc00378.jpg" width="320" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En 2011 el PCK es suspendido por 6 meses por un tribunal y no se ha podido presentar a las recientes elecciones legislativas de enero de 2012. Desde 2010 su líder es Gaziz Aldamzhárov y al parecer cuenta con 50 o 60 mil miembros. Es llamativo que el poder burgués haya frenado a un partido y permitido a otro presentarse a las elecciones. Efectivamente el PCPK ha conseguido un éxito electoral porque del&amp;nbsp;modesto 2 % ha pasado a mas del 7 % que le permite entrar en el parlamento con 7 diputados comunistas. Según ellos, el PCPK se basa en el marxismo leninismo adaptado a las condiciones sociales de desarrollo del país.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esperamos que el movimiento obrero y comunista kazajo pueda defender sus posiciones y ofrecer el socialismo como alternativa real, posible y positiva para el pueblo en fraternal unión con los otros pueblos soviéticos y asiáticos.&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #29303b; font-family: Arial,Verdana,'Times New Roman',sans-serif; font-size: x-small; line-height: 19px; text-align: left;"&gt;&lt;/span&gt;&lt;/span&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/1840221365795592841-389767155588145269?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/389767155588145269/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=389767155588145269' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/389767155588145269'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/389767155588145269'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/avance-electoral-de-uno-de-los-dos.html' title='Avance electoral de uno de los dos partidos comunistas de kazajstan'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-e6lE5QHxfEw/TyMlAaue1TI/AAAAAAAABYE/twukv42Luhk/s72-c/timthumb.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-1267324901704088273</id><published>2012-01-27T00:52:00.000-04:00</published><updated>2012-01-27T00:52:40.989-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='VIDEOS'/><title type='text'>Tuerka-Rap Nega. 13-10-11 (Video del Nega de los chikos del Maiz)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/dF63Izu-lVk/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/dF63Izu-lVk&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/dF63Izu-lVk&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-1267324901704088273?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/1267324901704088273/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=1267324901704088273' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/1267324901704088273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/1267324901704088273'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/tuerka-rap-nega-13-10-11-video-del-nega.html' title='Tuerka-Rap Nega. 13-10-11 (Video del Nega de los chikos del Maiz)'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-8062722762766084354</id><published>2012-01-27T00:38:00.000-04:00</published><updated>2012-01-27T00:38:09.410-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><category scheme='http://www.blogger.com/atom/ns#' term='VIDEOS'/><title type='text'>Video sobre la agresion a la marcha dirigida porl PC griego y el PAME</title><content type='html'>&lt;div style="text-align: center;"&gt;&amp;nbsp;En este video podemos apreciar el ataque organizado por el gobierno griego en complicidad con anarquistas y fascistas a&amp;nbsp; la marcha y mitin organizado por el&amp;nbsp; PARTIDO COMUNISTA DE GRECIA Y EL PAME. El ataque criminal es repelido por la seguridad del PC y sus valientes militantes.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/sHMLD_Vql0o" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-8062722762766084354?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/8062722762766084354/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=8062722762766084354' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/8062722762766084354'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/8062722762766084354'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/video-sobre-la-agresion-la-marcha.html' title='Video sobre la agresion a la marcha dirigida porl PC griego y el PAME'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/sHMLD_Vql0o/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-3294265569341088826</id><published>2012-01-22T00:48:00.000-04:00</published><updated>2012-01-22T00:48:41.939-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DIBUJOS'/><title type='text'>Iglesia...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Ml1Q1grLEEQ/TxuUe7_SIdI/AAAAAAAABXs/xBms1D78YhQ/s1600/308232_267023410008381_100001021737282_904412_489282489_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-Ml1Q1grLEEQ/TxuUe7_SIdI/AAAAAAAABXs/xBms1D78YhQ/s640/308232_267023410008381_100001021737282_904412_489282489_n.jpg" width="536" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-3294265569341088826?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/3294265569341088826/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=3294265569341088826' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/3294265569341088826'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/3294265569341088826'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/iglesia.html' title='Iglesia...'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Ml1Q1grLEEQ/TxuUe7_SIdI/AAAAAAAABXs/xBms1D78YhQ/s72-c/308232_267023410008381_100001021737282_904412_489282489_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-3433338985350804995</id><published>2012-01-22T00:41:00.000-04:00</published><updated>2012-01-22T00:41:07.941-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><title type='text'>ALGUNAS FOTOS DEL PARTIDO COMUNISTA GRIEGO</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-3yXzmYB0fvA/TxuBsxxTUVI/AAAAAAAABXM/rjyIPtEfXJY/s1600/30sept09-z.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-3yXzmYB0fvA/TxuBsxxTUVI/AAAAAAAABXM/rjyIPtEfXJY/s640/30sept09-z.jpg" width="426" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-3433338985350804995?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/3433338985350804995/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=3433338985350804995' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/3433338985350804995'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/3433338985350804995'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/algunas-fotos-del-partido-comunista.html' title='ALGUNAS FOTOS DEL PARTIDO COMUNISTA GRIEGO'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-SWnPmq6teaw/TxuBH3QnhzI/AAAAAAAABXE/4aXqXJuucdc/s72-c/30sept09-c.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-2416315070850453592</id><published>2012-01-18T01:30:00.000-04:00</published><updated>2012-01-18T01:30:34.958-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DIBUJOS'/><category scheme='http://www.blogger.com/atom/ns#' term='JUVENTUD COMUNISTA DE BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDO COMUNISTA DE BOLIVIA'/><title type='text'>62 AÑOS DE LUCHA INCLAUDICABLE POR UNA PATRIA SOCIALISTA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_H0N7rGOYe0/TxZX46600rI/AAAAAAAABWc/OMIDR-89C9g/s1600/386455_281893451864241_100001307642022_747666_1235535959_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-_H0N7rGOYe0/TxZX46600rI/AAAAAAAABWc/OMIDR-89C9g/s1600/386455_281893451864241_100001307642022_747666_1235535959_n.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-2416315070850453592?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/2416315070850453592/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=2416315070850453592' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/2416315070850453592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/2416315070850453592'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/62-anos-de-lucha-inclaudicable-por-una.html' title='62 AÑOS DE LUCHA INCLAUDICABLE POR UNA PATRIA SOCIALISTA'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-_H0N7rGOYe0/TxZX46600rI/AAAAAAAABWc/OMIDR-89C9g/s72-c/386455_281893451864241_100001307642022_747666_1235535959_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-4678496507184937947</id><published>2012-01-18T01:18:00.000-04:00</published><updated>2012-01-18T01:18:32.214-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DIBUJOS'/><category scheme='http://www.blogger.com/atom/ns#' term='JUVENTUD COMUNISTA DE BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDO COMUNISTA DE BOLIVIA'/><title type='text'>INVITACION PARA EL ACTO ANIVERSARIO DEL PCB EN LA PAZ</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-k8cbbOxfYhM/TxZTyA-Ow-I/AAAAAAAABWU/fKfbhNbH1TE/s1600/invitacion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="426" src="http://4.bp.blogspot.com/-k8cbbOxfYhM/TxZTyA-Ow-I/AAAAAAAABWU/fKfbhNbH1TE/s640/invitacion.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-4678496507184937947?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/4678496507184937947/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=4678496507184937947' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/4678496507184937947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/4678496507184937947'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/invitacion-para-el-acto-aniversario-del.html' title='INVITACION PARA EL ACTO ANIVERSARIO DEL PCB EN LA PAZ'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-k8cbbOxfYhM/TxZTyA-Ow-I/AAAAAAAABWU/fKfbhNbH1TE/s72-c/invitacion.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-6652049228440398198</id><published>2012-01-10T23:39:00.001-04:00</published><updated>2012-01-15T14:47:33.040-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FORMACION POLITICA'/><category scheme='http://www.blogger.com/atom/ns#' term='LIBROS PARA BAJAR'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><category scheme='http://www.blogger.com/atom/ns#' term='ANALISIS POLITICO Y VARIOS'/><title type='text'>Un partido con paredes de cristal</title><content type='html'>&lt;div style="text-align: center;"&gt;Compañeros subimos un libro imprescindible para nuestra formacion, el libro titula "Un partido con paredes de cristal", del notable camarada portugues ALVARO CUNHAL&lt;/div&gt;&lt;div style="text-align: center;"&gt;Gracias a un camarada español contamos con la version en español de esta gran obra.&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: x-large;"&gt;BAJAR AQUI (ESPAÑOL):&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: x-large;"&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span style="font-size: x-large;"&gt;&lt;a href="https://docs.google.com/viewer?a=v&amp;amp;pid=explorer&amp;amp;chrome=true&amp;amp;srcid=0B-EwbaURHX4DY2YzOTRkOGQtYzA1Mi00ZmJmLWE3ZmQtMjBmOWZiM2I2NGMx&amp;amp;hl=es"&gt;UN PARTIDO CON PAREDES DE CRISTAL&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: x-large;"&gt;BAJAR AQUI (PORTUGUES):&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: x-large;"&gt;&lt;a href="http://marxists.org/portugues/cunhal/1985/08/partido.pdf%20"&gt;UN PARTIDO CON PAREDES DE CRISTAL (ALVARO CUNHAL)&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-SA9XheIoOMs/Tw0CqhVYt0I/AAAAAAAABWM/J7ETTzLQtbM/s1600/cunhal.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-SA9XheIoOMs/Tw0CqhVYt0I/AAAAAAAABWM/J7ETTzLQtbM/s400/cunhal.png" width="271" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-6652049228440398198?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/6652049228440398198/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=6652049228440398198' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6652049228440398198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6652049228440398198'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/un-partido-con-paredes-de-cristal.html' title='Un partido con paredes de cristal'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-SA9XheIoOMs/Tw0CqhVYt0I/AAAAAAAABWM/J7ETTzLQtbM/s72-c/cunhal.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-6024460464268496549</id><published>2012-01-10T22:29:00.000-04:00</published><updated>2012-01-10T22:29:02.663-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='STALIN'/><category scheme='http://www.blogger.com/atom/ns#' term='VIDEOS'/><category scheme='http://www.blogger.com/atom/ns#' term='URSS Y PAISES SOCIALISTAS'/><title type='text'>DISCURSO DE STALIN EN 1941 sobre la agresion alemana</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/KZc1ErBpoJ4/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/KZc1ErBpoJ4&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/KZc1ErBpoJ4&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-6024460464268496549?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/6024460464268496549/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=6024460464268496549' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6024460464268496549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6024460464268496549'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/discurso-de-stalin-en-1941-sobre-la.html' title='DISCURSO DE STALIN EN 1941 sobre la agresion alemana'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-6198713832529145976</id><published>2012-01-10T20:56:00.000-04:00</published><updated>2012-01-10T20:56:10.119-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DIBUJOS'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><title type='text'>MI PAPA ES COMUNISTA!!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-i-UMDjF23jg/TwzcjpeTzjI/AAAAAAAABWE/BXzkwEym76w/s1600/68220_1382902191983_1814835693_708376_4950799_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-i-UMDjF23jg/TwzcjpeTzjI/AAAAAAAABWE/BXzkwEym76w/s1600/68220_1382902191983_1814835693_708376_4950799_n.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span id="goog_1884780834"&gt;&lt;/span&gt;&lt;span id="goog_1884780835"&gt;&lt;/span&gt;&lt;span id="goog_2141543355"&gt;&lt;/span&gt;&lt;span id="goog_2141543356"&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-6198713832529145976?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/6198713832529145976/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=6198713832529145976' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6198713832529145976'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6198713832529145976'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2012/01/mi-papa-es-comunista.html' title='MI PAPA ES COMUNISTA!!'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-i-UMDjF23jg/TwzcjpeTzjI/AAAAAAAABWE/BXzkwEym76w/s72-c/68220_1382902191983_1814835693_708376_4950799_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-6991906833811823871</id><published>2011-12-31T22:42:00.000-04:00</published><updated>2011-12-31T22:42:21.609-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='JUVENTUD COMUNISTA DE BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDO COMUNISTA DE BOLIVIA'/><title type='text'>POR UN AÑO 2012 DE LUCHAS Y VICTORIAS, HACIA EL SOCIALISMO</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-HZHzOBysC9o/Tv_Gjn57Y7I/AAAAAAAABV8/Z3nq_Xlkd3U/s1600/Tarjeta+a%25C3%25B1o+nuevo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="500" src="http://1.bp.blogspot.com/-HZHzOBysC9o/Tv_Gjn57Y7I/AAAAAAAABV8/Z3nq_Xlkd3U/s640/Tarjeta+a%25C3%25B1o+nuevo.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-6991906833811823871?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/6991906833811823871/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=6991906833811823871' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6991906833811823871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/6991906833811823871'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2011/12/por-un-ano-2012-de-luchas-y-victorias_31.html' title='POR UN AÑO 2012 DE LUCHAS Y VICTORIAS, HACIA EL SOCIALISMO'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-HZHzOBysC9o/Tv_Gjn57Y7I/AAAAAAAABV8/Z3nq_Xlkd3U/s72-c/Tarjeta+a%25C3%25B1o+nuevo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-1188333123504542790</id><published>2011-12-26T18:10:00.000-04:00</published><updated>2011-12-26T18:10:36.715-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='DIBUJOS'/><category scheme='http://www.blogger.com/atom/ns#' term='JUVENTUD COMUNISTA DE BOLIVIA'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDO COMUNISTA DE BOLIVIA'/><title type='text'>POR UN AÑO 2012 DE LUCHAS Y VICTORIAS</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-UeMTgDILO6E/TvjtxkzbhPI/AAAAAAAABVw/jLcEM8rfdB0/s1600/felictaciones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="458" src="http://4.bp.blogspot.com/-UeMTgDILO6E/TvjtxkzbhPI/AAAAAAAABVw/jLcEM8rfdB0/s640/felictaciones.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-1188333123504542790?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/1188333123504542790/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=1188333123504542790' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/1188333123504542790'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/1188333123504542790'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2011/12/por-un-ano-2012-de-luchas-y-victorias.html' title='POR UN AÑO 2012 DE LUCHAS Y VICTORIAS'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-UeMTgDILO6E/TvjtxkzbhPI/AAAAAAAABVw/jLcEM8rfdB0/s72-c/felictaciones.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-5029503489013971107</id><published>2011-12-26T17:42:00.000-04:00</published><updated>2011-12-26T17:42:52.659-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FORMACION POLITICA'/><category scheme='http://www.blogger.com/atom/ns#' term='ANALISIS/ARTICULOS SOBRE SOCIALISMO'/><category scheme='http://www.blogger.com/atom/ns#' term='PARTIDOS COMUNISTAS'/><title type='text'>El internacionalismo en la teoría marxista</title><content type='html'>&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-family: 'Arial Narrow'; font-size: 14px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align="center" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;a href="http://3.bp.blogspot.com/-wB-jWjP6nU8/TvjmdITqnSI/AAAAAAAABVQ/EB66kvO9YB0/s1600/estrellaroja.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-wB-jWjP6nU8/TvjmdITqnSI/AAAAAAAABVQ/EB66kvO9YB0/s200/estrellaroja.gif" width="200" /&gt;&lt;/a&gt;&lt;span style="color: red; font-family: Arial Narrow; font-size: small;"&gt;&lt;b style="color: #555555;"&gt;El internacionalismo en la teoría marxista&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&amp;nbsp;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;Eleni Mpelou&lt;/i&gt;&lt;sup&gt;1&lt;/sup&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin: 0.5em 0em 1em;"&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Para el KKE es una cuestión de principios que la vanguardia ideológica, política y organizativa de la clase obrera debe expresarse de forma distintiva y unificada a nivel internacional.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La base teórica de este prinicipio, que descansa en las obras de Marx y Engels, puede encontrarse en la actividad y dimensión internacionales del capital, las cuales nosotros estudiaremos a la luz de los acontecimientos actuales.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Para que el capital pueda reproducirse como relación socioeconómica, ya ha logrado superar la frontera del “estado nacional”, que creó como forma de poder político estatal para establecerse y para superar las relaciones feudales, para abolir la estrechez de la economía natural y del mercado local, así como de la producción artesana.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El fenómeno del comercio internacional y de las compañías por acciones, que Marx había analizado, tomó nuevas dimensiones y características a finales del siglo XIX y, especialmente, en el siglo XX, a través de la exportación extensiva de capital para inversiones extranjeras directas, la creación a escala internacional de bolsas y otros mercados para el capital financiero (p.ej. el Banco Mundial, el FMI, etc.) y la composición internacional de los accionistas en compañías de inversiones.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Sobre esta base, tras la II Guerra Mundial y a pesar de la continua agudización de la competencia capitalista (entre empresas y entre estados), se formaron centros más fuertes para la elaboración de una estrategia unificada del sistema imperialista mundial contra la clase obrera, su organización revolucionaria y su actividad como movimiento dentro de los estados capitalistas e incluso más contra su poder estatal en los países que estaban construyendo el socialismo.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Tales centros para la producción de una estrategia y actividad unificadas del capital internacional estaban vinculados a la coordinación de la toma de decisiones (p.ej. el G7, que hoy ha sido ampliado a G20) y en órganos de intervención directa económica (FMI, Banco Mundial, etc.) y militar (OTAN, Euroejército, etc.).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Por supuesto, el desarrollo desigual del capitalismo y la competencia, que son inherentes al sistema, llevan a cambios en la correlación de fuerzas entre estos centros, mientras al mismo tiempo se forman otros regionales (p.ej. UE, ALCA, ALBA, MERCOSUR, ASEAN, Acuerdo de Shanghai, etc.).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En todos estos centros, en los que se expresa la unidad del poder estatal del capital en relación con su oponente, la clase obrera, la continuidad del estado capitalista está salvaguardada independientemente del color político-ideológico de un gobierno u otro.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Un ejemplo característico de esta realidad es la composicióin del bien conocido “Grupo Bilderberg”, en donde empresarios, armadores, banqueros, diplomáticos, militares, economistas, periodistas, intelectuales y políticos de todas las tendencias de la burguesía de todo el mundo deliberan “a puerta cerrada”.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Paralelamente, las corrientes políticas burguesas y los representantes naturales del capital se han organizado en uniones internacionales y regionales.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;¿Qué clase no tiene una expresión internacional en relación al poder capitalista que se organiza a nivel estatal y a nivel internacional? La clase obrera.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Junto a la obvia necesidad de contar con esta expresión, lo que debemos examinar son las causas de los problemas relativos a la promoción de la organización internacional de la vanguardia ideológica y política de la clase obrera.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En opinión del KKE, el problema no es principalmente de tipo organizativo, sino teórico e ideológico, el cual por supuesto refleja la separación, la división de la clase obrera a nivel nacional.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La unidad ideológica del movimiento comunista internacional ha sido destruida y esto es lo que necesita restaurarse. Ésta es la tarea básica para todos los PPCC - independientemente de sus diferentes nombres – que tienen el necesario contenido de clase en su base y en sus órganos dirigentes, que aseguran la voluntad de la vanguardia de la clase obrera para organizar la lucha contra la explotación capitalista y no para pactar con ella.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La profunda crisis ideológica, política y organizativa del movimiento obrero internacional se ha expresado en los últimos 25 años y sus raíces van aún más atrás (décadas, de hecho).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El KKE opina que el desmantelamiento de esta unidad ideológica tuvo lugar debido al gradual fortalecimiento y difusión del revisionismo. Por supuesto, lo que ocurre a nivel de conciencia, en este caso el revisionismo, es un reflejo de los acontecimientos socioeconómicos – las secciones de la clase obrera en los países capitalistas avanzados gozaron de salarios más altos y mejores condiciones de vida debido a la plusvalía extra que el capital obtenía en sus países, tomando por ejemplo el monopolio en el comercio exterior (Gran Bretaña hasta finales del siglo XIX) y la capacidad para explotar materias primas y trabajo barato en sociedades menos desarrolladas. Los hijos de estas secciones de la clase obrera y de la aristocracia obrera en el movimiento sindical y político absorbieron la propaganda burguesa por medio del sistema educativo y fueron incorporados a los mecanismos ampliados del estado – bien en los “servicios” del Estado burgués (educación, salud, bienestar) o puramente en mecanismos administrativos (oficinas tributarias, administraciones locales, mantenimiento de la propiedad estatal, etc.) o en empresas públicas o semipúblicas (bancos, servicios públicos, energía, agua, industria de telecomunicaciones, turismo, etc.).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La compra de secciones de la clase obrera y su incorporación a sectores dinámicos de la industria capitalista se logró en combinación con el soborno amplio de científicos que tenían raíces obreras; así podemos ver que la ampliación de la base social del oportunismo y el fortalecimiento del revisionismo son fenómenos interconectados. La capacidad de las fuerzas políticas burguesas para comprar a amplias secciones de la clase obrera sirvió al objetivo político de corromper al movimiento obrero, de distraerlo de su objetivo estratégico de la revolución socialista en Europa y, más en general, en el mundo capitalista desarrollado e incluso en condiciones en las que la correlación de fuerzas había mejorado para las fuerzas del socialismo tras el fin de la II Guerra Mundial.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El revisionismo y el oportunismo en los PPCC de los estados capitalistas fuertes ejercieron presión sobre los PPCC gobernantes, en condiciones extremadamente complejas.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;a)el período histórico a nivel internacional (p.ej. el desarrollo de la bomba atómica primero por los EEUU o la política de la “guerra fría” contra la URSS inmediatamente tras el fin de la II Guerra Mundial), cuando las pérdidas del capitalismo no se analizaron objetivamente en combinación con su capacidad para recuperar su posición.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;b)la debilidad y los descuidos en la creación de una estrategia del movimiento comunista internacional contra el sistema imperialista internacional, dado que en varias instancias, extremadamente importantes en aquel momento, el frente de lucha contra la ocupación extranjera y el eje de Hitler se separó de la lucha por la toma del poder estatal por la clase obrera.&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;c)la URSS se enfrentó a tareas teóricas y prácticas sin precedentes (p.ej. la contención y posterior abolición de las relaciones mercantiles, la contradicción entre trabajo manual e intelectual, el desarrollo de la organización del trabajo en sectores productivos de la industria socialista, la amplia participación obrera en la organización y administración de la producción y los servicios, en el control obrero de la gestión y, más generalmente, de los órganos del poder estatal obrero). La lucha de clases para el desarrollo socialista entró en una nueva fase.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La revisión y el oportunismo irreversiblemente corrompieron a los PPCC gobernantes, con el resultado de que dirigieron derrocamientos contrarrevolucionarios, la restauración capitalista violenta o controlada, proceso que todavía está en marcha.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Otra corriente del revisionismo y el oportunismo, conocida como “eurocomunismo”, corrompió al movimiento obrero en las sociedades capitalistas desarrolladas y continúa haciéndolo, por un lado manteniendo la continuidad histórica y los símbolos del movimiento comunista, y por otra creando una organización oportunista europea (el PIE). El PIE utiliza y fomenta las debilidades existentes y las dificultades de los PPCC, por ejemplo en América Latina y Asia, debilidades que surgen del desarrollo relativamente retrasado del capitalismo en esos países. El PIE promueve una línea de alianza con fuerzas burguesas de otros centros imperialistas a los que denomina aliados (por ejemplo, la UE) contra el imperialismo norteamericano.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-EjecjIwP-zc/TvjnBHSJHvI/AAAAAAAABVY/rPyYQpaxpNc/s1600/160px-Intercosmos.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-EjecjIwP-zc/TvjnBHSJHvI/AAAAAAAABVY/rPyYQpaxpNc/s1600/160px-Intercosmos.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Afiche de la colaboracion sovietica -rumana&amp;nbsp;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-family: 'Arial Narrow'; font-size: 14px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En las condiciones actuales, los PPCC en países en los que el poder estatal burgués trata de elevar su posición a nivel continental e internacional, se enfrentan al siguiente desafío – elaborar su estrategia teniendo en cuenta y superando los problemas estratégicos en el movimiento comunista internacional que ellos habían desarrollado como partidos.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Frente a todo esto, los PPCC dedicados a la ideología comunista, al marxismo-leninismo, al papel histórico de la clase obrera para el progreso social y la necesidad del socialismo, a la necesidad de la revolución política y del poder estatal obrero revolucionario (la dictadura del proletariado), tienen como prioridades las siguientes tareas:&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;1. El estudio profundo y la difusión de la ideología comunista, por medio de la publicación de los trabajos de sus fundadores en todos los idiomas, escuelas del partido para la educación marxista organizada de sus cuadros, extensión de estas tareas a sus militantes y trabajo similar con los cuadros de las juventudes comunistas.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;2. La formación de una intelectualidad comunista, es decir, cuadros científicos del partido con educación marxista y educación similar para los cuadros obreros que tienen las capacidades necesarias para el trabajo intelectual. Todo PC, utilizando a la intelectualidad marxista, estudiará científicamente – no sólo mediante la observación empírica – la situación socioeconómica y política de su país, su posición en el sistema imperialista internacional, sus relaciones internacionales, estudios que se basarán científicamente en las fuerzas comunistas, para que su carácter científico no entre en conflicto con su carácter de clase.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Para que los PPCC no se conviertan en rehenes de la ideología burguesa, deben superar la tendencia a subestimar el trabajo ideológico y teórico, una tendencia hacia la fetichización del trabajo práctico, la tendencia a situar el trabajo teórico fuera de sus órganos dirigentes. Este trabajo necesita ser asignado dentro del CC, y los resultados de este trabajo teórico deben ser discutidos y adoptados por el CC, y debería darse una tendencia a discutir y adoptar estas tareas para su extensión a todos los órganos del Partido y organizaciones de base y en la juventud comunista.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La asimilación creativa de la teoría comunista revolucionaria incluye no sólo la necesidad de que sea asimilada, sino también de su desarrollo, ya que tanto la sociedad como la lucha de clases están en constante desarrollo.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Igual que es cierto que la teoría revolucionaria fundada por Marx y Engels fue muy avanzada, la teoría que Lenin desarrolló especialmente en relación con la teoría del Partido, la revolución, el estado obrero, que dio fuerza a la acción revolucionaria, también lo es que objetivamente no cubrieron fenómenos y acontecimientos que no existían aún o no se habían completado hace un siglo y medio.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;No obstante, tales fenómenos pueden hoy interpretarse erróneamente y empujar a un PC en una línea de cooperación con secciones de la clase burguesa.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La tarea de desarrollar nuestra teoría revolucionaria está interrelacionada con la tarea de elaborar una estrategia revolucionaria.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Hoy existe la base teórica para el posicionamiento estratégico de los PPCC en relación a los fenómenos como las uniones económicas, políticas y militares de los estados capitalistas, tales como la UE, la OTAN, el FMI, etc., y en relación a otros fenómenos como la aristocracia obrera. Existe una base teórica para el rechazo de los análisis teóricos burgueses relativos al “fin de la clase obrera”, “fin de la lucha de clases”, “obsolescencia del socialismo y el capitalismo” porque supuestamente la sociedad de hoy es postindustrial o constructos ideológicos que dicen que la crisis económica es causada por el “capitalismo casino” como una desviación del capitalismo industrial, etc.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;A pesar de esto, dado que esta base teórica no se ha asimilado, viejas tesis revisionistas ganan terreno, apareciendo como supuestamente “contemporáneas” y, como resultado de la confusión ideológica y de problemas estratégicos, se manifiestan en los PPCC.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El oportunismo contemporáneo promueve una línea de unión contra la plusvalía extra, presentando esto como un fenómeno que se desvía de los beneficios industriales, del desarrollo capitalista “saludable”.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Basta con retrotraernos a los escritos de Engels relativos a las crisis económicas en Inglaterra en la primera mitad del siglo XIX para descubrir la perdurabilidad de este fenómeno y de las posiciones burguesas que hoy están promoviéndose como “pensamiento contemporáneo de izquierdas que refleja la nueva realidad social”.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Sobre esta base surge la denominada “estrategia moderna”, el análisis de que los “PPCC como fuerza dirigente de la izquierda deberían unirse a las fuerzas dispersas de la izquierda en un polo que trabaje por un gobierno de izquierdas”. Esta problemática estrategia ha sido probada, con consecuencias negativas, en todo el siglo XX y hasta el presente. Se basa en la concepción equivocada de las alianzas, que da prioridad a una alianza “por arriba”, con fuerzas políticas que representan al oportunismo en el seno del movimiento obrero revolucionario, que tiene como estrategia el cambio de la correlación de fuerzas en el parlamento burgués para formar un gobierno que no será capaz de, o no deseará, entrar en conflicto con el dominio capitalista.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La política de alianzas de un PC, es decir, de la clase obrera y los sectores sociales oprimidos, no puede tener como objetivo la política utópica de reformar al capitalismo y hacerlo pasar de su fase monopolista a su fase premonopolista.. Puede y debe ser una alianza que empuje a los sectores populares intermedios a una lucha por la ruptura con los monopolios, con sus uniones imperialistas. Debe ser una línea para la maduración del factor subjetivo para la lucha por el socialismo, incluso aunque no exija que las fuerzas sociales aliadas lo entiendan y acepten plenamente. Incluso si el objetivo del poder estatal (p.ej. “el poder popular”) y las relaciones económicas vinculadas (p.ej. “la economía popular”) se explican en términos generales, como en el caso del Frente Antimonopolista y Antiimperialista de lucha del KKE, esto no excusa la confusión ideológica sobre la posibilidad de una forma intermedia de poder estatal, un estadio intermedio entre el capitalismo y el socialismo.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Es necesario que exista una visión común entre los PPCC en este tema, de los PPCC que operan en sociedades capitalistas, independientemente de la posición de estas sociedades en el sistema capitalista internacional. Esta verdad básica la formuló en 1887 Engels en el prólogo a la edición norteamericana de “La condición de la clase obrera”: “ya que, como dije antes, no puede existir ninguna duda de que la última plataforma de la clase obrera norteamericana debe y es esencialmente la misma que la que adopte toda la clase obrera militante de Europa, la misma que la del Partido Laborista Socialista Alemán-Americano”&lt;sup&gt;2&lt;/sup&gt;. Esta posición hace referencia a las históricas diferencias en el desarrollo capitalista en EEUU, Alemania, Gran Bretaña y Francia.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Por supuesto que existen fenómenos cuya investigación histórica no llevó a generalizaciones teóricas desde el punto de vista de la estrategia revolucionaria unificada contra el sistema imperialista mundial. Y teniendo esto en cuenta, la elaboración estratégica de los PPCC se hace aún más difícil.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La posición de un PC relativa al movimiento nacional que no se ha asimiliado todavía por la clase burguesa dominante de un único estado unificado es un asunto de este tipo, o incluso a la inversa, la posición de un PC relativa a un movimiento autonomista nacional.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El KKE ha estado lidiando con este tipo de asuntos en relación con la población grecochipriota durante muchos años, mientras nuestro partido hermano (el PC Turco) ha estado preocupado durante muchos años con el tema de la población kurda.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En opinión del KKE, la necesidad de y la promoción de una estrategia comunista revolucionaria internacional, de la perspectiva de una nueva internacional, surge de este tipo de investigación teórica y estratégica, de la que hablaré luego.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Especialmente durante los siglos XVIII y XIX, con la formación de los estados capitalistas, no sólo existía la expresión nacional del vehículo natural creado de relaciones capitalistas, es decir, las respectivas clases burguesas de Francia, Alemania, Grecia, etc, sino que se creó la correspondiente clase obrera.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Los respectivos estados, dependiendo en su herencia precapitalista y de las especificidades históricas en el desarrollo de sus revoluciones burguesas y formaciones estatales capitalistas, contribuyen en mayor o menor medida al surgimiento “suave” de las naciones, a la creación más o menos coherente de la conciencia nacional. Mientras la organización capitalista de la sociedad y la correspondiente formación de un estado capitalista se retrasaba, donde los imperios sobrevivieron durante un largo período de tiempo con poderes feudales, como el Imperio Otomano, el paso a formaciones estatales capitalistas no armonizó las diferencias nacionales desde el punto de vista de los intereses unificados del capital.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Sobre esta base se desarrollaron los movimientos separatistas. Algunos estados capitalistas apoyaron a estos movimientos mientras otros se pusieron en contra según las contradicciones y alianzas que se formaban en el marco de la tendencia a competir por la distribución de los mercados, que es la ley del capitalismo.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En la era reaccionaria del imperialismo, en la que la clase obrera ha disociado claramente su estrategia de la de la burguesía, independientemente de cuestiones nacionales, idiomas y otros legados culturales, creemos que los partidos comunistas deben formar sus posiciones de acuerdo a los criterios de clase, de acuerdo a la unidad de la clase obrera contra la burguesía, sin importar si la burguesía nacional aparece como dividida a nivel nacional.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Somos de la opinión de que la siguiente posición de Engels es importante y cierta:&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;“Los comunistas – ese fue el nombre que adoptamos en la época y que incluso ahora no repudiamos – los comunistas no formamos un partido separado opuesto a otros partidos obreros.”&lt;/i&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;“No tienen intereses separados y aparte de los intereses de toda la clase obrera”.&lt;/i&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;“No establecen principios sectarios propios, por los cuales formar y modelar al movimiento proletario”&lt;/i&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;“Los comunistas se distinguen de los otros partidos obreros sólo por esto: 1.En las luchas nacionales de los proletarios de los diferentes países señalan y ponen delante los intereses comunes de todo el proletariado, intereses independientes de toda nacionalisdad; 2.En los diferentes estadios de desarrollo que la lucha de la clase obrera contra la clase capitalista transitará, siempre y en todo lugar representan los intereses del movimiento en su conjunto.&lt;/i&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;“Los comunistas, por tanto, son por una parte prácticamente la sección más avanzada y decidida de los partidos obreros de todos los países, la sección que arrastra a todas las demás; por otro lado, en lo teórico, tienen, por encima de la gran masa de proletarios, la ventaja de entender claramente la línea de marcha, las condiciones y los resultados generales finales del movimiento proletario.&lt;/i&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;&lt;i&gt;Así, luchan por la consecución de objetivos inmediatos, por el reforzamiento de los intereses monetarios de la clase obrera, pero en el movimiento del presente, representan y les preocupa el futuro del movimiento”&lt;/i&gt;&lt;sup&gt;&lt;i&gt;3&lt;/i&gt;&lt;/sup&gt;&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Según estos criterios, el KKE forma sus posiciones en estos temas, por ejemplo en lo relativo a los intereses tanto de los trabajadores grecochipriotas como los turcochipriotas, disociándolos de la burguesía greco y turcochipriota. Sobre la misma base, el KKE expresa la solidaridad de la clase obrera griega con la turca (así como con la kurda, la armenia, etc., independientemente de su origen étnico) a pesar de las diferencias entre las burguesías que puedan haber establecido su poder estatal (griega, turca) o no (kurda).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;En consecuencia, la cuestión crucial es la unidad de las varias secciones de la clase obrera, que están objetivamente estructuradas en el marco de una esepcífica entidad capitalista estatal, para su derrocamiento y para la abolición de la burguesía étnicamente dominante así como de la que se efnrenta a algunas restricciones.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Aunque la formación de los estados nacionales burgueses hasta el inicio del siglo XX representaba progreso en la historia del desarrollo humano, la secesión de grupos étnicos y la formación de nuevos estados capitlaistas hoy, bajo las condiciones del dominio del capitalismo a nivel global, no puede traer nada positivo para el movimiento obrero, sino que causa realineamientos en la correlación de fuerzas en el seno del capitalismo.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Por tanto, la posición de que el patriotismo y el internacionalismo tienen carácter de clase, capitalista u obrero, que se determina por las principales clases de la sociedad capitalista, sigue siendo cierta hoy, más de lo que lo era en la época de Lenin en el imperio multinacional zarista así como en todo estado burgués independientemente del grado de homogeneización étnica.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Esto significa que no puede haber patriotismo para las capas medias independiente del cosmopolitismo monopolista. Las capas medias tendrán que tomar posición bien con el patriotismo del capital, que incluye la contradicción entre la defensa de su estructura nacional estatal y el cosmopolitismo, o con el patriotismo obrero que incluye la solidaridad obrera internacionalista sin ninguna contradicción (internacionalismo proletario).&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La clase obrera cumple su papel dirigente objetivo en la lucha por la abolición de la explotacion capitalista, por tanto por la abolición de las diferencias nacionales, hasta el punto de que el movimiento obrero revolucionario – transformado en partidos comunistas – dirige conscientemente a los sectores de las capas medias a la acción común con la clase obrera contra el poder capitalista; hasta el punto de que asegura la acción conjunta con la clase obrera de estados vecinos, así como a nivel regional e internacional.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;Así, cada partido comunista promueve la lucha revolucionaria en su país adoptando iniciativas y apoyando las de otros partidos que fortalezcan la unidad ideológica y política. Estas actividades pueden incluir varias formas de acción que han sido probadas en el pasado, por ejemplo declaraciones conjuntas sobre problemas comunes de la clase obrera internacional, solidaridad y apoyo a toda clase obrera que se enfrente a problemas graves en su país, actividad conjunta para informar y movilizar, iniciativas conjuntas para la propagación de la ideología comunista y desarrollo de la teoría revolucionaria por medio de escuelas del partido, seminarios, publicaciones, etc. Además, tales actividades fortalecen la unidad organizativa.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La forma de una organización comunista internacional no puede ser producto del pensamiento abstracto en condiciones en las que la unidad ideológica y política de los partidos comunistas de diferentes países, y también de cada país por separado, requiere de la férrea y unificada posición del movimiento frente al oportunismo, considerándolo como enemigo y no tolerándolo como fuerza política con la que cooperar sobre la base de un “programa mínimo”.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;El más profundo estudio de las anteriores internacionales comunistas y, especialmente, de la Tercera Interancional Comunista, nos llevará a conclusiones que son necesarias para la reconstrucción ideológica y estratégica del movimiento comunista internacional y su revitalización.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;La nueva expresión organizativa de esta unidad debería reflejar definitivamente esta maduración. En este sentido, será diferente de las expresiones organizativas de la tercera internacoinal, que se basó en la victoria revolucionaria del PCR (B) en Rusia y en la influencia que ejerció en las fuerzas revolucionarias de los viejos partidos que han sido asimilados por el sistema de los partidos socialdemócratas. Estas fuerzas no se han disociado de la “socialdemocracia”, en primer lugar en el movimiento sindical, como para ganar a la mayoría de sectores militantes de la clase obrera.&lt;/span&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify" style="line-height: 1.5em; margin-bottom: 1em; margin-left: 0em; margin-right: 0em; margin-top: 0.5em;"&gt;&lt;span style="font-family: Arial Narrow; font-size: small;"&gt;No obstante, estos son aspectos de investigación histórica que deben discutirse de forma más detallada.&lt;/span&gt;&lt;/div&gt;------&lt;br /&gt;
&lt;i&gt;&lt;b style="color: #555555;"&gt;1.&lt;/b&gt;Artículo de Eleni Mpellou, miembro del Buró Político del CC del KKE, escrito a petición del Partido Comunista de Turquía para una actividad organizada por el Centro de Investigación Marxista-Leninista de Turquía. El artículo fue publicado en la revista teórica del Partido Comunista de Grecia (Komunistiki Epitheorisi, segundo número de 2010)&lt;br /&gt;
&lt;b style="color: #555555;"&gt;2.&lt;/b&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;Marx, K. y Engels, F. OOCC. 2ª ed. t. 21, pp. 351.&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;b style="color: #555555;"&gt;3.&lt;/b&gt;Marx, K. y Engels, F. OOCC. 2ª ed. t. 21, pp. 353.&lt;/i&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;hr style="background-color: transparent; color: firebrick; height: 1px;" /&gt;&lt;i&gt;Many thanks to the comrades of the Communist Party of the Peoples of Spain for the translation&lt;/i&gt;&lt;div class="documentByLine" style="clear: both; color: #76797c; font-size: 13px; font-weight: normal; text-align: right;"&gt;&lt;br /&gt;
e-mail:cpg@&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1840221365795592841-5029503489013971107?l=jcb-cochabamba.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jcb-cochabamba.blogspot.com/feeds/5029503489013971107/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1840221365795592841&amp;postID=5029503489013971107' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/5029503489013971107'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1840221365795592841/posts/default/5029503489013971107'/><link rel='alternate' type='text/html' href='http://jcb-cochabamba.blogspot.com/2011/12/el-internacionalismo-en-la-teoria.html' title='El internacionalismo en la teoría marxista'/><author><name>JCB CR COCHABAMBA</name><uri>http://www.blogger.com/profile/06173616865534084867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://2.bp.blogspot.com/_nJp6jH4ELoY/SK44BIDlLNI/AAAAAAAAALw/d15dffhb1ds/S220/cortyado.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-wB-jWjP6nU8/TvjmdITqnSI/AAAAAAAABVQ/EB66kvO9YB0/s72-c/estrellaroja.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1840221365795592841.post-118730402745094353</id><published>2011-12-19T09:30:00.000-04:00</published><updated>2011-12-19T09:20:43.414-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SOLIDARIDAD'/><title type='text'>Falleció Kim Jong Il, líder de Corea Democrática</title><content type='html'>&lt;div style="text-align: justify;"&gt;
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" 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" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Pyongyang, 19 dic (&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460927&amp;amp;Itemid=1" target="_blank"&gt;PRENSA LATINA&lt;/a&gt;) El líder de la República Popular Democrática 
de Corea (Rpdc), Kim Jong Il, falleció el sábado último por un infarto 
cardíaco mientras cumplía con un viaje de trabajo en tren, informó hoy 
la agencia de noticias KCNA.&lt;/div&gt;
&lt;div style="text-align: justify;"&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;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style="text-align: justify;"&gt;
&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460965&amp;amp;Itemid=1" name="list-cat-asia_title" title="list-cat-asia_title"&gt;&lt;/a&gt;&lt;/div&gt;
&lt;ul style="text-align: justify;"&gt;
&lt;li&gt;&lt;b&gt;&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460965&amp;amp;Itemid=1" name="list-cat-asia_title" title="list-cat-asia_title"&gt;Expresa China condolencias por fallecimiento de líder norcoreano&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460963&amp;amp;Itemid=1" name="list-cat-asia_title" title="list-cat-asia_title"&gt;Llaman en Rpdc a apoyar dirección de Kim Jong Un&lt;/a&gt;&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460961&amp;amp;Itemid=1" name="list-cat-asia_title" title="list-cat-asia_title"&gt;&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;a href="http://www.prensa-latina.cu/index.php?option=com_content&amp;amp;task=view&amp;amp;id=460961&amp;amp;Itemid=1" name="list-cat-asia_title" title="list-cat-asia_title"&gt;Informan detalles de funerales de Kim Jong Il&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
De acuerdo con un informe, citado por el medio periodístico, Kim Jong 
Il, de 69 años, durante un largo periodo de tiempo recibió tratamiento 
médico para su enfermedad cardiaca y cerebrovascular.&lt;br /&gt;
&lt;br /&gt;
El documento indica que se tomaron todos los posibles primeros auxilios, pero no se pudo salvar la vida del líder norcoreano.&lt;br /&gt;
&lt;br /&gt;
Kim Jong Il nació el 16 de febrero de 1942 y en 1960 comenzó a estudiar
 política y economía en el departamento Kim Il Sung University, para 
graduarse cuatro años más tarde.&lt;br /&gt;
&lt;br /&gt;
En 1964 comenzó a trabajar en 
el Comité Central del Partido de los Trabajadores de Corea (PTC) y en 
febrero de 1974 se convirtió en miembro del Buró Político del Comité 
Central.&lt;br /&gt;
&lt;br /&gt;
Desde octubre de 1980, Kim Jong Il ha sido miembro del 
Presidium del Buró Político, secretario del Comité Central del PTC y 
miembro de la Comisión Militar Central.&lt;br /&gt;
&lt;br /&gt;
Fue elegido diputado a 
la Asamblea Popular Suprema de 1982 a 1998, y entre diciembre de 1992 a 
abril de 1993, de forma sucesiva, Comandante Supremo del Ejército 
Popular de Corea, primer vicepresidente y más tarde de la Comisión de 
Defensa Nacional.    El 8 de octubre de 1997, Kim Jong Il fue elegido 
secretario general del PTC y recibió el título honorífico de Héroe de la
 Rpdc en 1975 y 1982.&lt;br /&gt;
&lt;br /&gt;
Entre muchos honores y condecoraciones, en abril de 1992 se le entregó el título de mariscal de la RPDC.&lt;br /&gt;
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
