<?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-7789080551227156157</id><updated>2012-01-28T11:25:43.624-08:00</updated><category term='La doctrina del shock 2009'/><category term='el restaurant del chino muerto'/><category term='foto móvil'/><title type='text'>el rincón amarillo</title><subtitle type='html'>observando sin pasar de largo</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://el-rincon-amarillo.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-885010165145468603</id><published>2012-01-28T10:54:00.000-08:00</published><updated>2012-01-28T11:25:43.637-08:00</updated><title type='text'>Las nuevas pateras</title><content type='html'>Si nos parásemos a preguntar a cualquier grupo de inmigrantes recién llegados a cualquier playa de la costa del sur de España, tras atravesar el Mediterraneo. Y digo Mediterraneo y no digo Estrecho, porque lo que se cruza es un mar. Un mar que viene después de un desierto y desierto lo empleamos aquí con sus dos significados; extensión inmensa de arena o piedra, carente de agua y vegetación, requemado por el Sol y en su otro significado de ausente de todo. Y las dos utilizaciones de esa palabra son plenamente válidas; desierto donde cientos, tal vez miles de personas, han dejado sus vidas en su travesía hacia un sueño y desierto es, también, el futuro que tenían en sus zonas de origen. Pues si preguntásemos a esos inmigrantes sus estudios, seguramente nos llevaríamos la inquietante respuesta, en bastantes casos, de tener carreras universitarias, dominio de idiomas. Jóvenes preparados que han tenido que huir de una realidad que les negaba la más mínima posibilidad de demostrar sus capacidades. Huyen y buscan un espejismo, algunos, muy pocos, una realidad de algo mejor. Aquí, bastantes personas, lo han visto como una invasión, como un serio problema al que se le ha de poner freno. Los políticos han creado leyes para perseguirlos, detenerlos, extraditarlos. Ahora, esos políticos, incapaces de solucionar problemas tan brutales como son los inasumibles tasas de paro en la población en general y en los jóvenes en particular, manejan la idea de una nueva inmigración, o tal vez vieja, que este país casi siempre ha expulsado a sus conciudadanos si querían tener una vida más digna. Los jóvenes sobradamente preparados que tenemos aquí buscan sus pateras y huyen de esta realidad, que como la de los otros, es castrante y cruel.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-885010165145468603?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/885010165145468603'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/885010165145468603'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2012/01/las-nuevas-pateras.html' title='Las nuevas pateras'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-6429754003906129880</id><published>2012-01-13T23:35:00.001-08:00</published><updated>2012-01-13T23:41:17.412-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='La doctrina del shock 2009'/><title type='text'>La doctrina del shock (2009)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;a href="http://vimeo.com/18758226" target="_blank"&gt;&lt;img alt="" height="300" 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" width="400" /&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/7789080551227156157-6429754003906129880?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/6429754003906129880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/6429754003906129880'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2012/01/la-doctrina-del-shock-2009.html' title='La doctrina del shock (2009)'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8590764521753262109</id><published>2011-10-15T07:48:00.000-07:00</published><updated>2011-10-15T07:48:35.698-07:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-QlIjK5CAOfE/TpmdL1tWSDI/AAAAAAAAAZY/PbR1MGhp470/s1600/15-o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-QlIjK5CAOfE/TpmdL1tWSDI/AAAAAAAAAZY/PbR1MGhp470/s320/15-o.jpg" width="320" /&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/7789080551227156157-8590764521753262109?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8590764521753262109'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8590764521753262109'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/10/blog-post.html' title=''/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-QlIjK5CAOfE/TpmdL1tWSDI/AAAAAAAAAZY/PbR1MGhp470/s72-c/15-o.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-731837088965260267</id><published>2011-09-29T08:38:00.000-07:00</published><updated>2011-09-29T09:33:43.883-07:00</updated><title type='text'>Cumpleaños</title><content type='html'>Hoy es el cumpleaños de mi hija. Hoy cumple 19 años. Es una edad mágica, que te afianza en la mayoría de edad, pero que todavía te deja ver muy cerca lo que fue la niñez. Edad puente que te aproxima a esa década de los veinte donde empezarás a crear las bases que conformarán el resto de la vida. Cuando yo cumplí los 19 apenas llevábamos unos pocos años en democracia y aunque vivíamos una crisis y un paro desbocado, todos estábamos esperanzados por el futuro, porque sabíamos que tendría que ir a bien sí o sí. Es lo adecuado de esa edad, creer que el futuro puede y debe de ser mejor. Cuando yo los cumplí, ya digo, acariciábamos una democracia conseguida después de la muerte de Franco y los partidos políticos inundaban mi corazón de promesas y sueños que yo creía. Leía a Bakunin, a Marx, a Mao, leía 'Juan Salvador Gaviota', 'Siddartha'; cualquier libro que me hablase de las injusticias del mundo. Pero no voy a decir que era una época fácil. El mundo estaba dividido en dos bloques y todos vivíamos con el temor, real o imbuido, de que todo se podía ir a la mierda en cualquier momento. Mis primeras manifestaciones fueron contra las nucleares, uno de los símbolos de aquella división, la amenaza nuclear. Mis primeros 1º de Mayo fueron para exigir más libertad y menos represión. Corrí en manifestaciones y pasé miedo. Ya han pasado 30 años de eso. Uno, volviendo la vista atrás, debería de creer que sus sueños de juventud de un mundo mejor se están consiguiendo; nunca lo bastante deprisa, nunca lo suficiente, pero sí mejor. Eso ha sido hasta ahora. Hoy mi hija cumple 19 años y el mundo sigue dividido en dos, en aquellos que se enriquecen de la miseria y en aquellos a los que se les fuerzan a vivir en la miseria. Habrá que volver a salir a la calle y correr delante de unos policías que protegen un sistema ajeno a la gran mayoría. Habrá que volver a manifestarse no para que hagan colegios, si no para que no los cierren. Habrá que volver a las asambleas de vecinos para proteger los ambulatorios, las residencias de ancianos. Habrá, en definitiva, que volver a salir para pedir libertad, igualdad de oportunidades, para proteger una democracia que nos la quieren desvirtuar. Pero con 19 años ellos tienen el derecho de pensar que el futuro puede y ha de ser mejor. Felicidades.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-731837088965260267?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/731837088965260267'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/731837088965260267'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/09/cumpleanos.html' title='Cumpleaños'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4718570077281878932</id><published>2011-09-22T03:00:00.000-07:00</published><updated>2011-09-22T04:11:19.419-07:00</updated><title type='text'>¿Sociedad o sistema?</title><content type='html'>La sociedad es el conjunto de individuos que se interrelacionan entre sí, el sistema es el conjunto de cualquier elemento que se interrelaciona. Puede que en apariencia sea poca la diferencia entre una definición y otra pero realmente es importante. La sociedad habla de personas, de seres que comparten ideas, objetivos, colaboran, ...; todos y cada uno de ellos están relacionados y todos son necesarios para esa sociedad. El sistema habla de elementos, unidades, que conjuntadas forman un algo, o dan valor a algo, pero mantiene las diferencias entre los elementos. La sociedad engloba al individuo, el sistema lo diferencia. Leído todo lo escrito hasta aquí uno puede llegar a la conclusión de que el sistema es bueno ya que permite la individualidad, pero es engañosa esta conclusión. La sociedad no elimina el libre pensamiento, lo que hace es que lo engloba y lo desarrolla, uniendo muchos otros, extrayendo nuevas ideas y evolucionando con ellas. El sistema simplemente indica en que conjunto o subconjunto te encuentras. Podrán englobarte con otros conjuntos, pero nunca te permitirán dejar de pertenecer al tuyo. De todas formas cuando caminan parejos sociedad y sistema no suele haber muchas fricciones y la gran mayoría aceptamos esa simbiosis. Pero hay momentos en que sociedad y sistema se separan. Ahora vivimos unos de esos momentos. La sociedad esta cambiando para mantener el sistema. O dicho de otra manera; el sistema esta forzando el cambio de la sociedad para pervivir. El desarrollo unido esta siendo eliminado para mantener la exclusividad de los grupos o conjuntos. Hoy en día se esta conduciendo a la sociedad a volver a elementos arcaicos de su estructura, destruyendo zonas comunes como enseñanza o sanidad. El sistema se muestra feroz a la hora de luchar por su supervivencia pero se olvida que la sociedad, el mantenimiento de ella, es mucho más importante.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4718570077281878932?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4718570077281878932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4718570077281878932'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/09/sociedad-o-sistema.html' title='¿Sociedad o sistema?'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8247671160902539059</id><published>2011-09-04T23:22:00.001-07:00</published><updated>2011-09-04T23:30:37.491-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='el restaurant del chino muerto'/><title type='text'>El restaurant del chino muerto.</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-pqjkSfTrf5o/TmRrAe0SXtI/AAAAAAAAAZI/6IhsSnRPcsY/s1600/IMG_0788.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/-v0yyIE6gi4s/TmRrK9aWnaI/AAAAAAAAAZM/tmIccUaJ0ek/s1600/IMG_0787.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-v0yyIE6gi4s/TmRrK9aWnaI/AAAAAAAAAZM/tmIccUaJ0ek/s320/IMG_0787.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-VXYzOZHnQYs/TmRrRB7m6hI/AAAAAAAAAZQ/hJTJe6Lhe1A/s1600/IMG_0777.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-VXYzOZHnQYs/TmRrRB7m6hI/AAAAAAAAAZQ/hJTJe6Lhe1A/s320/IMG_0777.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;style type="text/css"&gt;p { margin-bottom: 0.21cm; }&lt;/style&gt;  &lt;br /&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;E&lt;/b&gt;&lt;/span&gt;sta mañana dando un paseo con mis perros por comprobé con satisfacción la reapertura por enésima vez del restaurant que hoy dia 4 volvia a iniciar su actividad y que a la hora que pasábamos por delante realizaban todos sus preparativos. No me contuve en entrar hasta el dintel y desearles toda la suerte del mundo.&lt;br /&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;No los conozco, me enteré por los vecinos, por una manifestación ante su local en el mes de mayo en mi condición de paseante de perros y al cabo de unos días busqué información en Internet.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;El propietario chino del restaurant wok instaló su negocio en los locales de una finca de obra nueva acabada de construir justo al comenzar la crisis, es una finca con precios de alto standing y con menos de la mitad de los pisos adquiridos. Los vecinos que la habitan comenzaron a poner trabas al restaurant el cual tuvo que interrumpir temporalmente y continuamente su actividad para adecuar salidas de humos y olores en muchas ocasiones, demasiadas. Se comentaba que los vecinos no veían con buenos ojos al restaurant, que daba mala imagen a la finca y los pisos, despachos y locales no se venderían. Se les hizo la operatividad del restaurant imposible, cada vez que recibían el aprobado por los servicios del ayuntamiento automáticamente volvían a recibir la siguiente denuncia que les obligaba a su siguiente clausura, y eso que son cuatro locales enormes de techos muy altos y acristalados y con todas las instalaciones completamente nuevas.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Un desgraciado día se encontró al propietario chino muerto, suicidado mediante ahorcamiento en el interior del local. La familia testimonió el ahogo económico a que se les había sometido y el resultado de ruina del negocio y su resultado fatal.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;¿Porqué un grupo de tan pocos vecinos pueden hacer una presión tan constante y efectiva? Al parecer, me comentan, en la finca vive alguien del ayuntamiento, busco en Internet y efectivamente se confirma en el periódico de Catalunya. Se apunta esta como una presunta y posible explicación a tanta efectividad pero nada más, ni rastro, no hay más comentarios, solo un apunte.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;La familia del fallecido son de tradición empresaria con negocios similares en todo el mundo y el hijo varón del mismo a retomado el negocio con ayuda familiar para honrar a su padre. Después de estar muchos meses cerrado el local pero con todo en perfecto estado como si estuviese preparado para abrir al dia siguiente, no se sabia que pasaría.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Se instaló un altar conmemorativo chino en el rellano de algún vecino, la memoria del padre por parte de su hijo es lo último en perderse. Días después cuando se hizo eco algún medio de comunicación escrito un grupo de personas se manifestó ante el restaurant, y fueron en comitiva ante el ayuntamiento, donde nadie les recibió.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Espero que les funcione el negocio y sea próspero, que no les impidan la actividad. Les acompañará el espíritu del difunto dueño dispuesto a darnos la bienvenida, si vamos en paz.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;Yo pienso ir.&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0cm;"&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/7789080551227156157-8247671160902539059?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8247671160902539059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8247671160902539059'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/09/el-restaurant-del-chino-muerto.html' title='El restaurant del chino muerto.'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-v0yyIE6gi4s/TmRrK9aWnaI/AAAAAAAAAZM/tmIccUaJ0ek/s72-c/IMG_0787.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-3550458026798386552</id><published>2011-06-22T09:02:00.000-07:00</published><updated>2011-06-22T09:51:03.606-07:00</updated><title type='text'>Un grado de confianza</title><content type='html'>Vivimos en un increíble error causado por el sistema. Buena parte de la sociedad que conocemos esta basada en un principio de confianza. Nosotros trabajamos confiados en que se nos pagará por el trabajo realizado. El dinero que cobramos lo depositamos confiadamente en entidades financieras creyendo en la gestión profesional que harán de esos depósitos y en el ahorro de cara al futuro. Las entidades financieras se intercambian dinero dentro de la confianza de que habrá negocio para todas ellas. Los estados confían sus planes de desarrollo al crédito que esperan recibir de esas entidades. Los bancos centrales confían en su sabiduría y están convencidos que no les meterán un gol. Podría seguir poniendo más grados de confianza, pero, ¿para qué? Analicemos desde un punto de vista callejero, sin ninguna pretensión de economista, que no lo soy, y sí como lo podría hacer cualquier ciudadano. Empecemos con la lista al revés. Los bancos centrales, de tan confiados, fueron incapaces de prever la crisis económica que cualquier ciudadano de a pie ya veía, ante el incremento brutal, aquí en este país, del precio de la vivienda. Los estados confiaron millones de euros en salvar entidades financieras con la esperanza de reactivar los préstamos a empresas y particulares. Las entidades financieras, confiadas en la premisa, primero ellas y luego ya veremos, reinvirtieron esos millones en sanear sus cuentas y repartir beneficios entre sus 'capitostes'. El dinero que depositamos en esas entidades sólo nos causa gastos económicos por el mantenimiento de cuentas, tarjetas, pago de recibos y unas cuantas cosas más; confiados en que nos daría unos intereses, sólo aumentan nuestros gastos. Y por fin, evidentemente, el trabajo se esta yendo a la mierda por la falta de apoyo y créditos a los pequeños empresarios. Tal vez si los bancos centrales reconocieran su falta de vista para ver la crisis. Tal vez si los estados invirtieran el dinero en crear empresas y no pagar bancos. Tal vez si los bancos fuesen sometidos a auditorías y condenar a aquellos directivos que primaron el dinero fácil, sucio y especulativo, al dinero responsable. Tal vez si los clientes de los bancos nos enfadáramos, de una vez por todas, con estas entidades usureras y cambiáramos nuestros fondos y los pasáramos a entidades financieras éticas. Y lo más importante, tal vez si el trabajo fuese una garantía, el sueldo una realidad y el futuro una posibilidad, creo que tendríamos bastante posibilidades de salir de esta crisis que no la hemos cocinado, pero nos la estamos comiendo 'enterita'.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-3550458026798386552?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3550458026798386552'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3550458026798386552'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/un-grado-de-confianza.html' title='Un grado de confianza'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8789636485940085209</id><published>2011-06-17T09:21:00.000-07:00</published><updated>2011-06-17T09:52:09.718-07:00</updated><title type='text'>Las cloacas de la democracia (2)</title><content type='html'>No sólo las cloacas recogen la mierda, también transportan los vómitos. ¿Que es un vómito? Es la expulsión violenta y espasmódica del contenido del estómago a través de la boca. Y es ese acto el que parece que últimamente se ha instaurado en el gobierno catalán. A las declaraciones del señor Felip Puig sobre los actos violentos del pasado día en el parque de la Ciutadella, ahora se le suma sus increíbles excusas de la falta de previsión sobre la respuesta de los acampados. Sigo pensando en que hubo algo más que desacierto y sí una cuidada actitud de conducir la situación a donde se llegó; es decir, a la explosión violenta por parte de algunos participantes de la acampada. Sigo sin entender que más de 500 'mossos d'esquadra' fuesen incapaces de habilitar un espacio por donde hacer pasar a los parlamentarios con total de seguridad. Sigo sin comprender como no se pudieron evitar actos violentos contra los parlamentarios y sí que se pudo hacer un cordón de seguridad para salvar a los policías que estaban infiltrados dentro de los acampados. Tal vez para la policía catalana es más importante la seguridad de sus miembros, que se les supone preparados para estos casos, que el evitar las agresiones a los parlamentarios. Por otra parte, ¿que misión tenía esos policías infiltrados? Una, puede ser, la de localizar a los más exaltados y detenerlos antes de que vayan a más. Otra, y esa es una práctica habitual en policías de regímenes dictatoriales, y por lo tanto me gustaría creer que no se dio, es la de provocar el desencadenamiento de actos que justifiquen la actuación de la policía uniformada o que desacredite a los manifestantes. Que cada cual decida que hicieron. A las declaraciones sobre eso, se le suma, como vómitos, la nueva declaración del señor Felip Puig de que el movimiento 15M, en Barcelona, esta controlado por unos 400 ultraviolentos. Si en algo se ha caracterizado ese movimiento es por sus actitudes pacíficas, exceptuando la última aunque ya veis que tengo mis dudas sobre las causas reales de esa violencia. Otro vómito, oído esta vez en una emisora de radio afín al gobierno, es la localización de un paquete sospechoso en las escalinatas del Tibidabo, que en un principio se suponía que podía ser una bomba y que no han dudado en atribuir al movimiento de los indignados. Paquete bomba que junto con otro 'artefacto' hallado en un autobús de Barcelona, hace un mes, y también atribuido al movimiento de los indignados, nos demuestra el estado de esquizofrenia en que se encuentra el gobierno catalán.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-8789636485940085209?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8789636485940085209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8789636485940085209'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/las-cloacas-de-la-democracia-2.html' title='Las cloacas de la democracia (2)'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-251030108478257433</id><published>2011-06-16T09:20:00.000-07:00</published><updated>2011-06-16T09:42:54.891-07:00</updated><title type='text'>Las cloacas de la democracia</title><content type='html'>Para empezar, y antes de que me caliente, digo que yo estoy en contra de la violencia. Esto no quiere decir que yo sea una persona pacífica. La violencia forma parte de esta sociedad y, queramos o no, nos define como seres sociales. La violencia es un arma de ataque o defensa y la empleamos en bastantes más actos de nuestra vida de lo que nos gustaría reconocer. Pero admito que es bueno encauzarla y no dejarla salir en la medida en que se pueda controlar, o en la medida en que la debemos de controlar. Dicho esto, me gustaría hablar de los hechos sucedidos, ayer, en las cercanía del Parlament de Catalunya. Hay una cosa que me llama la atención sobre todas y es la importancia que el señor Felip Puig da a la hora de escoltar a un grupo de camiones de la basura. Importancia bárbara, dado que no dudo en justificar el abuso de la violencia que ejerció la policía enfrente de miles de personas que se manifestaban absolutamente de una manera pacífica. Y en contraposición a esta violencia, el señor Felip Puig desatiende sus obligaciones y deja que los parlamentarios sean agredidos por grupos de violentos ante la práctica pasividad de la policía. Osea, la Generalitat de Catalunya tiene más interés en defender a unos barrenderos, que no son agredidos, que a unos parlamentarios, que sí lo son. No soy iluso, y no voy a creerme que empiezan a cambiar las cosas y que el trabajo humilde pero necesario de los barrenderos, la Generalitat, lo valora en más alto nivel que el de unos parlamentarios. Huele a truco, ¿verdad?. Lo que realmente pienso es que el señor Felip Puig y su jefe, Artur Mas, se pusieron de acuerdo para no evitar las posibles actitudes violentas y así deslegitimar a un  movimiento que en todas sus actuaciones siempre se ha caracterizado por la actitud pacífica. Es grave esta suposición, ¿verdad? Pusieron en manos de energúmenos a los parlamentarios. Para más inri, hay quién afirma, y circulan fotos, que algunos de los manifestantes violentos eran bastante parecidos a policías de paisano. Alguien definió este tipo de trabajo sucio como 'las cloacas de la democracia'.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-251030108478257433?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/251030108478257433'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/251030108478257433'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/las-cloacas-de-la-democracia.html' title='Las cloacas de la democracia'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8086088871975999697</id><published>2011-06-15T08:37:00.000-07:00</published><updated>2011-06-15T09:13:10.711-07:00</updated><title type='text'>Políticos indignados</title><content type='html'>Algo esta empezando a cambiar en este país cuando, hasta los políticos se muestran indignados. Su indignación es diferente, claro está. Son una clase más elevada y sus preocupaciones son diferentes. Ellos no sufren por si su empresa cerrará las puertas y los dejará en la calle, tampoco creo que tengan muchos problemas a final de mes con sus sueldos, su periodo de vacaciones es largo, su dedicación al trabajo la justa tirando a poco, sus hijos van a buenos colegios, la sanidad que les atiende es la privada. La gran mayoría se limitan a votar lo que sus jefes digan, que no es cuestión de llevarles la contraria. Unos pocos se dedican a viajar por el país y a prometer en un lado lo contrario de lo que prometen en otro. No es una vida complicada pero se muestran indignados. Su indignación viene de que ahora, a un grupo de ciudadanos, se les ha ocurrido la perniciosa idea de cuestionar su utilidad. '¡¡Hasta aquí podíamos aguantar!!' exclaman sentados en sus poltronas o en sus despachos o en el bar. Sus trapicheos, sus malas prácticas, son  criticadas, son expuestas y sus nombres y sus cargos se convierten en sinónimo de corrupción, amiguismo, dedismo. Sus juegos de alianzas son abucheados, sus mentiras electorales son expuestas. '¡¡No se puede hacer política así!!' exclaman en corrillos por los pasillos. Son los nuevos indignados. Políticos que hacen y deshacen y que se creen que tienen carta blanca para actuar.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-8086088871975999697?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8086088871975999697'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8086088871975999697'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/politicos-indignados.html' title='Políticos indignados'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4441522198626280281</id><published>2011-06-14T10:17:00.000-07:00</published><updated>2011-06-14T10:39:44.925-07:00</updated><title type='text'>La banca siempre gana</title><content type='html'>La frase del título nos evoca a las películas de mafiosos y casino, pero no es necesario irse a esa parte oscura de la sociedad para encontrar uso en esa expresión. Las entidades, mal llamadas, de ahorro de este país son un buen ejemplo del 'siempre gana'. El 'boom' de la compra de viviendas fue en buena parte debido a la actitud especulativa de las cajas de ahorro y bancos que vieron una forma de aumentar los ingresos de una manera desproporcionada. Su mala 'praxis' les llevó a tasar viviendas muy por encima del precio de mercado y, en consecuencia, a un encarecimiento cada vez mayor de ellas. La actitud especulativa y avariciosa de la banca le llevó a crear hipotecas por encima del precio de tasación hasta el extremo, y en su publicidad lo hacían manifiesto, de que con el precio de la hipoteca te podías comprar el piso, hacer las reformas, comprarte un coche y hasta irte de vacaciones. Eran épocas felices y los bancos y cajas de ahorro se frotaban las manos. Los usuarios también, porque no decirlo. Todo cambió un día. El constante aumento del precio de la vivienda se frenó y empezó a caer. La inversión, que tanto bancos como usuarios veía en esa adquisición, dejó de serlo y se transformó en perdidas. Mucho propietarios de hipotecas, con la crisis que en buena parte ha provocado las entidades de 'ahorro', perdieron los puestos de trabajo y empezaron las dificultades para poder pagar las hipotecas. Antes se podían vender y sacar un beneficio de ellas, que permitían, en esas situaciones, seguir adelante con la vida, pero ahora eso no es posible. Los bancos, tan generosos antes, ahora han cerrado el grifo a la hora de dar un préstamo para la compra de una vivienda y los propietarios en situación de necesidad se ven obligados a mal vender sus propiedades, eso si las pueden vender. Los bancos se muestran ajenos a este drama. Ellos, que con su mala gestión y su falta de ética, se enriquecían en otros tiempos, ahora se muestran preocupados por que la gente no les paga y no dudan en recurrir al desahucio.      Lo malo, a parte de la indignidad de su actitud, es que condenan a los 'morosos' a pasarse todo el resto de su vida endeudados con unas entidades que no dudaron, en su momento, de engañar a quién fuese por tal de venderles sus hipotecas. No les basta con recibir el piso a cambio de la condonación del préstamo, quieren, a más a más, que se les siga pagando por algo que ya no se tiene. Ahora el estado español esta gastando millones de euros en salvar a la banca en lugar de preocuparse de salvar a esos propietarios que la crisis les ha castigado de una manera mucho más cruel que a las cajas de ahorro.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4441522198626280281?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4441522198626280281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4441522198626280281'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/la-banca-siempre-gana.html' title='La banca siempre gana'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-5046262607625948541</id><published>2011-06-04T01:14:00.000-07:00</published><updated>2011-06-04T01:18:15.529-07:00</updated><title type='text'>Lo que hay es algo nuevo</title><content type='html'>&lt;h2&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-weight: normal;"&gt;Mercè Ibarz, escritora. Artículo publicado en El País 04/06/2011&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;"La gente ha tomado las plazas sin violencia, desactivando el espectáculo de la violencia, la interna y la de la policía"&lt;br /&gt;&lt;h2&gt;&lt;span style="font-size: small;"&gt;   &lt;/span&gt;&lt;/h2&gt;&lt;h1&gt;&lt;a href="http://www.elpais.com/articulo/cataluna/hay/algo/nuevo/elpepuespcat/20110604elpcat_12/Tes"&gt;&lt;span style="font-size: small;"&gt;Lo que hay es algo nuevo. Leer artículo.&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-5046262607625948541?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5046262607625948541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5046262607625948541'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/lo-que-hay-es-algo-nuevo.html' title='Lo que hay es algo nuevo'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8806212857798031379</id><published>2011-06-02T08:33:00.000-07:00</published><updated>2011-06-02T09:02:04.972-07:00</updated><title type='text'>Promesas electorales</title><content type='html'>Las promesas electorales son difíciles de entender. CiU, en su campaña electoral, prometió la eliminación del impuesto de sucesión. Impuesto que por su diseño afecta, básicamente, a una parte de la sociedad bastante reducida, pero con un poder económico muy considerable. En tiempos de recortes en los presupuestos por la necesidad de disminuir el déficit de la Generalitat, el eliminar este impuesto es bastante cuestionable, pero los dirigentes convergentes alegan que es una promesa electoral y que como tal se deben a ella y a pesar de la escasez de económica tienen que aprobarla y  llevarla a la práctica lo antes posible. Mirándolo así, independientemente de que pueda estar de acuerdo o no, me parece que es una medida justa para su electorado. Claro que otra promesa que hicieron, como es el aumentar las ayudas por hijos y alargar su vigencia, no sólo no la van a cumplir, si no que además la van a eliminar. ¿Como se entiende esto? Sólo desde la falsedad de sus promesas se puede comprender. Eliminan un impuesto, el de sucesión, que a ellos les perjudica, una clase minoritaria dentro de la sociedad, pero quitan una ayuda, las de los hijos, que beneficia a una parte muy grande de la población. A los primero, la supresión de ese impuesto les repercute en una mayor riqueza. A los segundos, la eliminación de esa ayuda les afecta aumentando, en muchos casos, su precariedad económica. 'Convergencia i Unió' no tiene problemas por demostrar en que lado está de la sociedad y a quienes defienden. Lo que dejan de ingresar por el impuesto de sucesión es casi lo equivalente a lo que se gastarían en la ayuda a las familias por hijo. Es realmente deprimente esta concepción de la política y de sus promesas.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-8806212857798031379?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8806212857798031379'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8806212857798031379'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/06/promesas-electorales.html' title='Promesas electorales'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-3847800264267951560</id><published>2011-05-31T09:49:00.000-07:00</published><updated>2011-05-31T10:16:41.083-07:00</updated><title type='text'>Comentaristas de radio</title><content type='html'>A mí me gustaría ser comentarista en la radio. Es un trabajo entretenido, que lo único que tiene que hacer es hablar de cualquier tema como si fuera el mayor conocedor de ese asunto. Tiene su riesgo, claro, que diga alguna barbaridad, pero no ha de preocuparse, si lo dice con el suficente convencimiento algunos se lo creerán. Es envidia, lo reconozco. Cobrar por opinar es un sueño que muchos tenemos. La mayoría de nosotros, a lo más, algún compañero de tertulia nos invitará a otra ronda de cervezas o nos ofrecerá un pitillo, pero poco más. Por eso estaría bien, ya que cobran, que no dijeran barbaridades. En una emisora de radio, privada, he escuchado esta mañana con relación a que se ha de expulsar a los acampados de la Plaza Cataluña, 'las reglas dicen que no se puede dormir en una plaza pública'. Es una visión bastante mezquina el reducir el movimiento 15M con que son un grupo de jovenes ocupando una plaza para dormir. Más alla de esa visión reducida y limitada de la realidad, hay todo un proyecto de futuro que se está gestando, al margen de los dogmas que ellos, los comentaristas, defienden; alejado de los partidos políticos que ellos entienden. Estos comentaristas, o algunos, se quejan de la ausencia de mensaje; está claro que son sordos. Se quejan de la falta de resultados, se nota su desconexión de esta realidad. Ser cometarista es hablar de blanco y negro, discutir sobre que opción es mejor, pero este arco iris de ideas les hace daño a su discurso limitado. Y por favor, aberraciones como que está prohibido dormir en una plaza pública, en una ciudad donde hay miles de personas que no tienen techo, son comentarios que mejor se los guardan y dejan de insultar a la gente.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-3847800264267951560?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3847800264267951560'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3847800264267951560'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/comentaristas-de-radio.html' title='Comentaristas de radio'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8845118190772936098</id><published>2011-05-30T07:44:00.000-07:00</published><updated>2011-05-30T08:09:37.971-07:00</updated><title type='text'>Una interpretación</title><content type='html'>Han pasado unos días desde los acontecimientos de Plaza Catalunya y uno, en su ingenuidad, ha esperado ver alguna crítica, por parte del gobierno de la Generalitat, a los excesos cometidos por los 'mossos d'esquadra' contra personas que, reunidas en un espacio público, hacían uso de ese espacio para convertirlo en un foro de debate y de ideas. No ha habido tal crítica. El poder, encarnado en Felip Puig, sigue justificando la actitud de extrema violencia con que se reprimió una concentración pacífica. Lo más que he oído decir al 'conseller', es que lamenta la crudeza de algunas imágenes. Algo es algo, podemos pensar, pero solamente para aumentar la 'indignación'. Se queja, el señor Felip Puig, de la repetición de las imágenes de la carga policial por parte de infinidad de personas, muchas de ellas asombradas de la forma de actuar de una policia que creíamos democrática y que ha funcionado con igual desprecio por las personas que las policias de régimes dictatoriales. Habla de montajes, de manipulación. Supongo que considera que las personas somos incapaces de entender lo que vemos y nos quiere explicar que lo que vemos no es tal. Policias aporreando con saña a personas sentadas en el suelo, cuyas únicas armas eran los brazos extendidos al cielo, no tiene mucha interpretación posible.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-8845118190772936098?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8845118190772936098'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8845118190772936098'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/una-interpretacion.html' title='Una interpretación'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4504509867008227642</id><published>2011-05-27T12:57:00.000-07:00</published><updated>2011-05-27T13:20:48.461-07:00</updated><title type='text'>Mossos d´escombra</title><content type='html'>El poder se siente desconcertado ante manifestaciones de personas que se reunen para dialogar, debatir, hacer propuestas; en definitiva, para tratar de encontrar soluciones a los problemas que tienen. El poder no entiende que la gente se pueda organizar en asambleas que se escapan del control de sus manipulaciones. Temen que la gente, al fin, se de cuenta de lo prescindibles que son. El poder se sustenta en hacernos creer que ellos serán quienes, con su 'dedicación' y 'sacrificio', nos conducirán a un mundo mejor. El poder nos da migajas, cuando realmente lo más grande del pastel se lo reparte entre ellos. El poder puede ser económico, que lo sustentan banqueros con almas de usureros, o empresarios con vocación de esclavistas. El poder también es político, sustentado por partidos corrompidos por mil escándalos y por profesionales de la política que hace años que se olvidaron de los problemas de la calle. El poder tiene miedo de la gente y hoy lo ha demostrado. También es imaginativo, a su manera, y esta mañana han creado un nuevo cuerpo represor, los 'mossos d'escombra'. Han atacado, en su afán de tener Barcelona limpia, a la gente que hablaban de que un mundo mejor es posible, demostrándoles que de momento el mundo presente es bastante mierda.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4504509867008227642?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4504509867008227642'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4504509867008227642'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/mossos-descombra.html' title='Mossos d´escombra'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4230161587950453391</id><published>2011-05-27T11:27:00.000-07:00</published><updated>2011-05-30T23:28:10.791-07:00</updated><title type='text'>Juzgad vosotros mismos...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Una vez más el "pan y circo" como excusa perfecta, y mañana "todos" felices. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.google.es/#hl=es&amp;amp;ds=yt&amp;amp;pq=videos&amp;amp;xhr=t&amp;amp;q=videos+carga+mossos&amp;amp;cp=19&amp;amp;pf=p&amp;amp;sclient=psy&amp;amp;tbm=vid&amp;amp;source=hp&amp;amp;aq=f&amp;amp;aqi=&amp;amp;aql=&amp;amp;oq=videos+carga+mossos&amp;amp;pbx=1&amp;amp;bav=on.2,or.r_gc.r_pw.&amp;amp;fp=b497471c48dd74ef&amp;amp;biw=1279&amp;amp;bih=801"&gt;&lt;img border="0" height="299" src="http://1.bp.blogspot.com/-Innis0Wqx-8/TeSKZukZhwI/AAAAAAAAAYU/-RKwsCFRg7U/s400/mossos.jpeg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;h1 class="t1"&gt;&amp;nbsp;Batalla campal en plaza Catalunya entre los Mossos y los 'indignados'&lt;/h1&gt;BARCELONA, 27 (EUROPA PRESS)&lt;br /&gt;&lt;br /&gt;Los Mossos d'Esquadra y los 'indignados' acampados en Barcelona se han enzarzado en una &lt;b&gt;batalla campal&lt;/b&gt; en &lt;b&gt;plaza Catalunya&lt;/b&gt; este viernes por la mañana después de que haya habido una &lt;b&gt;segunda carga policial&lt;/b&gt; para despejar la zona y que los camiones de la &lt;b&gt;limpieza pudieran salir&lt;/b&gt; de la plaza. &lt;br /&gt;&lt;br /&gt;La policía catalana ha arremetido contra varios concentrados que han  opuesto resistencia al paso de los camiones de limpieza y los furgones,  la mayoría de ellos sentados y con las manos en alto en señal de  pacifismo, y han cargado también contra periodistas.&lt;br /&gt;&lt;br /&gt;Los  Mossos han actuado con porras y disparando salvas, dejando a numerosos  heridos, a lo que la gente ha contestado con gritos de 'Esta es su  democracia', con las manos en alto y aplaudiendo.&lt;br /&gt;&lt;br /&gt;Una vez dispersados han optado por volver a la plaza, haciéndose oír con el cántico 'El pueblo unido jamás será vencido'. &lt;br /&gt;&lt;br /&gt;Algunos grupos aislados han resistido a la actuación de los Mossos  cogiéndose entre ellos y agrupándose, a lo que los agentes han  respondido dispersando con golpes de porra.&lt;br /&gt;&lt;br /&gt;A las 11.00 horas,  en la plaza reina la confusión ante un fuerte despliegue de medios, y  todo lo que ocurre está siendo seguido por un helicóptero de la policía  que desde primera hora está en la zona.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.lavanguardia.com/politica/20110527/54160759133/los-mossos-desmantelan-el-campamento-de-placa-catalunya-con-cargas-policiales.html"&gt;http://www.lavanguardia.com/politica/20110527/54160759133/los-mossos-desmantelan-el-campamento-de-placa-catalunya-con-cargas-policiales.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://politica.elpais.com/politica/2011/05/27/actualidad/1306489864_137130.html"&gt;http://politica.elpais.com/politica/2011/05/27/actualidad/1306489864_137130.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4230161587950453391?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4230161587950453391'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4230161587950453391'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/juzgad-vosotros-mismos.html' title='Juzgad vosotros mismos...'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Innis0Wqx-8/TeSKZukZhwI/AAAAAAAAAYU/-RKwsCFRg7U/s72-c/mossos.jpeg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-7657655785817654305</id><published>2011-05-25T07:57:00.000-07:00</published><updated>2011-05-25T08:21:32.221-07:00</updated><title type='text'>Matices</title><content type='html'>El Partido Popular y el Partido Socialista, cada uno a su manera han pedido la ilegalización de Bildu. Dentro de sus matices, la base de su propuesta es que Bildu es la cara legal de ETA. No les basta con las manifestaciones que han realizado varios de los portavoces de Bildu pidiendo la paz para Euskadi y el fin de la existencia de ETA. El PP y el PSOE, como buenos partidos políticos, saben de lo fácil que es mentir a la hora de hacer declaraciones políticas. Yo no voy a decir lo que realmente piensa Bildu, no lo se, pero si que me permito hacer esta reflexión. Bildu ha obtenido más de 300.000 votos en las pasadas elecciones. Son votos que saben, tanto PP como PSOE, que jamás les votarán, así que mejor eliminarlos de la tarta que es el reparto de poder. Callar 300.000 bocas no les importa si así consiguen más escaños para sus partidos. Pero, ¿que pasa con Plataforma per Catalunya? ¿Como que un partido cuya base ideológica atenta contra uno de los puntos básicos de la declaración de los Derechos Humanos, que es racismo o la xenofobia, no merece el mismo trato vigilante de los grandes partidos y no buscan su ilegalización? Pregunta larga para una respuesta corta. Porque los 66.000 votantes que ha obtenido esta Plataforma sí que pueden ser votantes suyos. O lo que es más terrible. Porque las tesis en las que ha basado su campaña Plataforma, pueden ser buenas para utilizarlas ellos, con matices, claro, aunque en Badalona al PP se le olvido eso de matizar.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-7657655785817654305?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7657655785817654305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7657655785817654305'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/matices.html' title='Matices'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-7969324365421930146</id><published>2011-05-24T08:43:00.000-07:00</published><updated>2011-05-24T23:10:55.161-07:00</updated><title type='text'>Artículos del 22-M</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-H15oC41taGo/TdtSmOhUbhI/AAAAAAAAAYA/vW-oMU2pOSI/s1600/espe2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://3.bp.blogspot.com/-H15oC41taGo/TdtSmOhUbhI/AAAAAAAAAYA/vW-oMU2pOSI/s400/espe2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;foto: El Mundo 22/05/11&lt;/div&gt;&lt;br /&gt;600.000 votos en blanco más 400.000 votos nulos suman más que los votos de CiU (700.000) e igualan a IU (1.000.000) y sin voz ni influencia alguna, &lt;b&gt;¿no es necesario y justo replantearse la Ley Electoral y reflexionar sobre el valor estos gestos?&lt;/b&gt; Son ciudadanos que han ido a las urnas y no se les tiene en cuenta.&lt;br /&gt;La ley D'Hont favorece la concentración territorial de votos para alcanzar poder político, así se explica enlazando con el ejemplo anterior que &lt;b&gt;IU con 1.000.000 de votantes tenga solo 2 diputados, PNV 300.000 votantes 5 diputados y CiU con 700.000 con 11 diputados&lt;/b&gt; en el parlamento.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.elmundo.es/elmundo/2011/05/18/espana/1305719351.html"&gt;¿A quién beneficia el voto el blanco?&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.elmundo.es/especiales/2004/03/espana/14m/diccionario/dhont.html"&gt;Gráfico explicativo de la Ley D'Hont&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.elmundo.es/elmundo/2011/05/22/espana/1306096282.html"&gt;Medio millón de votos en blanco, récord de la democrácia&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.adn.es/economia/20110523/NWS-1668-BANCO-espana-reformas-paro-institucional.html"&gt;El dia después: más reformas&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.elpais.com/articulo/cataluna/acampada/sobrevive/urnas/elpepiespcat/20110524elpcat_12/Tes"&gt;La acampada sobrevive a las urnas&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-7969324365421930146?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7969324365421930146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7969324365421930146'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/articulos-del-22-m.html' title='Artículos del 22-M'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-H15oC41taGo/TdtSmOhUbhI/AAAAAAAAAYA/vW-oMU2pOSI/s72-c/espe2.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-857875421649668781</id><published>2011-05-23T08:29:00.000-07:00</published><updated>2011-05-23T08:47:58.939-07:00</updated><title type='text'>Algo curioso</title><content type='html'>Es curioso la lectura que hacen los partidos políticos de estas pasadas elecciones. Hablan de victoria o derrota, centrados, únicamente, en su limitado espacio de votos obtenidos. Ignoran que la abstención, que el voto en blanco y que el voto nulo, sumados, daban un 50 por ciento del electorado. Una democracia basada en conseguir sólo la mitad de los votos es una democracia enferma. Analizar las derrotas o victorias basado en porcentajes parciales es manipular la realidad. Y así tenemos partidos políticos que se proclaman vencedores absolutos con sólo el 20 por ciento del total de votos posibles. Ya digo, me parece curiosa su postura. Hablan de las elecciones como la 'fiesta de la democracia' pero excluyen de esta fiesta a la multitud de personas que hartas de ver los trapicheos con los que se tapan el culo unos a otros, deciden no ir a votar ese día ante el convencimiento de que salga quién salga solo buscará su provecho. Es curioso por no decir triste.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-857875421649668781?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/857875421649668781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/857875421649668781'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/algo-curioso.html' title='Algo curioso'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-8559099153795183259</id><published>2011-05-22T13:26:00.001-07:00</published><updated>2011-05-22T13:26:55.595-07:00</updated><title type='text'></title><content type='html'>Los políticos vuelan como buitres (con mucho cariño para los buitres, no para los políticos) para repartirse su trozo de carroña en forma de escaños políticos. Desprecian e ignoran la abstención y aún no tengo ni idea del porcentaje de voto en blanco que ha habido porque se ha ignorado en todos los medios de información. Queda mucho trabajo.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-8559099153795183259?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8559099153795183259'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/8559099153795183259'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/los-politicos-vuelan-como-buitres-con.html' title=''/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-3204103445330391691</id><published>2011-05-22T03:26:00.000-07:00</published><updated>2011-05-22T08:58:07.638-07:00</updated><title type='text'>Interesante colección de fotos</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://m.theatlantic.com/infocus/2011/05/a-defiant-spanish-revolution/100070/"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-rDqTmfGZd2Y/TdkyPugGfMI/AAAAAAAAAX8/gztdfPL2kAs/s400/s_s27_14454380.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://m.theatlantic.com/infocus/2011/05/a-defiant-spanish-revolution/100070/"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://m.theatlantic.com/infocus/2011/05/a-defiant-spanish-revolution/100070/"&gt;http://m.theatlantic.com/infocus/2011/05/a-defiant-spanish-revolution/100070/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-3204103445330391691?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3204103445330391691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3204103445330391691'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/interesante-coleccion-de-fotos.html' title='Interesante colección de fotos'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-rDqTmfGZd2Y/TdkyPugGfMI/AAAAAAAAAX8/gztdfPL2kAs/s72-c/s_s27_14454380.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4506071211960256366</id><published>2011-05-21T03:44:00.000-07:00</published><updated>2011-05-21T04:13:25.985-07:00</updated><title type='text'>Primavera para todos</title><content type='html'>La primavera, por fin, ha llegado. Después de un periodo largo de un gris monótono, propio del invierno, ha estallado en miles de flores, llenando nuestras miradas con infinidad de colores. Ha sido lenta su gestación. Los primeros brotes nacieron en África, en paises sometidos a terribles dictaduras e injusticias. El aroma de sus flores nos llegaba con sensaciones de exotismo. Miradas entre incrédulas y de simpatía nos hacían ver esos gestos con una mezcla de solidaridad y de tristeza. Solidaridad por su gesta, tristeza por ver que nuestros campos se mostraban secos y sin futuro. La primavera no llegaba y algunos, aprovechando el anonimato de un mundo gris, seguían haciendo negocio vendiéndonos el forraje reseco de temporadas anteriores. Desgraciados, estábamos condenados a malvivir y a ver, incrédulos, que unos pocos, aquellos que secaron los ríos que alimentaban nuestros campos, se enriquecían negociando las gotas de agua que nos habían robado. Una tierra reseca, agrietada, polvorienta, ese era el futuro que se nos presentaba. Mas un día, unas primeras gotas de agua se escaparon del control de estos especuladores del futuro. El agua entró entre las grietas de la tierra y llegó a lo más profundo de sus entrañas, y un grito de ¡¡¡más!!! surgió. La lluvia se generalizó y ahora ríos caudalosos riegan nuestros campos, flores de todos los colores adornan nuestras miradas. Nos toca ahora saber encauzar esta fuerza, que no nos desborde, que no nos ahogue, pero lo que es más importante, que no nos la quiten, que no negocien con ella. Es nuestra. Es nuestra primavera; la tuya, la mía, la de todos. Disfrutémosla.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4506071211960256366?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4506071211960256366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4506071211960256366'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/la-primavera-por-fin-ha-llegado.html' title='Primavera para todos'/><author><name>Menet</name><uri>http://www.blogger.com/profile/16704737217587460404</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-5633477451062108746</id><published>2011-05-20T09:41:00.000-07:00</published><updated>2011-05-20T09:43:59.015-07:00</updated><title type='text'>¿A quien votaremos el Domingo?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.elperiodico.com/es/noticias/sociedad/las-tripas-acampada-1012062"&gt;&lt;img border="0" height="245" src="http://4.bp.blogspot.com/-bNJy67-0ynw/TdaZXHDmQMI/AAAAAAAAAXw/lYBUkAHt5dk/s400/catalunya15m.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.elperiodico.com/es/noticias/listado_tags/movimiento-15-m/pagina-1.shtml"&gt;&lt;img border="0" height="110" src="http://1.bp.blogspot.com/-qB4K74VrmZ0/TdaZcgfrPCI/AAAAAAAAAX0/rJMMM757Gcc/s400/acampados15m.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-6msWqpvn8NE/TdaZLUgasYI/AAAAAAAAAXs/7-P5jGfsWHA/s1600/pancartas15msol.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="223" src="http://3.bp.blogspot.com/-6msWqpvn8NE/TdaZLUgasYI/AAAAAAAAAXs/7-P5jGfsWHA/s400/pancartas15msol.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;fotos El Periódico de Catalunya&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-5633477451062108746?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5633477451062108746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5633477451062108746'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/quien-votaremos-el-domingo.html' title='¿A quien votaremos el Domingo?'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-bNJy67-0ynw/TdaZXHDmQMI/AAAAAAAAAXw/lYBUkAHt5dk/s72-c/catalunya15m.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-7284536515449110613</id><published>2011-05-20T09:37:00.000-07:00</published><updated>2011-05-20T09:37:35.075-07:00</updated><title type='text'>La peineta de quien tiene a sus hijos bien colocados fuera de la crisis.</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ZOVgWVo_89w/TdaYbR6REcI/AAAAAAAAAXo/A-EmaHGCMr0/s1600/Federico-Trillo-dedica-una-pei_54157233598_53389389549_600_396.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="263" src="http://2.bp.blogspot.com/-ZOVgWVo_89w/TdaYbR6REcI/AAAAAAAAAXo/A-EmaHGCMr0/s400/Federico-Trillo-dedica-una-pei_54157233598_53389389549_600_396.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;foto El Periódico de Catalunya.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-7284536515449110613?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7284536515449110613'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7284536515449110613'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/la-peineta-de-quien-tiene-sus-hijos.html' title='La peineta de quien tiene a sus hijos bien colocados fuera de la crisis.'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ZOVgWVo_89w/TdaYbR6REcI/AAAAAAAAAXo/A-EmaHGCMr0/s72-c/Federico-Trillo-dedica-una-pei_54157233598_53389389549_600_396.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-5372996061089816434</id><published>2011-05-18T23:56:00.000-07:00</published><updated>2011-05-18T23:56:58.697-07:00</updated><title type='text'>Cristina, la oyente de 46 años que exigió a RNE respeto para los manifestantes del 15m</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.youtube.com/watch?v=3yQxixRBCls&amp;amp;feature=player_embedded"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-3SFzvssTnZA/TdS-1X3kSUI/AAAAAAAAAXk/M76IvmV2xoA/s320/RNE_NEG_WEB.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;La tertulia de esta mañana a las &lt;a href="http://www.youtube.com/watch?v=3yQxixRBCls&amp;amp;feature=player_embedded#"&gt;8:00&lt;/a&gt;h  en RNE ironizaba sobre quienes salieron a manifestarse el pasado fin de  semana en toda España. Una hora después una oyente, Cristina burgalesa de 46 años, llamaba a  la radio protestando tanto por el tono de la tertulia, como por los  argumentos utilizados en la radio pública.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-5372996061089816434?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5372996061089816434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5372996061089816434'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/cristina-la-oyente-de-46-anos-que.html' title='Cristina, la oyente de 46 años que exigió a RNE respeto para los manifestantes del 15m'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-3SFzvssTnZA/TdS-1X3kSUI/AAAAAAAAAXk/M76IvmV2xoA/s72-c/RNE_NEG_WEB.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-4606715253441750509</id><published>2011-05-16T08:21:00.000-07:00</published><updated>2011-05-15T23:24:06.578-07:00</updated><title type='text'>Decenas de miles de personas piden en toda España una regeneración democrática</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.rtve.es/noticias/20110516/decenas-miles-personas-piden-toda-espana-regeneracion-democratica/432656.shtml"&gt;&lt;img border="0" height="270" src="http://4.bp.blogspot.com/-PLhywnp_NCY/TdDBrsa9uFI/AAAAAAAAAXg/2KytEDYolGA/s400/1305501760131.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_1878571004"&gt;http://www.rtve.es/noticias/20110516/decenas-miles-personas-piden-toda-espana-regeneracion-democratica/432656.shtml&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_1878571009"&gt;http://news.google.es/news/story?pz=1&amp;amp;cf=all&amp;amp;ned=es&amp;amp;ncl=dyKHq8QBubilMlMFCZulA-OkzfmiM&amp;amp;topic=n&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-4606715253441750509?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4606715253441750509'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/4606715253441750509'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/decenas-de-miles-de-personas-piden-en.html' title='Decenas de miles de personas piden en toda España una regeneración democrática'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-PLhywnp_NCY/TdDBrsa9uFI/AAAAAAAAAXg/2KytEDYolGA/s72-c/1305501760131.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-712310912503386725</id><published>2011-05-15T01:29:00.000-07:00</published><updated>2011-05-15T01:29:37.818-07:00</updated><title type='text'>Democracia Real YA: una manifestación estatal este domingo gestada en las redes</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-z7LfKmf14qQ/Tc-O0cKof0I/AAAAAAAAAXY/1rh5MI-wah4/s1600/toma+la+calle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-z7LfKmf14qQ/Tc-O0cKof0I/AAAAAAAAAXY/1rh5MI-wah4/s400/toma+la+calle.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;El domingo 15 de mayo &lt;strong&gt;casi 60 ciudades&lt;/strong&gt; españolas  acogerán manifestaciones para mostrar el descontento social surgido, en  mayor parte, por la crisis económica y la forma de actuar de los  partidos y los políticos. Dentro de dos días, están convocadas  concentraciones a lo largo y ancho del territorio para alzar la voz  contra los &lt;strong&gt;recortes&lt;/strong&gt;, contra la partidocracia que impera en el Parlamento, contra la &lt;strong&gt;corrupción&lt;/strong&gt; de figuras públicas. Todo, organizado &lt;strong&gt;a través de Internet&lt;/strong&gt;.&lt;br /&gt;Las manifestaciones, organizadas por la plataforma &lt;a href="http://democraciarealya.es/"&gt;Democracia Real YA&lt;/a&gt;, reclamarán un &lt;strong&gt;futuro digno&lt;/strong&gt;.  Para los desempleados, los subcontratados, los que están remunerados  por debajo de lo que deberían, los precarios. En definitiva, la  convocatoria es el resultado de la suma de los acontecimientos sociales,  políticos y económicos que se han dado en España durante los últimos  meses y años. &lt;br /&gt;&lt;br /&gt;La iniciativa surgió en unos grupos de discusión online y, a partir  de ahí, se empezó a gestar un movimiento que creció a través de Internet  y, sobre todo, de las &lt;strong&gt;redes sociales&lt;/strong&gt;. Actualmente, cientos de organizaciones, plataformas, asociaciones y grupos &lt;a href="http://democraciarealya.es/?page_id=2"&gt;se han adherido&lt;/a&gt;  a la manifestación. Por su parte, Democracia Real YA resalta que “no  organizará, fomentará o tolerará ningún tipo de violencia, actos  vandálicos, racistas, homófobos o xenófobos por parte de personas,  grupos o asociaciones adheridas”.&lt;br /&gt;El punto más tenso de la preparación de las manifestaciones ocurrió hace un mes, cuando Facebook &lt;a href="http://www.nacionred.com/censura/facebook-elimina-el-evento-de-una-manifestacion-para-el-15-de-mayo-de-la-red-social"&gt;cerró sin aviso previo las páginas&lt;/a&gt; en las que Democracia Real YA convocada a la ciudadanía a acudir a las concentraciones. El &lt;em&gt;staff&lt;/em&gt; de la red social dijo que fue por un &lt;strong&gt;problema técnico&lt;/strong&gt; relacionado con el código &lt;em&gt;javascript&lt;/em&gt; de los grupos y, al día siguiente, los retornó a la normalidad. Este acto, &lt;a href="http://www.nacionred.com/censura/facebook-cierra-paginas-que-protestan-contra-los-recortes-del-gobierno-de-cameron"&gt;junto con otros&lt;/a&gt; llevados a cabo por la red social, hizo sospechar de &lt;strong&gt;intentos de censura&lt;/strong&gt; en la red.&lt;br /&gt;Entre las muchas ciudades que acogerán las manifestaciones, destacan:&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=595"&gt;Madrid&lt;/a&gt;: Plaza Cibeles a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=597"&gt;Barcelona&lt;/a&gt;: Plaça Catalunya a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=628"&gt;Sevilla&lt;/a&gt;: Plaza España a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=632"&gt;Valencia&lt;/a&gt;: Plaza San Agustín a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=638"&gt;Bilbao&lt;/a&gt;: frente al Ayuntamiento de la ciudad a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=621"&gt;Las Palmas de Gran Canaria&lt;/a&gt;: Plaza de las Ranas a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=619"&gt;Palma de Mallorca&lt;/a&gt;: Plaça d’Espanya a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=1432"&gt;Vitoria&lt;/a&gt;: Andra Maria Zuriaren Enparantza a las 18:00h&lt;br /&gt;&lt;a href="http://democraciarealya.es/?page_id=636"&gt;Zaragoza&lt;/a&gt;: Plaza Paraíso a las 18:00h&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-712310912503386725?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/712310912503386725'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/712310912503386725'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/democracia-real-ya-una-manifestacion.html' title='Democracia Real YA: una manifestación estatal este domingo gestada en las redes'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-z7LfKmf14qQ/Tc-O0cKof0I/AAAAAAAAAXY/1rh5MI-wah4/s72-c/toma+la+calle.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-7161464555787665237</id><published>2011-05-15T01:23:00.000-07:00</published><updated>2011-05-15T01:36:07.727-07:00</updated><title type='text'>Nos vemos en las calles [por Carlos Sánchez Almeida]</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ccEWu7MizlE/Tc-NWEAV6ZI/AAAAAAAAAXU/k8n9OYKazvk/s1600/march_on_washington.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="317" src="http://1.bp.blogspot.com/-ccEWu7MizlE/Tc-NWEAV6ZI/AAAAAAAAAXU/k8n9OYKazvk/s400/march_on_washington.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;El Título Preliminar de la Constitución Española menciona cuatro  instituciones. Todas ellas están organizadas de forma piramidal, a la  usanza del Viejo Siglo Veinte: partidos políticos, sindicatos de  trabajadores, asociaciones empresariales y fuerzas armadas.  Pero  exceptuando al ejército, hay una exigencia constitucional para partidos,  sindicatos y patronales: su estructura interna y funcionamiento deberán  ser democráticos.&lt;br /&gt;A lo largo de los 33 años transcurridos desde que entró en vigor la  Constitución de 1978, el nivel de degradación de las instituciones que  deberían articular la participación democrática de los ciudadanos no ha  dejado de aumentar.  Que el presidente de la patronal haya protagonizado  una de las quiebras más vergonzosas de la historia empresarial de este  país ilustra perfectamente hasta dónde hemos llegado. Sobre el grado de  representatividad y capacidad de movilización de partidos políticos y  sindicatos es casi mejor no hablar: basta con echar un vistazo a las  cifras de abstención o de paro.   &lt;br /&gt;La democracia representativa fue construida alrededor de estructuras  jurídicas y organizativas de la sociedad industrial articulada en torno  al estado-nación. La globalización de los mercados financieros ha  mermado el poder de los estados de forma alarmante, hasta el punto de  limitar su función al mantenimiento del orden público: al sistema  económico lo único que le interesa del poder político es que gestione  con eficacia el ejército, la policía y el sistema judicial y carcelario.  &lt;br /&gt;Estamos presenciando el derrumbe paulatino de una sociedad basada en  unas estructuras que ya no representan a la ciudadanía. Quien decide la  política de los partidos, de los sindicatos y de las patronales no son  las bases que deberían garantizar la representatividad democrática, sino  unas cúpulas elitistas cada vez más alejadas de la ciudadanía real.  Y  frente a ellas, se alza una sociedad en ebullición que está construyendo  a diario nuevos nodos de debate ciudadano, autoorganizándose en una  inmensa red social cada vez mejor comunicada.&lt;br /&gt;No hablo solo de internet, porque la sociedad red emergente es mucho  más amplia que la red de redes. Hablo de los millones de conexiones que  se tejen a diario entre las personas que con su trabajo mantienen  activa la base de las pirámides. Hablo de conexiones de datos, de voces,  de bocas y orejas, de la red social más poderosa que jamás ha existido:  la que se teje y se articula alrededor de la solidaridad humana.&lt;br /&gt;Lo único que les interesaba de nosotros era nuestro voto,  garantizarse que nos representaban para poder tomar decisiones en  nuestro nombre. Y con nuestro voto, con nuestra legitimación, han  entregado el poder real a instituciones no democráticas, a poderes  financieros que defienden sus propios intereses al margen de las  necesidades de la ciudadanía.&lt;br /&gt;Durante años han intentado recluirnos, alejarnos de las calles y de  la participación democrática.  Desde nuestros domicilios, en internet,  sólo somos una confusa amalgama de ciudadanos aislados que ejercen el  derecho al pataleo virtual.  A las estructuras hegemónicas del poder  político, económico y mediático ya les viene bien así: no importa que  gritemos desde la red, mientras sigamos consumiendo en casa.&lt;br /&gt;Hay dos derechos que necesitan visibilizarse para ejercerse en  plenitud: el derecho de manifestación y el derecho al voto. Unos  derechos que en las sociedades mediterráneas se convierten en un  verdadero placer si se ejercen en primavera. &lt;b&gt;Si hay un momento adecuado para salir a la calle, y ser nosotros mismos, es precisamente en este mes de mayo&lt;/b&gt;.&lt;br /&gt;Tenemos mucho que decidir juntos, y tiempo tendremos de debatirlo.  Quizás nuestra Constitución requiere una reforma integral, que asegure y  mejore la participación democrática: como decía al principio, las  instituciones que deberían garantizarla se han degradado en exceso. Pero  ese proceso empezará después de que ejerzamos nuestro derecho de  manifestación y nuestro derecho al voto.&lt;br /&gt;Del 15 al 22 de mayo, nos vemos en las calles. Por una libertad  real. Por una igualdad real. Por una justicia real. Por una democracia  real.&lt;br /&gt;&lt;a href="http://www.elmundo.es/blogs/elmundo/jaqueperpertuo/"&gt;Artículo del blog de Carlos Sánchez Almeida. &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-7161464555787665237?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7161464555787665237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/7161464555787665237'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/nos-vemos-en-las-calles-por-carlos.html' title='Nos vemos en las calles [por Carlos Sánchez Almeida]'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ccEWu7MizlE/Tc-NWEAV6ZI/AAAAAAAAAXU/k8n9OYKazvk/s72-c/march_on_washington.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-3360381564566720230</id><published>2011-05-14T01:59:00.000-07:00</published><updated>2011-05-15T02:09:39.116-07:00</updated><title type='text'>Les retallades són innecessàries</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-9H4mLWpZVZI/Tc-XMLNRwkI/AAAAAAAAAXc/nN0slea9UgI/s1600/MARCHA-COLUMNA-AVANZA-CENTRO-BARCELONA_CLAIMA20110515_0059_4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="http://1.bp.blogspot.com/-9H4mLWpZVZI/Tc-XMLNRwkI/AAAAAAAAAXc/nN0slea9UgI/s400/MARCHA-COLUMNA-AVANZA-CENTRO-BARCELONA_CLAIMA20110515_0059_4.jpg" width="400" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://www.clarin.com/mundo/Masiva-marcha-Barcelona-recortes-sociales_0_481151972.html"&gt;Masiva marcha en Barcelona contra los recortes sociales. La Vanguardia 15/05/11. &lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.blogger.com/goog_1015366305"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;&lt;a href="http://www.vnavarro.org/index.php?p=5607&amp;amp;lang=CA"&gt;Publicat a PÚBLIC per Vicenç Navarro, 11 de maig de 2011&lt;/a&gt;.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;span style="color: black;"&gt;&lt;b&gt;Aquest  article critica les polítiques de retallades de la despesa pública  sanitària i social que està realitzant el govern CiU i que estan  deteriorant la qualitat de l’escassament&amp;nbsp; finançat estat del benestar  català. L’article assenyala que l’escassa despesa pública social no és  responsable del dèficit públic de la Generalitat. Ho és, en canvi, la  baixada d’impostos que ha estat passant durant els darrers quinze anys i  que ha creat un dèficit públic estructural de la Generalitat i de  l’estat espanyol molt marcat, que ha aparegut en tota la seva intensitat  quan la bombolla immobiliària ha esclatat. L’article conclou que per  reduir el dèficit públic s’hauria d’augmentar la progressivitat fiscal,  en lloc de reduir la despesa sanitària i social. &lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-3360381564566720230?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3360381564566720230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3360381564566720230'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/05/les-retallades-son-innecessaries.html' title='Les retallades són innecessàries'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-9H4mLWpZVZI/Tc-XMLNRwkI/AAAAAAAAAXc/nN0slea9UgI/s72-c/MARCHA-COLUMNA-AVANZA-CENTRO-BARCELONA_CLAIMA20110515_0059_4.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-5233821237066487807</id><published>2011-04-23T23:58:00.000-07:00</published><updated>2011-04-23T23:58:09.202-07:00</updated><title type='text'>El valor del tiempo</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ysiP0x-R_1s/TbPJveFn-aI/AAAAAAAAAWs/LVStdsdwIbk/s1600/06042011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-ysiP0x-R_1s/TbPJveFn-aI/AAAAAAAAAWs/LVStdsdwIbk/s400/06042011.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Voy chino-chano&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-5233821237066487807?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5233821237066487807'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/5233821237066487807'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/04/el-valor-del-tiempo.html' title='El valor del tiempo'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ysiP0x-R_1s/TbPJveFn-aI/AAAAAAAAAWs/LVStdsdwIbk/s72-c/06042011.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-2142187664333079327</id><published>2011-04-23T23:56:00.000-07:00</published><updated>2011-04-23T23:56:31.789-07:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-AzqXcvIH7AE/TbPJTpAC_SI/AAAAAAAAAWo/QjiycWYo8SQ/s1600/23042011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://3.bp.blogspot.com/-AzqXcvIH7AE/TbPJTpAC_SI/AAAAAAAAAWo/QjiycWYo8SQ/s400/23042011.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Llegué a tiempo&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-2142187664333079327?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2142187664333079327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2142187664333079327'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/04/llegue-tiempo.html' title=''/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-AzqXcvIH7AE/TbPJTpAC_SI/AAAAAAAAAWo/QjiycWYo8SQ/s72-c/23042011.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-2252263525291651870</id><published>2011-03-07T23:35:00.000-08:00</published><updated>2011-03-07T23:38:14.111-08:00</updated><title type='text'>contracampaña municipal</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-52BDiFRtZ6E/TXXb_WHLXQI/AAAAAAAAAUs/jH8UHivgEEI/s1600/22022011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="https://lh6.googleusercontent.com/-52BDiFRtZ6E/TXXb_WHLXQI/AAAAAAAAAUs/jH8UHivgEEI/s400/22022011.jpg" width="400" /&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/7789080551227156157-2252263525291651870?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2252263525291651870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2252263525291651870'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/03/contracampana-municipal.html' title='contracampaña municipal'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh6.googleusercontent.com/-52BDiFRtZ6E/TXXb_WHLXQI/AAAAAAAAAUs/jH8UHivgEEI/s72-c/22022011.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-2605446159052315721</id><published>2011-01-08T09:56:00.000-08:00</published><updated>2011-01-18T23:30:00.360-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='foto móvil'/><title type='text'>anti age</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_6NE79daPzns/TTaS6zwRzmI/AAAAAAAAAS0/RtowtWrQRck/s1600/02-06-10_0820.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="http://1.bp.blogspot.com/_6NE79daPzns/TTaS6zwRzmI/AAAAAAAAAS0/RtowtWrQRck/s400/02-06-10_0820.jpg" alt="" id="BLOGGER_PHOTO_ID_5563795928685596258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_6NE79daPzns/TSilmz5kfXI/AAAAAAAAARs/tv1gKxxY3g8/s1600/02-06-10_0820.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-2605446159052315721?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2605446159052315721'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/2605446159052315721'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/01/anti-age.html' title='anti age'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_6NE79daPzns/TTaS6zwRzmI/AAAAAAAAAS0/RtowtWrQRck/s72-c/02-06-10_0820.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-7789080551227156157.post-3726646376908559608</id><published>2011-01-08T09:54:00.000-08:00</published><updated>2011-01-18T23:32:03.003-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='foto móvil'/><title type='text'>compañeros</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_6NE79daPzns/TTaSrw4nFYI/AAAAAAAAASs/W9NPYzg6oIo/s1600/11-09-10_1045.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="http://3.bp.blogspot.com/_6NE79daPzns/TTaSrw4nFYI/AAAAAAAAASs/W9NPYzg6oIo/s400/11-09-10_1045.jpg" alt="" id="BLOGGER_PHOTO_ID_5563795670217201026" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_6NE79daPzns/TSik85YjQjI/AAAAAAAAARk/_5Uj9wmSuW8/s1600/11-09-10_1045.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7789080551227156157-3726646376908559608?l=el-rincon-amarillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3726646376908559608'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7789080551227156157/posts/default/3726646376908559608'/><link rel='alternate' type='text/html' href='http://el-rincon-amarillo.blogspot.com/2011/01/companeros.html' title='compañeros'/><author><name>Pettersen</name><uri>http://www.blogger.com/profile/04968980451702020863</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='http://4.bp.blogspot.com/_6NE79daPzns/SWxNDP69WVI/AAAAAAAAAKo/NtqXb42pCKE/S220/snoopy.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_6NE79daPzns/TTaSrw4nFYI/AAAAAAAAASs/W9NPYzg6oIo/s72-c/11-09-10_1045.jpg' height='72' width='72'/></entry></feed>
