<?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-8145974085664848612</id><updated>2012-02-16T12:34:46.202-08:00</updated><category term='C.Stago08'/><category term='firmas'/><category term='neurociencia'/><category term='lugares'/><category term='nacional'/><category term='monte Olivia'/><category term='divulgación'/><category term='Sabah'/><category term='Boulder'/><category term='música'/><category term='fotos'/><category term='Cambridge'/><category term='citas'/><category term='arte'/><category term='Gran Cañón'/><category term='planeta-tierra'/><category term='Pacific Ocean'/><category term='participación ciudadana'/><category term='libros'/><category term='aventura'/><category term='literatura'/><category term='cataratas de Iguazú'/><category term='internet'/><category term='tecnología'/><category term='video'/><category term='castellano'/><category term='Normandia'/><category term='Washington DC'/><category term='facebookuriosidad'/><category term='blogs'/><category term='Castellón'/><category term='cortometrajes'/><category term='lengua'/><category term='personal'/><category term='Yellowstone Grand Teton'/><category term='elecciones'/><category term='aragón'/><category term='mujeres'/><category term='television'/><category term='transporte público'/><category term='lago Fagnano'/><category term='Tierra del Fuego'/><category term='homenaje'/><category term='noticias'/><category term='viajes'/><category term='cine'/><category term='ciencia'/><category term='crisis'/><category term='internacional'/><category term='documentales'/><category term='espectáculos'/><category term='salud'/><category term='a los pies del Perito Moreno'/><category term='anuncios'/><title type='text'>los mundos de Marta</title><subtitle type='html'>Este blog nació como todas mis ideas, dos neuronas que se envían un poco de química y ya está el lío montado.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default?start-index=101&amp;max-results=100'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>221</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4133929125795802815</id><published>2012-02-13T12:36:00.001-08:00</published><updated>2012-02-13T12:36:34.269-08:00</updated><title type='text'>Las diez estrategias de manipulación mediática de Chomsky</title><content type='html'>Hace ya días que quería compartir esto. Hoy me ha llegado por otro lado y ha sido el empujón que necesitaba para ir, copiar y pegar.&lt;br /&gt;-------------------------------&lt;br /&gt;El lingüista Noam Chomsky elaboró la lista de &lt;i&gt;Las 10 Estrategias de Manipulación Mediática&lt;/i&gt;:&lt;br /&gt;&lt;br /&gt;1. &lt;b&gt;La estrategia de la distracción&lt;/b&gt;: El elemento primordial del control social es la estrategia de la distracción que consiste en desviar la atención del público de los problemas importantes y de los cambios decididos por las élites políticas y económicas, mediante la técnica del diluvio o inundación de continuas distracciones y de informaciones insignificantes. La estrategia de la distracción es igualmente indispensable para impedir al público interesarse por los conocimientos esenciales, en el área de la ciencia, la economía, la psicología, la neurobiología y la cibernética. ”Mantener la Atención del público distraída, lejos de los verdaderos problemas sociales, cautivada por temas sin importancia real. Mantener al público ocupado, ocupado, ocupado, sin ningún tiempo para pensar; de vuelta a granja como los otros animales (cita del texto ‘Armas silenciosas para guerras tranquilas)”.&lt;br /&gt;&lt;br /&gt;2. &lt;b&gt;Crear problemas y después ofrecer soluciones&lt;/b&gt;: Este método también es llamado “problema-reacción-solución”. Se crea un problema, una “situación” prevista para causar cierta reacción en el público, a fin de que éste sea el mandante de las medidas que se desea hacer aceptar. Por ejemplo: dejar que se desenvuelva o se intensifique la violencia urbana, u organizar atentados sangrientos, a fin de que el público sea el demandante de leyes de seguridad y políticas en perjuicio de la libertad. O también: crear una crisis económica para hacer aceptar como un mal necesario el retroceso de los derechos sociales y el desmantelamiento de los servicios públicos.&lt;br /&gt;&lt;br /&gt;3. &lt;b&gt;La estrategia de la gradualidad&lt;/b&gt;: Para hacer que se acepte una medida inaceptable, basta aplicarla gradualmente, a cuentagotas, por años consecutivos. Es de esa manera que condiciones socioeconómicas radicalmente nuevas (neoliberalismo) fueron impuestas durante las décadas de 1980 y 1990: Estado mínimo, privatizaciones, precariedad, flexibilidad, desempleo en masa, salarios que ya no aseguran ingresos decentes, tantos cambios que hubieran provocado una revolución si hubiesen sido aplicadas de una sola vez.&lt;br /&gt;&lt;br /&gt;4. &lt;b&gt;La estrategia de diferir&lt;/b&gt;: Otra manera de hacer aceptar una decisión impopular es la de presentarla como “dolorosa y necesaria”, obteniendo la aceptación pública, en el momento, para una aplicación futura. Es más fácil aceptar un sacrificio futuro que un sacrificio inmediato. Primero, porque el esfuerzo no es empleado inmediatamente. Luego, porque el público, la masa, tiene siempre la tendencia a esperar ingenuamente que “todo irá mejorar mañana” y que el sacrificio exigido podrá ser evitado. Esto da más tiempo al público para acostumbrarse a la idea del cambio y de aceptarla con resignación cuando llegue el momento.&lt;br /&gt;&lt;br /&gt;5. &lt;b&gt;Dirigirse al público como criaturas de poca edad&lt;/b&gt;: La mayoría de la publicidad dirigida al gran público utiliza discurso, argumentos, personajes y entonación particularmente infantiles, muchas veces próximos a la debilidad, como si el espectador fuese una criatura de poca edad o un deficiente mental. Cuanto más se intente buscar engañar al espectador, más se tiende a adoptar un tono infantilizante. Por qué? “Si uno se dirige a una persona como si ella tuviese la edad de 12 años o menos, entonces, en razón de la sugestionabilidad, ella tenderá, con cierta probabilidad, a una respuesta o reacción también desprovista de un sentido crítico como la de una persona de 12 años o menos de edad (ver “Armas silenciosas para guerras tranquilas”)”.&lt;br /&gt;&lt;br /&gt;6. &lt;b&gt;Utilizar el aspecto emocional mucho más que la reflexión&lt;/b&gt;: Hacer uso del aspecto emocional es una técnica clásica para causar un corto circuito en el análisis racional, y finalmente al sentido critico de los individuos. Por otra parte, la utilización del registro emocional permite abrir la puerta de acceso al inconsciente para implantar o injertar ideas, deseos, miedos y temores, compulsiones, o inducir comportamientos…&lt;br /&gt;&lt;br /&gt;7. &lt;b&gt;Mantener al público en la ignorancia y la mediocridad&lt;/b&gt;: Hacer que el público sea incapaz de comprender las tecnologías y los métodos utilizados para su control y su esclavitud. “La calidad de la educación dada a las clases sociales inferiores debe ser la más pobre y mediocre posible, de forma que la distancia de la ignorancia que planea entre las clases inferiores y las clases sociales superiores sea y permanezca imposible de alcanzar para las clases inferiores (ver ‘Armas silenciosas para guerras tranquilas)”.&lt;br /&gt;&lt;br /&gt;8. &lt;b&gt;Estimular al público a ser complaciente con la mediocridad&lt;/b&gt;: Promover al público a creer que es moda el hecho de ser estúpido, vulgar e inculto…&lt;br /&gt;&lt;br /&gt;9. &lt;b&gt;Reforzar la autoculpabilidad&lt;/b&gt;: Hacer creer al individuo que es solamente él el culpable por su propia desgracia, por causa de la insuficiencia de su inteligencia, de sus capacidades, o de sus esfuerzos. Así, en lugar de rebelarse contra el sistema económico, el individuo se auto desvalida y se culpa, lo que genera un estado depresivo, uno de cuyos efectos es la inhibición de su acción. Y, sin acción, no hay revolución!&lt;br /&gt;&lt;br /&gt;10. &lt;b&gt;Conocer a los individuos mejor de lo que ellos mismos se conocen&lt;/b&gt;: En el transcurso de los últimos 50 años, los avances acelerados de la ciencia han generado una creciente brecha entre los conocimientos del público y aquellos poseídos y utilizados por las élites dominantes. Gracias a la biología, la neurobiología y la psicología aplicada, el “sistema” ha disfrutado de un conocimiento avanzado del ser humano, tanto de forma física como psicológicamente. El sistema ha conseguido conocer mejor al individuo común de lo que él se conoce a sí mismo. Esto significa que, en la mayoría de los casos, el sistema ejerce un control mayor y un gran poder sobre los individuos, mayor que el de los individuos sobre sí mismos.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Reproduzca esta información, hágala circular por los medios a su alcance: a mano, a máquina, a mimeógrafo, oralmente. Mande copias a sus amigos: nueve de cada diez las estarán esperando. Millones quieren ser informados. El terror se basa en la incomunicación. Rompa el aislamiento. Vuelva a sentir la satisfacción moral de un acto de libertad. Derrote el terror. Haga circular esta información. - Rodolfo Walsh -&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4133929125795802815?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4133929125795802815/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/las-diez-estrategias-de-manipulacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4133929125795802815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4133929125795802815'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/las-diez-estrategias-de-manipulacion.html' title='Las diez estrategias de manipulación mediática de Chomsky'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-382263779507544687</id><published>2012-02-13T11:24:00.001-08:00</published><updated>2012-02-13T11:24:40.898-08:00</updated><title type='text'>Haciendo los deberes</title><content type='html'>Este enlace lleva a un video que ha hecho un muchacho para su clase de inglés en un instituto de Arganda del Rey (un centro no bilingüe).&lt;br /&gt;&lt;br /&gt;http://profesorgeohistoria.wordpress.com/2011/10/19/excepcional-video-de-un-alumno-explicando-los-recortes-educativos/&lt;br /&gt;&lt;br /&gt;Inglés, Educación para la ciudadanía, Nuevas tecnologías, Arte... un proyecto que con la excusa del inglés abre la puerta a todo - olé al(a) profesor(a) - y un chaval que se merece que no dejemos que sus augurios se cumplan.&lt;br /&gt;&lt;br /&gt;Desde el país en que el acceso a la educación superior genera una de las mayores estratificaciones sociales existentes en los países &lt;i&gt;desarrollados&lt;/i&gt;, en el que los afortunados que consiguen entrar en la universidad suelen salir con deudas equivalentes a una hipoteca (incluso la universidad pública es carísima), en el que la mayor parte de la sociedad jamás pisa una universidad - así va el mundo -, desde Estados Unidos escribo para recordarnos que, como no reaccionemos, seguiremos sus pasos hacia el agujero negro de la ignorancia.&lt;br /&gt;&lt;br /&gt;Lo ve hasta un chiquillo de 16 años.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-382263779507544687?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/382263779507544687/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/haciendo-los-deberes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/382263779507544687'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/382263779507544687'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/haciendo-los-deberes.html' title='Haciendo los deberes'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4213555128086067750</id><published>2012-02-12T17:52:00.001-08:00</published><updated>2012-02-12T17:52:47.226-08:00</updated><title type='text'>Poesía VII</title><content type='html'>José  Martí - Versos Sencillos -&lt;br /&gt;&lt;br /&gt;Para Aragón, en España,&lt;br /&gt;Tengo yo en mi corazón&lt;br /&gt;Un lugar todo Aragón,&lt;br /&gt;Franco, fiero, fiel, sin saña.&lt;br /&gt;&lt;br /&gt;Si quiere un tonto saber&lt;br /&gt;Por qué lo tengo, le digo&lt;br /&gt;Que allí tuve un buen amigo,&lt;br /&gt;Que allí quise a una mujer.&lt;br /&gt;&lt;br /&gt;Allá, en la vega florida,&lt;br /&gt;La de la heroica defensa,&lt;br /&gt;Por mantener lo que piensa&lt;br /&gt;Juega la gente la vida.&lt;br /&gt;&lt;br /&gt;Y si un alcalde lo aprieta&lt;br /&gt;O lo enoja un rey cazurro,&lt;br /&gt;Calza la manta el baturro&lt;br /&gt;Y muere con su escopeta.&lt;br /&gt;&lt;br /&gt;Quiero a la tierra amarilla&lt;br /&gt;Que baña el Ebro lodoso:&lt;br /&gt;Quiero el Pilar azuloso&lt;br /&gt;De Lanuza y de Padilla.&lt;br /&gt;&lt;br /&gt;Estimo a quien de un revés&lt;br /&gt;Echa por tierra a un tirano:&lt;br /&gt;Lo estimo, si es un cubano;&lt;br /&gt;Lo estimo, si aragonés.&lt;br /&gt;&lt;br /&gt;Amo los patios sombríos&lt;br /&gt;Con escaleras bordadas;&lt;br /&gt;Amo las naves calladas&lt;br /&gt;Y los conventos vacíos.&lt;br /&gt;&lt;br /&gt;Amo la tierra florida,&lt;br /&gt;Musulmana o española,&lt;br /&gt;Donde rompió su corola&lt;br /&gt;La poca flor de mi vida.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4213555128086067750?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4213555128086067750/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/poesia-vii.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4213555128086067750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4213555128086067750'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/poesia-vii.html' title='Poesía VII'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-2626007018786805953</id><published>2012-02-10T18:37:00.001-08:00</published><updated>2012-02-10T18:37:20.294-08:00</updated><title type='text'>Repito</title><content type='html'>Como decía ayer en facebook (corrigiendo algún blackberry-gazapo):&lt;br /&gt;Estoy en medio del cráter de un volcán en Hawai. He subido una foto (para dar envidia:). Varios amigos habían colgado el link a la condena de Garzón. No vine aquí a escapar de nada, así que interrumpo el paseo para hablar.&lt;br /&gt;Me da vergüenza pertenecer a un país que condena a quienes persiguen a los corruptos y exculpa a quienes hacen negocio y carrera con las arcas públicas. Necesitamos un cambio, una revolución, una primavera española haciendo gala de nuestra ascendencia árabe y con los principios de Gene Sharp por delante antes de que no haya más remedio que hacerlo a lo Che Guevara. La crisis es nuestra oportunidad para depurar nuestro escenario político y todas sus ramificaciones. Es momento de recuperar los tres poderes que no son sino del pueblo y asegurarnos de que son independientes, libres y sin corrupción. Hay que hacerles ver que no van a vivir nunca más a nuestra costa, mucho menos diciéndonos que lo hacen por nuestro bien ¡Que no somos tontos! Sus mentiras no se las cree nadie y ¡¡¡nosotros ya no debemos tragar más!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-2626007018786805953?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/2626007018786805953/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/repito.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2626007018786805953'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2626007018786805953'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/repito.html' title='Repito'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-2125284641485674592</id><published>2012-02-05T21:54:00.001-08:00</published><updated>2012-02-05T21:54:47.012-08:00</updated><title type='text'>Se me olvidaba</title><content type='html'>Para los que no se hayan pasado por el caracol viajero, estoy dando vueltas otra vez. Me fui de San Diego dejándome allí mi móvil español. No viene mal para evitar tentaciones tontas pero claro, si alguien ha intentado llamar o mandar algo en estos últimos días, me da que se va a perder en el espacio sideral... De todos modos, ya sabéis que hace años que la mejor manera de encontrare es por mail, ¿no?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-2125284641485674592?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/2125284641485674592/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/se-me-olvidaba.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2125284641485674592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2125284641485674592'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/se-me-olvidaba.html' title='Se me olvidaba'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-9100594293578720413</id><published>2012-02-05T20:00:00.001-08:00</published><updated>2012-02-05T20:03:41.477-08:00</updated><title type='text'>Pa\'verlo</title><content type='html'>http://www.youtube.com/watch?v=ARmJRoSCRlk&lt;br /&gt;&lt;br /&gt;O para leerlo&lt;br /&gt;http://www.elpais.com/articulo/reportajes/desvario/elpepusocdmg/20120115elpdmgrep_1/Tes&lt;br /&gt;&lt;br /&gt;Vergüencita me da ser de la tierra que los encumbró...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-9100594293578720413?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/9100594293578720413/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/pa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/9100594293578720413'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/9100594293578720413'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/pa.html' title='Pa\&amp;#39;verlo'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4949819774742756365</id><published>2012-02-05T12:32:00.001-08:00</published><updated>2012-02-05T12:32:15.444-08:00</updated><title type='text'>Se van</title><content type='html'>Me ha gustado leer este análisis: &lt;i&gt;Huyen los listos; se quedan los de Villacañas&lt;/i&gt;&lt;br /&gt;http://blogs.lainformacion.com/zoomboomcrash/2012/02/05/huyen-los-listos-se-quedan-los-de-villacanas/&lt;br /&gt;&lt;br /&gt;Reparte palos porque los hay para todos, pero de alguna manera consigue no dejar (al menos a mí) la sensación de frustración habitual. Quizá porque se centra en hacer un análisis del problema y apuntar a la salida...&lt;br /&gt;&lt;br /&gt;Los enlaces que da (por fin alguien que entiende que un periódico on-line) no es un montón de texto escrito con una fuente que se lea bien en una pantalla) son muy recomendables. Este me ha gustado especialmente: &lt;i&gt;Curando nuestra enfermedad holandesa&lt;/i&gt;&lt;br /&gt;http://www.elpais.com/articulo/primer/plano/Curando/enfermedad/holandesa/elpepueconeg/20120205elpneglse_5/Tesu&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4949819774742756365?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4949819774742756365/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/se-van.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4949819774742756365'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4949819774742756365'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/se-van.html' title='Se van'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4006901996962940479</id><published>2012-02-04T00:50:00.001-08:00</published><updated>2012-02-04T00:50:24.220-08:00</updated><title type='text'>Ideas para salir bien de la crisis</title><content type='html'>Hoy he leído que podría darse la absurda situación de que los nuevos gobernantes del país más azotado por la explosión de la burbuja inmobiliaria podrían estar pensando en ladrillos como salida al jaleo en el que el mismo ladrillo nos metió (http://estebandemanueljerez.wordpress.com/2012/01/29/casualidad-o-ceguera/).&lt;br /&gt;&lt;br /&gt;Ante semejante posibilidad me vienen a la cabeza tantos insultos que dejarían este blog en &lt;i&gt;no apto para todos los públicos&lt;/i&gt;. Dado que los insultados no se iban a enterar, mejor os los ahorro, que los cuatro que me leéis no tenéis la culpa.&lt;br /&gt;&lt;br /&gt;Sí quiero dejar dos enlaces a iniciativas inteligentes con las que se puede hacer negocio con escaso si no nulo impacto ambiental. Ya que tenemos que reinventar nuestra economía, hagámoslo con un &lt;i&gt;poquico&lt;/i&gt; de cabeza, por favor.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;The blue economy&lt;/i&gt; es la puesta en acción de ZERI, o el arte de usar la basura como recurso&lt;br /&gt;http://zeri.org/ZERI/Home.html&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Cradle to cradle&lt;/i&gt; diseña prácticamente de todo con materiales que se pueden reincorporar al ciclo una vez la vida útil de dicho producto ha llegado a su fin. Además de sus propios diseños, que incluyen ciudades enteras en China, también tienen un sistema de certificación. La charla TED del arquitecto fundador no tiene desperdicio.&lt;br /&gt;http://www.c2ccertified.org/&lt;br /&gt;&lt;br /&gt;Lo que haga falta para que en el mundo siga habiendo lugares así.&lt;br /&gt; &lt;br /&gt; &lt;img src="http://app2perfect.com/blogger/upload/A7B9D5239FD9452B81B34618124C4A7023900000099153E5A952.jpg"&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4006901996962940479?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4006901996962940479/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/ideas-para-salir-bien-de-la-crisis_7506.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4006901996962940479'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4006901996962940479'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/ideas-para-salir-bien-de-la-crisis_7506.html' title='Ideas para salir bien de la crisis'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-8344666840011944596</id><published>2012-02-02T10:08:00.001-08:00</published><updated>2012-02-02T10:09:33.970-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cortometrajes'/><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Otra ricura</title><content type='html'>&lt;i&gt;El mundo está en manos de aquellos que tienen el coraje de soñar y de correr el riesgo de vivir sus sueños. - Paulo Coelho&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;http://www.youtube.com/watch?v=1WWQ3elB2kA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-8344666840011944596?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/8344666840011944596/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/otra-ricura.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8344666840011944596'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8344666840011944596'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/otra-ricura.html' title='Otra ricura'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-6468016300129166676</id><published>2012-02-02T00:23:00.001-08:00</published><updated>2012-02-02T00:29:37.288-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cortometrajes'/><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Tierno, tierno</title><content type='html'>No consigo incrustar el video desde el iPad, así que os dejo el enlace para que vayáis a verlo. Es una ricura de cortometraje, todo un comienzo para Moonbot estudios.&lt;br /&gt;http://vimeo.com/35404908&lt;br /&gt;The flying books of Mr. Moris Lessmore - &lt;i&gt;Los libros voladores de Mr. Moris Lessmore&lt;/i&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-6468016300129166676?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/6468016300129166676/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/tierno-tierno.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6468016300129166676'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6468016300129166676'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/02/tierno-tierno.html' title='Tierno, tierno'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1611103749442773882</id><published>2012-01-29T20:27:00.001-08:00</published><updated>2012-01-30T13:53:36.956-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><title type='text'>Cosas</title><content type='html'>&lt;img src="http://app2perfect.com/blogger/upload/7F73390453E446269D724A649AA436AD3490000003D5092EE471.jpg"&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-1611103749442773882?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1611103749442773882/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/01/cosas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1611103749442773882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1611103749442773882'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/01/cosas.html' title='Cosas'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-7400389858513923281</id><published>2012-01-12T18:01:00.000-08:00</published><updated>2012-01-12T18:04:39.977-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='participación ciudadana'/><category scheme='http://www.blogger.com/atom/ns#' term='firmas'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>Si sirve de algo firmar...</title><content type='html'>&lt;!-- WIDGET ACTUABLE - T1.1 --&gt;&lt;style&gt;.act_wid_1 { font: 16px Arial; 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'' : 's');document.getElementById("actuable_signs_left_2683").innerHTML = suppors_pending + " firma" + (suppors_pending == 1 ? '' : 's');document.getElementById("actuable_authenticity_token").value = auth_token;&lt;/script&gt;&lt;!-- /WIDGET ACTUABLE - T1.1 --&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-7400389858513923281?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/7400389858513923281/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/01/no-me-preguntes-por-que-no-busco-un.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7400389858513923281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7400389858513923281'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2012/01/no-me-preguntes-por-que-no-busco-un.html' title='Si sirve de algo firmar...'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1998856155742228045</id><published>2011-12-28T11:07:00.001-08:00</published><updated>2011-12-28T11:08:38.412-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='libros'/><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>Tres libros</title><content type='html'>&lt;p align="justify"&gt;En estos días de turrones y excesos en los que resuenan tonterías sobre cómo vamos a salir de la crisis gracias a las obras públicas mientras se reducen las plantillas dedicadas a la educación y atención sanitaria en este nuestro país de pandereta me apetece hacer una reseña de tres libros que se han cruzado en mi vida en el último año y que, si viviéramos en la sociedad de la información y el conocimiento que nos empezaron a vender tiempo há, antes incluso de que la burbuja inmobiliaria que algunos se empeñaron en negar hiciera pum y nos dejara el país patas arriba, en esa sociedad, digo, tendrían trazas de &lt;em&gt;best seller&lt;/em&gt;.&lt;/p&gt;  &lt;p align="justify"&gt;&lt;a href="http://www.planetadelibros.com/elemental-queridos-humanos-libro-47539.html"&gt;Elemental, queridos humanos. Vida y andanzas del ingeniosos planeta Tierra&lt;/a&gt; es una ligera y divertida obra de divulgación escrita por Juan Luis Arsuaga y Milagros Algaba Suárez e ilustrada p&lt;a href="http://lh6.ggpht.com/-eoNZ8cb2ZbE/TvtovX0xQgI/AAAAAAAABxI/DnV4WO0Le_o/s1600-h/image%25255B2%25255D.png"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 10px; padding-left: 0px; padding-right: 0px; display: inline; float: right; border-top: 0px; border-right: 0px; padding-top: 0px" title="image" border="0" alt="image" align="right" src="http://lh5.ggpht.com/-6vC3FmPJE_o/Tvtow1h-NtI/AAAAAAAABxQ/xnHLvrY37Ck/image_thumb.png?imgmax=800" width="164" height="244" /&gt;&lt;/a&gt;or el genial Forges. De contenido general y lenguaje accesible a todos los públicos, a los que nos hemos pegado años estudiando estas cosas no nos descubre muchas cosas nuevas, pero aún así me parece buena fuente de ideas para abrir discusiones con alumnos, punto de partida para ensayos de divulgación más detallados o simplemente un buen regalo para que otros menos versados puedan pasar un rato entretenido aprendiendo cómo funciona este planeta nuestro al que tan maltratado tenemos.&lt;/p&gt;  &lt;p align="justify"&gt;&lt;strong&gt;&lt;a href="http://amalialafuente.wordpress.com/2010/11/11/codigo-genetico/"&gt;Código genético&lt;/a&gt; &lt;/strong&gt;es una novela de ciencia ficción que &lt;a href="http://amalialafuente.wordpress.com/about/"&gt;Amàlia Lafuente&lt;/a&gt;,&lt;a href="http://lh4.ggpht.com/-vgPbavuJK7k/TvtoyG3Qt1I/AAAAAAAABxY/r71FRndgX0s/s1600-h/image%25255B5%25255D.png"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 10px; padding-left: 0px; padding-right: 0px; display: inline; float: left; border-top: 0px; border-right: 0px; padding-top: 0px" title="image" border="0" alt="image" align="left" src="http://lh5.ggpht.com/-yNpzaPPBGmY/TvtozHDBkwI/AAAAAAAABxg/i9Ivb_CbEHU/image_thumb%25255B1%25255D.png?imgmax=800" width="161" height="244" /&gt;&lt;/a&gt; catedrática de farmacología en la Facultad de Medicina de la Universidad de Barcelona, ambienta entre pasillos, laboratorios y subterráneos de edificios de investigación y universidades. Que yo sepa es la primera novela de este tipo escrita por un paisano nuestro y, aunque no es comparable al rey del género, &lt;a href="http://es.wikipedia.org/wiki/Robin_Cook"&gt;el americano Robin Cook&lt;/a&gt;, apunta maneras y desde aquí le deseo a la autora un prolífico 2012 a ver si nos llegan pronto más obras que devorar. La compré hace unos meses en una visita relámpago a España y cuando por fin le puse la mano encima al venir a casa por Navidad, ¡me la tragué en tres días! Compré la versión en castellano porque ni en Barcelona ni en Castellón conseguí encontrar la original catalana, y debo decir que la traducción estorbó bastante al principio. Una pensaba que en Plaza&amp;amp;Janés serían más pulcros con estas cosas, pero está visto que lo del trabajo bien hecho es cada vez más difícil de encontrar.&lt;/p&gt;        &lt;p align="justify"&gt;&lt;a href="http://www.planetadelibros.com/viva-la-ciencia-libro-17241.html"&gt;¡Viva la ciencia!&lt;/a&gt; es otro libro de divulgación fruto de la colaboración de un experto en el campo de la ciencia y un genio de la ilustración. Lo descubrí hace apenas unos días y no me lo he leido así que no puedo decir mucho más. Sé que hace un recorrido por la historia de la ciencia quitándole la fama de asignatura hueso y que las ilustraciones de Mingote son bien graciosas.&lt;/p&gt;  &lt;p&gt;&lt;a href="http://lh3.ggpht.com/-2Yc8q2iyiJo/Tvto0XJa32I/AAAAAAAABxo/iPRaGLTnCkY/s1600-h/image%25255B11%25255D.png"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 10px auto; padding-left: 0px; padding-right: 0px; display: block; float: none; border-top: 0px; border-right: 0px; padding-top: 0px" title="image" border="0" alt="image" src="http://lh3.ggpht.com/-mDjR685bla4/Tvto1t-9VYI/AAAAAAAABxw/MJTWlwe_-_Q/image_thumb%25255B3%25255D.png?imgmax=800" width="160" height="194" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-1998856155742228045?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1998856155742228045/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/12/tres-libros.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1998856155742228045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1998856155742228045'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/12/tres-libros.html' title='Tres libros'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh5.ggpht.com/-6vC3FmPJE_o/Tvtow1h-NtI/AAAAAAAABxQ/xnHLvrY37Ck/s72-c/image_thumb.png?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1670221429643177089</id><published>2011-11-28T02:39:00.000-08:00</published><updated>2011-12-28T11:10:29.625-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><title type='text'>Grande Zinn</title><content type='html'>&lt;p align="justify"&gt;A Howard Zinn lo descubrí no hace mucho, lo cual dice muy poco de la variedad de opiniones que se cuelan en la educación de una hasta que ya es mayorcita para buscarse las migas por sí misma. Cierto es que centró sus críticas en los Estados Unidos, lo cual lo hacía poco aplicable a los asuntos locales de la España de entonces y que como pasa demasiado a menudo en ciencias, la amplitud de miras de mi etapa universitaria dejaba bastante que desear (ya, que para algo están los créditos de libre elección pero, ¿tú has estado en el campus de Burjassot? Pues cuando yo llegué allí no había ni tranvía, así que lo de irse a Valencia al campus de letras a cursar alguna asignatura de humanidades era poco menos que una excursión de un día entero).&lt;/p&gt;  &lt;p align="justify"&gt;En fin, excusas, el caso es que cuando conocí su trabajo, que creo que fue durante el empacho de netflix que me pegué hace dos veranos con motivo de la apendicitis, muchas de sus ideas resonaron en mí con intensidad. Fue él quien me llevó a empezar (algún día lo acabaré) a leer el diario de Colón a su llegada a América y descubrir las lindezas que pasaban por su mente (y la de los españoles) en aquella época. Sigo teniendo pendiente hacerme con una copia de su &lt;em&gt;People’s History of America.&lt;/em&gt;&lt;/p&gt;  &lt;p align="justify"&gt;Hoy me llega una cita suya a través de facebook. De nuevo está hablando de América y sus problemas, pero no hace falta mucha imaginación para ver los paralelismos con la situación actual en MUCHOS lugares del mundo en los que seguimos actuando como si nos creyésemos que los políticos de veras quieren lo mejor para nosotros. &lt;/p&gt;  &lt;p&gt;&lt;a href="http://lh3.ggpht.com/-BLgUimvb_Y0/TttOiiSxh7I/AAAAAAAABwo/J25PFqv0uqM/s1600-h/zinn3.jpg"&gt;&lt;img style="background-image: none; border-right-width: 0px; margin: 0px auto 5px; padding-left: 0px; padding-right: 0px; display: block; float: none; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px" title="zinn" border="0" alt="zinn" src="http://lh3.ggpht.com/-2eJSqwSLio0/TttOjNW_RJI/AAAAAAAABws/g_ic8mLdgjc/zinn_thumb1.jpg?imgmax=800" width="350" height="269" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;blockquote&gt;   &lt;p align="center"&gt;Dices que nuestro problema es la desobediencia civil, pero ese no es nuestro problema.&lt;/p&gt;    &lt;p align="center"&gt;Nuestro problema es la &lt;strong&gt;obediencia &lt;/strong&gt;civil.&lt;/p&gt;    &lt;p align="center"&gt;Nuestro problema es el número de personas que por todo el planeta obedecieron los dictados de los líderes de sus gobiernos y han ido a la guerra, y millones han sido asesinados por dicha &lt;strong&gt;obediencia&lt;/strong&gt;.&lt;/p&gt;    &lt;p align="center"&gt;Nuestro problema es que la gente por todo el mundo es obediente al enfrentarse a la pobreza, y al hambre, y a la estupidez, y a la guerra, y la crueldad.&lt;/p&gt;    &lt;p align="center"&gt;Nuestro problema es que esa gente es obediente mientras las cárceles están llenas de tristes rateros mientras los grandes ladrones dirigen el país.&lt;/p&gt;    &lt;p align="center"&gt;&lt;strong&gt;&lt;em&gt;Ese es nuestro problema&lt;/em&gt;.&lt;/strong&gt;&lt;/p&gt; &lt;/blockquote&gt;  &lt;p align="justify"&gt;&lt;font size="1"&gt;El texto varía según la fuente, pero todas las versiones vienen a decir básicamente lo mismo “Civil disobedience is not our problem. Our problem is civil obedience. Our problem is that people all over the world have obeyed the dictates of leaders…and millions have been killed because of this obedience…Our problem is that people are obedient allover the world in the face of poverty and starvation and stupidity, and war, and cruelty. Our problem is that people are obedient while the jails are full of petty thieves… (and) the grand thieves are running the country. That’s our problem.” &lt;/font&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-1670221429643177089?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1670221429643177089/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/grande-zinn.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1670221429643177089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1670221429643177089'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/grande-zinn.html' title='Grande Zinn'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh3.ggpht.com/-2eJSqwSLio0/TttOjNW_RJI/AAAAAAAABws/g_ic8mLdgjc/s72-c/zinn_thumb1.jpg?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-6297800206443611560</id><published>2011-11-27T00:59:00.001-08:00</published><updated>2011-11-27T00:59:35.672-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><title type='text'>Todo depende</title><content type='html'>&lt;a href="http://lh4.ggpht.com/-NzVimGhkcwA/TtH77dxxFkI/AAAAAAAABwI/QGxlQVhvi48/s1600-h/309634_314348498576135_114517875225866_1254421_141510736_n%25255B5%25255D.jpg"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 0px auto 5px; padding-left: 0px; padding-right: 0px; display: block; float: none; border-top: 0px; border-right: 0px; padding-top: 0px" title="309634_314348498576135_114517875225866_1254421_141510736_n" border="0" alt="309634_314348498576135_114517875225866_1254421_141510736_n" src="http://lh3.ggpht.com/-ybYua2uMfb0/TtH79IjV7jI/AAAAAAAABwQ/lREZC1qzTtI/309634_314348498576135_114517875225866_1254421_141510736_n_thumb%25255B3%25255D.jpg?imgmax=800" width="266" height="292" /&gt;&lt;/a&gt;  &lt;blockquote&gt;   &lt;p align="center"&gt;&lt;em&gt;legal/ ilegal&lt;/em&gt;&lt;/p&gt;    &lt;p align="center"&gt;&lt;em&gt;turba/ normal&lt;/em&gt;&lt;/p&gt;    &lt;p align="center"&gt;&lt;em&gt;(porque la tele así lo dice)&lt;/em&gt;&lt;/p&gt;&lt;/blockquote&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-6297800206443611560?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/6297800206443611560/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/todo-depende.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6297800206443611560'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6297800206443611560'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/todo-depende.html' title='Todo depende'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh3.ggpht.com/-ybYua2uMfb0/TtH79IjV7jI/AAAAAAAABwQ/lREZC1qzTtI/s72-c/309634_314348498576135_114517875225866_1254421_141510736_n_thumb%25255B3%25255D.jpg?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-583075816502980382</id><published>2011-11-25T10:18:00.001-08:00</published><updated>2011-11-27T01:03:17.640-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='libros'/><category scheme='http://www.blogger.com/atom/ns#' term='cortometrajes'/><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Las bibliotecas empiezan con un libro</title><content type='html'>&lt;div style="text-align: justify;"&gt;De nuevo &lt;a href="http://klimtbalan.blogspot.com/"&gt;&lt;i&gt;El baúl que no tenía mi abuela&lt;/i&gt;&lt;/a&gt; me abre la puerta a un mundo hermoso. Este video forma parte de un proyecto que ha conectado a 71 artistas de todo el mundo en la elaboración de un &lt;i&gt;Sketchbook&lt;/i&gt; o cuaderno de bocetos que fue subastado por 70000 euros, yendo todos los beneficios a parar a un proyecto de creación de bibliotecas en el &lt;i&gt;tercer mundo&lt;/i&gt; a través de la ONG &lt;i&gt;Room to Read&lt;/i&gt; (Habitación - o espacio - para leer).&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="225" mozallowfullscreen="" src="http://player.vimeo.com/video/30312312?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;a href="http://vimeo.com/30312312"&gt;SketchTravel&lt;/a&gt; from &lt;a href="http://vimeo.com/curio"&gt;Curio&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-583075816502980382?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/583075816502980382/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/las-bibliotecas-empiezan-con-un-libro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/583075816502980382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/583075816502980382'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/las-bibliotecas-empiezan-con-un-libro.html' title='Las bibliotecas empiezan con un libro'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-2958316002678685048</id><published>2011-11-25T09:28:00.001-08:00</published><updated>2011-11-25T09:31:30.944-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>Chiste de biólogos</title><content type='html'>&lt;p&gt;&lt;img style="margin: 0px auto 5px; display: block; float: none" src="http://3.bp.blogspot.com/-nPaqzJyt2iA/Ts1tBMhzJCI/AAAAAAAAEfI/58hZkCBywgU/s1600/C%C3%A9lula-madre.jpg" width="266" height="344" /&gt;&lt;/p&gt;  &lt;p&gt;De &lt;a href="http://www.dosisdiarias.com/2011/11/2011-11-24.html"&gt;Alberto Montt&lt;/a&gt; via &lt;a href="http://www.facebook.com/pages/Genoma-Espa%C3%B1a/166979823335548"&gt;Genoma España en facebook&lt;/a&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-2958316002678685048?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/2958316002678685048/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/chiste-de-biologos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2958316002678685048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2958316002678685048'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/chiste-de-biologos.html' title='Chiste de biólogos'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nPaqzJyt2iA/Ts1tBMhzJCI/AAAAAAAAEfI/58hZkCBywgU/s72-c/C%C3%A9lula-madre.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4905755336527094842</id><published>2011-11-25T08:43:00.001-08:00</published><updated>2011-11-25T08:43:49.580-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>Una firmita, por favor</title><content type='html'>&lt;p align="justify"&gt;La noticia de que iban a despedir a algo así como un tercio de los empleados del &lt;a href="http://www.cipf.es/"&gt;Centro de Investigaciones Príncipe Felipe&lt;/a&gt; (CIPF) la compartí solo a través de facebook. Fallo, ahora no encuentro el artículo original. &lt;a href="http://www.elpais.com/articulo/Comunidad/Valenciana/Principe/Felipe/preve/despedir/tercio/plantilla/elpepiespval/20110923elpval_2/Tes"&gt;Este&lt;/a&gt; se le parece un poco. Parece que se ha hecho realidad y han empezado a aplicar el &lt;a href="http://www.laboris.net/Static/em_diccionario_ere.aspx"&gt;ERE&lt;/a&gt;, echando desde a investigadores principales jefes de grupo a estudiantes de doctorado y personal administrativo. Una escabechina al más puro estilo del &lt;em&gt;la ciencia es super importante, te lo juro por snoopy&lt;/em&gt; que venimos teniendo que soportar por demasiado tiempo ya sabiendo que son burdas mentiras.&lt;/p&gt;  &lt;p align="justify"&gt;El Centro de Investigaciones Príncipe Felipe se inauguró estando yo en Valencia haciendo el doctorado. Según palabras de los politiquillos de entonces (primos hermanos, o casi, de los que están ahora) debía convertirse en el buque insignia de la investigación, no solo valenciana, sino nacional. Fanfarronadas. Pronto les vimos el plumero y desde &lt;em&gt;&lt;a href="http://www.jovesinvestigadors.org/"&gt;Joves Investigadors&lt;/a&gt;&lt;/em&gt; les dijimos unas cuantas verdades en más de una ocasión. Yo misma les conté un día que estaba aburrida el porcentaje de ofertas de empleo que se ocultaban tras la ilegalidad de una beca, y &lt;a href="http://www.diariocriticocv.com/noticias/joves/investigadors/acusa/al/centro/principe/felipe/de/abusar/de/las/becas/not170212.html"&gt;les salieron los colores&lt;/a&gt;. Se consiguieron algunos compromisos, como el 2+2 (dos años de beca y dos de contrato) para hacer el doctorado con el programa interno de –las dichosas – &lt;em&gt;becas&lt;/em&gt;. Volvieron pronto a las andadas, despidiendo de malas maneras &lt;a href="http://www.elpais.com/articulo/opinion/Conocen/doctora/Almudena/Ramon/elpepuopi/20070202elpepiopi_8/Tes"&gt;a investigadores de gran prestigio internacional&lt;/a&gt;, y parece que ha llegado su fin. El buque se hunde, al más puro estilo &lt;em&gt;Titanic&lt;/em&gt;, y esto no hay quien lo pare, ya que viene acelerado por el hecho de que el gobierno valenciano es un malgastador y le ha dado la excusa al gobierno central para &lt;a href="http://www.valenciaplaza.com/ver/32959/el-principe-felipe-se-hunde-tras-la-retirada-de-fondos-de-la-generalitat-y-el-ministerio.html"&gt;cerrar el grifo&lt;/a&gt; al incumplir el pacto firmado sobre estabilidad presupuestaria – y estos nos tienen que sacar ahora de la crisis ¡ja! más vale que pille confesado a más de un cristiano. &lt;/p&gt;  &lt;p align="justify"&gt;Desde el Instituto de Investigaciones Biomédicas Alberto Sols de Madrid están recogiendo firmas en señal de protesta. Ya han mandado las que tenían a los periódicos, pero siguen recogiendo hasta el lunes 28, así que si tienes dos minutos, dale al &lt;a href="http://www.iib.uam.es/script/peticion.es.cgi"&gt;enlace&lt;/a&gt; y firma (tal y como está escrita solo es para científicos, sorry).&lt;/p&gt;  &lt;blockquote&gt;   &lt;p align="justify"&gt;Una serie de investigadores en Biomedicina, cuyas firmas aparecen al final de este escrito, contempla con perplejidad y preocupación justificada lo que está sucediendo al Centro de Investigación Príncipe Felipe de Valencia. Este centro recién inaugurado, solo tiene seis años de existencia, es un centro de investigación biomédica de calidad y tiene entre sus programas de investigación estrella uno de Medicina Regenerativa. Una parte importante de sus gastos estaba cubierta -escribimos en pasado- por la Consejería de Sanidad de la Generalitat Valenciana; ya no lo va a estar.&lt;/p&gt; &lt;/blockquote&gt;  &lt;p align="justify"&gt;Para seguir leyendo, y firmar, sigue &lt;a href="http://www.iib.uam.es/script/peticion.es.cgi"&gt;el enlace&lt;/a&gt;.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4905755336527094842?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4905755336527094842/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/una-firmita-por-favor.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4905755336527094842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4905755336527094842'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/una-firmita-por-favor.html' title='Una firmita, por favor'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-3032583070163937240</id><published>2011-11-23T09:03:00.001-08:00</published><updated>2011-11-23T09:03:18.542-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Ahí le has “dao”</title><content type='html'>&lt;p&gt;&lt;a href="http://lh6.ggpht.com/-NHa5F9dViPM/Ts0nCoBSLkI/AAAAAAAABv4/6GQZ1xPv6Bg/image%25255B3%25255D.png?imgmax=800"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px" title="image" border="0" alt="image" src="http://lh6.ggpht.com/-3f9ZTq1drsI/Ts0nTC5olEI/AAAAAAAABwA/6sxhzE0_3Fk/image_thumb%25255B1%25255D.png?imgmax=800" width="381" height="169" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-3032583070163937240?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/3032583070163937240/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/ahi-le-has-dao.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/3032583070163937240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/3032583070163937240'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/ahi-le-has-dao.html' title='Ahí le has “dao”'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh6.ggpht.com/-3f9ZTq1drsI/Ts0nTC5olEI/AAAAAAAABwA/6sxhzE0_3Fk/s72-c/image_thumb%25255B1%25255D.png?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-2000775292644212883</id><published>2011-11-22T21:25:00.001-08:00</published><updated>2011-11-22T21:31:47.381-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='elecciones'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Por qué seguimos indignados</title><content type='html'>&lt;blockquote&gt;   &lt;h6 align="justify"&gt;&lt;font size="2"&gt;&lt;font style="font-weight: normal"&gt;&lt;font style="font-weight: bold"&gt;8 cosas sobre el 20N que NO te contarán en los telediarios&lt;/font&gt;:&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;1.- El 20N Rajoy obtuvo 458.642 votos&lt;font style="font-weight: bold"&gt; menos &lt;/font&gt;que Zapatero en 2008&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;2.- El 20N Rajoy recibió el apoyo de &lt;font style="font-weight: bold"&gt;3 de cada 10 españoles &lt;/font&gt;con derecho a voto. El 30,1% exactamente.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;3.- El 20N Rajoy recibió el apoyo de &lt;font style="font-weight: bold"&gt;12 de cada 100 vascos &lt;/font&gt;con derecho a voto.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;4.- El 20N Rajoy recibió el apoyo de&lt;font style="font-weight: bold"&gt; 13 de cada 100 catalanes &lt;/font&gt;con derecho a voto.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;5.- El único diputado por la &lt;font style="font-weight: bold"&gt;Ciudad de Melilla &lt;/font&gt;fue para el PP. Solo lo votaron 3,4 de cada 10 melillenses con derecho a voto.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;6.- El gran triunfo popular en Madrid: 63 de cada 100 madrileños con derecho a voto &lt;font style="font-weight: bold"&gt;no&lt;/font&gt; votaron al Partido Popular.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;7.- En el gran feudo popular, Valencia, el el 61% de los valencianos con derecho a voto, &lt;font style="font-weight: bold"&gt;no&lt;/font&gt; votaron al Partido Popular.&lt;/font&gt;        &lt;br /&gt;&lt;font style="font-weight: normal"&gt;8.- &lt;font style="font-weight: bold"&gt;80 de cada 100 catalanes han dado la espalda a CiU&lt;/font&gt;, el partido que les está cerrando los hospitales.&lt;/font&gt;&lt;/font&gt;&lt;/h6&gt;    &lt;h6 align="justify"&gt;&lt;font size="2"&gt;       &lt;br /&gt;&lt;font style="font-weight: normal"&gt;Es evidente que necesitamos una reforma de la ley electoral ya. No queremos seguir aguantando este fraude.&lt;/font&gt;&lt;/font&gt;&lt;/h6&gt; &lt;/blockquote&gt;  &lt;p&gt;Los de Democracia Real Ya lo han subido a su página de facebook.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-2000775292644212883?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/2000775292644212883/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/por-que-seguimos-indignados.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2000775292644212883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2000775292644212883'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/por-que-seguimos-indignados.html' title='Por qué seguimos indignados'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-7006195308155498924</id><published>2011-11-21T06:06:00.001-08:00</published><updated>2011-11-23T09:05:04.734-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Esto es muy triste</title><content type='html'>&lt;h6 align="justify"&gt;&lt;font size="2"&gt;&lt;font style="font-weight: normal"&gt;Lo que quiere la gente ya es triste, pero bueno, en democracia se aceptan los resultados de las urnas y se sigue trabajando por el cambio, pero que de lo que quiere la gente a lo que sale haya tanta diferencia es de juzgado de guardia.&lt;/font&gt;&lt;/font&gt;&lt;/h6&gt;  &lt;p&gt;&lt;a href="http://lh6.ggpht.com/-V06Fb_elpAc/TspaMvPJNsI/AAAAAAAABuY/pwDE4xaOEuE/s1600-h/image%25255B7%25255D.png"&gt;&lt;img style="background-image: none; border-right-width: 0px; padding-left: 0px; padding-right: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px; padding-top: 0px" title="image" border="0" alt="image" src="http://lh5.ggpht.com/-L6h6dIck74U/Tspa-WqBS3I/AAAAAAAABug/M5qRUFrO0C8/image_thumb%25255B3%25255D.png?imgmax=800" width="416" height="232" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Los resultados los tomé de &lt;em&gt;&lt;a href="http://www.elmundo.es/elecciones/elecciones-generales/resultados/"&gt;elmundo.es&lt;/a&gt;&lt;/em&gt;; los cálculos los he hecho yo con ayuda de openoffice.&lt;/p&gt;  &lt;p&gt;PD: un día después de hacer los numeritos me encuentro con &lt;a href="http://noticias.lainformacion.com/politica/elecciones-locales/elecciones-20n-asi-quedaria-el-parlamento-si-todos-los-votos-valieran-lo-mismo_6mFClXJKXTTa2JZve5QLo1/"&gt;este&lt;/a&gt; gráfico la mar de currado que representa lo mismo con colorines y todo. Esto es un atraco.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-7006195308155498924?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/7006195308155498924/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/image.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7006195308155498924'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7006195308155498924'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/image.html' title='Esto es muy triste'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh5.ggpht.com/-L6h6dIck74U/Tspa-WqBS3I/AAAAAAAABug/M5qRUFrO0C8/s72-c/image_thumb%25255B3%25255D.png?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-3252794837695284900</id><published>2011-11-02T03:56:00.001-07:00</published><updated>2011-11-02T03:58:12.174-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='personal'/><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='participación ciudadana'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><title type='text'>No te resignes</title><content type='html'>&lt;p&gt;&lt;a href="http://lh3.ggpht.com/-QSs1JXhBbPA/TrEh41pq0RI/AAAAAAAABsc/O9JijhBXQv4/s1600-h/381906_267638009939386_137110059658849_684978_392492908_n.jpg"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 0px auto 5px; padding-left: 0px; padding-right: 0px; display: block; float: none; border-top: 0px; border-right: 0px; padding-top: 0px" title="381906_267638009939386_137110059658849_684978_392492908_n" border="0" alt="381906_267638009939386_137110059658849_684978_392492908_n" src="http://lh6.ggpht.com/-TQcxGtA5cK4/TrEh6uS6ZII/AAAAAAAABsk/aI4O8-9M29g/381906_267638009939386_137110059658849_684978_392492908_n_thumb.jpg?imgmax=800" width="307" height="217" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p align="justify"&gt;Esta foto de &lt;a href="http://www.facebook.com/media/set/?set=a.216014665101721.46755.137110059658849&amp;amp;type=3"&gt;&lt;em&gt;Los medios siguen callando, las paredes siguen hablando&lt;/em&gt;&lt;/a&gt; resuena en lo más profundo de mi ideario. Yo suelo repetírmelo a mí misma con otro formato: el día que me resigne a que &lt;em&gt;las cosas son así&lt;/em&gt;, estaré muerta. Si estoy hablando con alguien a menudo le añado un &lt;em&gt;así que anda con cuidado con qué quieres que acepte para conseguir sentirme mejor&lt;/em&gt;.&lt;/p&gt;  &lt;p align="justify"&gt;No te resignes, no cedas al &lt;em&gt;estás loca/o&lt;/em&gt;, sigue tu senda. La definición de locura está destinada a evolucionar y, algún día, querer vivir &lt;a href="http://www.elmundo.es/elmundo/2011/11/01/economia/1320151320.html"&gt;en un mundo como este&lt;/a&gt; será motivo de encierro.&lt;/p&gt;  &lt;p align="justify"&gt;via &lt;a href="http://www.facebook.com/photo.php?fbid=267638009939386&amp;amp;set=a.216014665101721.46755.137110059658849&amp;amp;type=1&amp;amp;theater"&gt;facebook&lt;/a&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-3252794837695284900?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/3252794837695284900/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/no-te-resignes.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/3252794837695284900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/3252794837695284900'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/11/no-te-resignes.html' title='No te resignes'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh6.ggpht.com/-TQcxGtA5cK4/TrEh6uS6ZII/AAAAAAAABsk/aI4O8-9M29g/s72-c/381906_267638009939386_137110059658849_684978_392492908_n_thumb.jpg?imgmax=800' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4505160210116582724</id><published>2011-10-24T07:04:00.001-07:00</published><updated>2011-10-24T07:10:26.516-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='participación ciudadana'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Más allá del bipartidismo</title><content type='html'>&lt;blockquote&gt;   &lt;p style="margin-right: 0px" dir="ltr" align="justify"&gt;Si los votos que concentran PP y PSOE bajan por debajo del umbral del 78% previsible, la distancia que necesitará Rajoy sobre Rubalcaba para gobernar en solitario irá aumentando. Una distancia que, en el más extremo de los escenarios posibles (en que el voto se disperse de manera no esperada) puede llegar hasta los &lt;b&gt;12 puntos&lt;/b&gt;.&lt;/p&gt; &lt;/blockquote&gt;  &lt;p style="margin-right: 0px" dir="ltr" align="justify"&gt;Porque el voto útil es una falacia más de las que se inventan para acaparar poder, para hacer y deshacer a sus anchas sin tener que currarse el diálogo político, ya no digamos el social; porque nunca admitirán que el voto nulo y la abstención también son formas de mostrar descontento y no simple apatía o falta de compromiso (porque no se pueden distinguir y no se lo podemos probar), nos hacen falta alternativas a las formas tradicionales de voto de castigo que no permitan que detrás de unos inútiles entren otros.&lt;/p&gt;  &lt;p style="margin-right: 0px" dir="ltr" align="justify"&gt;Numerillos en este artículo de &lt;em&gt;&lt;a href="http://www.elconfidencial.com/espana/2011/10/24/20n-donde-esta-la-mayoria-absoluta-de-rajoy-a-partir-de-8-puntos-de-ventaja-86436/"&gt;El Confidencial&lt;/a&gt;&lt;/em&gt;.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4505160210116582724?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4505160210116582724/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/mas-alla-del-bipartidismo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4505160210116582724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4505160210116582724'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/mas-alla-del-bipartidismo.html' title='Más allá del bipartidismo'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4135143907989848890</id><published>2011-10-24T04:35:00.001-07:00</published><updated>2011-10-24T04:35:33.203-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><title type='text'>Mira a ver dónde está el problema</title><content type='html'>&lt;p&gt;&lt;a href="http://lh6.ggpht.com/-HsQW5xGwCjs/TqVNbvn-4_I/AAAAAAAABfo/LsGWW_kjaFU/s1600-h/314506_2518383322558_1342522253_32955279_1256590147_n%25255B3%25255D.jpg"&gt;&lt;img style="background-image: none; border-bottom: 0px; border-left: 0px; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; border-top: 0px; border-right: 0px; padding-top: 0px" title="314506_2518383322558_1342522253_32955279_1256590147_n" border="0" alt="314506_2518383322558_1342522253_32955279_1256590147_n" src="http://lh4.ggpht.com/-RlsmQL0WY64/TqVNgCge8sI/AAAAAAAABfw/nYch2YxCUZM/314506_2518383322558_1342522253_32955279_1256590147_n_thumb%25255B1%25255D.jpg?imgmax=800" width="305" height="268" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Una de esas curiosidades que se ven en facebook.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4135143907989848890?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4135143907989848890/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/mira-ver-donde-esta-el-problema.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4135143907989848890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4135143907989848890'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/mira-ver-donde-esta-el-problema.html' title='Mira a ver dónde está el problema'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://lh4.ggpht.com/-RlsmQL0WY64/TqVNgCge8sI/AAAAAAAABfw/nYch2YxCUZM/s72-c/314506_2518383322558_1342522253_32955279_1256590147_n_thumb%25255B1%25255D.jpg?imgmax=800' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-7216490815118253763</id><published>2011-10-24T00:03:00.000-07:00</published><updated>2011-10-24T00:03:30.165-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='participación ciudadana'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>A fuerza de imaginar se cambia el mundo</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="267" src="http://www.youtube.com/embed/ZEyiGAR8rHE?rel=0" width="350"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-7216490815118253763?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/7216490815118253763/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/fuerza-de-imaginar-se-cambia-el-mundo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7216490815118253763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/7216490815118253763'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/fuerza-de-imaginar-se-cambia-el-mundo.html' title='A fuerza de imaginar se cambia el mundo'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ZEyiGAR8rHE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-5220852938630300675</id><published>2011-10-20T12:17:00.001-07:00</published><updated>2011-10-20T12:17:53.175-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Agur</title><content type='html'>&lt;p align="justify"&gt;Y &lt;a href="http://politica.elpais.com/politica/2011/10/19/actualidad/1319056094_153776.html"&gt;que sea pronto un HASTA NUNCA&lt;/a&gt;. No quiero veros nunca más si no es en la cárcel para pagar por lo que habéis hecho. No hay diálogo que valga: los que han cometido delitos a la cárcel; los demás, a dormir y dejar dormir tranquilos al resto de ciudadanos.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-5220852938630300675?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/5220852938630300675/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/agur.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/5220852938630300675'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/5220852938630300675'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/agur.html' title='Agur'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-8470588604686945625</id><published>2011-10-12T15:55:00.000-07:00</published><updated>2011-10-12T15:56:03.041-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='viajes'/><category scheme='http://www.blogger.com/atom/ns#' term='personal'/><title type='text'>Nuevos blogs</title><content type='html'>&lt;div style="text-align: justify;"&gt;Por si no os habéis dado cuenta, ya que veo que en este diseño de blog las pestañas se quedan muy difuminadas, he añadido tres nuevas páginas al blog. Una recoge la compilación de &lt;i&gt;palabras de Codos&lt;/i&gt;. &lt;i&gt;El caracol viajero&lt;/i&gt; tratará de manteneros al día de mis pasos en África (y, si veo que va bien, futuros viajes), y &lt;i&gt;Snailer&lt;/i&gt; es la versión inglesa del anterior.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-8470588604686945625?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/8470588604686945625/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/nuevos-blogs.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8470588604686945625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8470588604686945625'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/nuevos-blogs.html' title='Nuevos blogs'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-8263796279507960394</id><published>2011-10-10T21:45:00.001-07:00</published><updated>2011-10-10T21:45:48.946-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>where to go</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-xLRGYy1NKXc/TpPJ3A-RvTI/AAAAAAAABVg/EzS_2JR6l24/s1600/308456_1915890751846_1679302813_1339163_236969384_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="256" src="http://2.bp.blogspot.com/-xLRGYy1NKXc/TpPJ3A-RvTI/AAAAAAAABVg/EzS_2JR6l24/s320/308456_1915890751846_1679302813_1339163_236969384_n.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-8263796279507960394?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/8263796279507960394/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/where-to-go.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8263796279507960394'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/8263796279507960394'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/where-to-go.html' title='where to go'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xLRGYy1NKXc/TpPJ3A-RvTI/AAAAAAAABVg/EzS_2JR6l24/s72-c/308456_1915890751846_1679302813_1339163_236969384_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-6479998847484456937</id><published>2011-10-07T14:32:00.000-07:00</published><updated>2011-10-07T14:32:54.627-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='viajes'/><category scheme='http://www.blogger.com/atom/ns#' term='personal'/><title type='text'>Explicaciones</title><content type='html'>&lt;div style="text-align: justify;"&gt;Siento estar tan inactiva últimamente. He estado, bueno, estoy, preparando mi próxima aventura y esta lleva un poco más de historia de lo habitual. De momento, os dejo el enlace al blog "oficial" del asunto, el primer &lt;a href="http://drosophila-uganda.blogspot.com/"&gt;curso de neurogenética en &lt;i&gt;Drosophila&lt;/i&gt; en Uganda&lt;/a&gt; (sí, está en inglés). África, ¡allá vooooooyyyyyyy!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;PD: estoy tratando de decidir si os cuento el viaje aquí o empiezo otro blog para darle un poquito más de entidad como bitácora; si tenéis opinión al respecto, contádmela&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-6479998847484456937?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/6479998847484456937/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/explicaciones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6479998847484456937'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6479998847484456937'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/10/explicaciones.html' title='Explicaciones'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-2103312421827761213</id><published>2011-09-30T14:35:00.000-07:00</published><updated>2011-09-30T14:35:43.136-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Cuando las palabras dan significado a una imagen</title><content type='html'>Lo que me he encontrado hoy en facebook no necesita presentación:&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-wE-z4l39pWQ/ToY126b5qVI/AAAAAAAABVc/zENykkpBbDg/s1600/307921_282694385075456_100000046914586_1215348_208628350_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="257" src="http://3.bp.blogspot.com/-wE-z4l39pWQ/ToY126b5qVI/AAAAAAAABVc/zENykkpBbDg/s320/307921_282694385075456_100000046914586_1215348_208628350_n.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;No sé quién lo ha hecho así que no sé cómo reconocerle la creación, pero qué ojo ha tenido. Desde aquí mi enhorabuena por la obra.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-2103312421827761213?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/2103312421827761213/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/cuando-las-palabras-dan-significado-una.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2103312421827761213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/2103312421827761213'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/cuando-las-palabras-dan-significado-una.html' title='Cuando las palabras dan significado a una imagen'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-wE-z4l39pWQ/ToY126b5qVI/AAAAAAAABVc/zENykkpBbDg/s72-c/307921_282694385075456_100000046914586_1215348_208628350_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1809262851321086801</id><published>2011-09-29T23:46:00.000-07:00</published><updated>2011-09-29T23:55:51.361-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='viajes'/><category scheme='http://www.blogger.com/atom/ns#' term='planeta-tierra'/><category scheme='http://www.blogger.com/atom/ns#' term='espectáculos'/><category scheme='http://www.blogger.com/atom/ns#' term='Pacific Ocean'/><title type='text'>That was sooo cool!!!!</title><content type='html'>&lt;div style="text-align: justify;"&gt;Estos días hay Luna Nueva "¿Y eso que tiene especial?", dirán. Pues nada, cierto es, que la Luna suele pasar por su fase de Nueva con bastante puntualidad "¿Y entonces por qué lo mencionas?"&amp;nbsp;Pues porque gracias a que no tenemos satélite a la vista, la noche es negra como el carbón y, en consecuencia, también el mar, bueno, el océano. "¿Y?" Pero qué impacientes están, oigan...&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La oscuridad permite estos días disfrutar de un espectáculo impresionante en San Diego. Al fenómeno que está detrás lo llaman &lt;a href="http://es.wikipedia.org/wiki/Marea_roja"&gt;marea roja&lt;/a&gt;, y no tiene&amp;nbsp;mucha gracia&amp;nbsp;ya que&amp;nbsp;viene a ser un&amp;nbsp;problemón de superpoblación. Unos minúsculos &lt;a href="http://es.wikipedia.org/wiki/Dinoflagellata"&gt;dinoflagelados&lt;/a&gt;&amp;nbsp;que se reproducen a lo loco y lo dejan todo&amp;nbsp;hecho unos&amp;nbsp;zorros. Lo genial del asunto es que el dinoflagelado que está tomando literalmente nuestras costas en estos días, el curioso &lt;em&gt;&lt;a href="http://cimt.ucsc.edu/habid/phytolist_dinoflag/8lingulodinium.html"&gt;Lingulodinium polyedrum&lt;/a&gt;&lt;/em&gt;, cuando sufre un meneo, ¡hace luz! En noches como hoy, se acerca una a la playa y de cuando en cuando las olas, en vez de blancas, se ven azul brillante, ¡neón! precioso...&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Después de ver unas cuantas olas luminiscentes correr paralelas a la playa en &lt;a href="http://en.wikipedia.org/wiki/La_Jolla_Shores"&gt;La Jolla Shores&lt;/a&gt;, nos hemos dirijido a &lt;a href="http://en.wikipedia.org/wiki/La_Jolla_Cove"&gt;La Jolla Cove&lt;/a&gt;, lugar de obligada visita para el turista en estas tierras puesto que está habitualmente plagado de focas, leones marinos, pelícanos, cormoranes y gaviotas (que también se merecen una mención aunque las tengamos más vistas). Esta noche había varias focas cantarinas que en vano intentaban llamar la atención de los que paseaban por allí. Esta noche todos mirábamos al agua. Hemos ido allí pensando que al ser costa rocosa podríamos verlo mejor pero las &lt;em&gt;olas con luces&lt;/em&gt;&amp;nbsp;no se llegaban a apreciar bien en nuestro segundo destino. Con tanta espuma la bioluminiscencia quedaba pronto enterrada bajo la tromba de agua, aunque hemos podido ver algunas brillar con ganas y se veian aquí y allá flashes de luz de un azul intenso que asombraba. Como las olas no daban para más, nos hemos puesto a chapotear en cada pocillo de agua que había quedado atrapado al bajar la marea, y cada vez que salían luces se oían &lt;em&gt;wows&lt;/em&gt; y &lt;em&gt;look, look, look!&lt;/em&gt; (mira, mira, mira) que ni que hubiera salido de excursión la clase de tercero de EGB. &lt;br /&gt;&lt;br /&gt;Nos hemos tomado un bocata mirando al mar agradeciendo la suave temperatura que nos ha acompañado hoy y charlando de todo un poco, como hacemos habitualmente, aunque esta vez no ha sido en español (fallo de la profe que entre&amp;nbsp;olas con luces&amp;nbsp;y áfricas está un poco despistada). Ya nos volvíamos cuando nos ha dado por volver a probar en los charcos. Qué disfrute ver cómo el agua se encendía al salpicar. Nos agachábamos al encontrar rincones de las rocas en los que las algas parecían haberse depositado y la luminiscencia se repetía al salpicar de nuevo porque, en general, parecía que a los bichillos se les acababan las pilas después de un par de salpicones. Pero, ¡ja! eso ha sido hasta que aquí a la menda le ha dado, no sé por qué razón, por meter el culo de la botella de plástico en el agua y empezar a girar ¡Aquello no se apagaba nunca! La botella ha dejado de ser divertida cuando he metido la mano y he empezado a agitar los dedos para ver como el agua alrededor de mi mano se volvía azul, ¡azul neón! Solo había que meter la mano bajo la superficie y aquellos bichejos no se cansaban de brillar formando una nebulosa que hacía que mis dedos se dibujaran al más puro estilo &lt;a href="http://www.imdb.com/title/tt0084827/"&gt;Tron&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;No he capuzado, pero me he puesto los vaqueros hechos un asquito de apoyar las rodillas para meter el brazo hasta el codo y empujar olas brillantes. Me lo he pasado pipa, y me he acordado un montón de mi sobrino. Las ranas de Codos no tienen nada que hacer al lado de un agua que echa luces. Mañana mismo nos íbamos los dos enfundados en un neopreno a chapotear e iluminar el Pacífico para delirio de los que nos vieran desde la orilla y regocijo nuestro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="208" src="http://www.youtube.com/embed/9HcQlQlKt2w" width="350"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;No hemos conseguido que saliera ni un atisbo de luz ni en foto ni en video, pero ayer unos convecinos con más conocimientos gráficos (y probablemente mejores medios) capturaron estas imágenes que dejan ver bastante bien de qué se trata el asunto.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-1809262851321086801?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1809262851321086801/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/that-was-sooo-cool.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1809262851321086801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1809262851321086801'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/that-was-sooo-cool.html' title='That was sooo cool!!!!'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/9HcQlQlKt2w/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1506037013498143078</id><published>2011-09-23T20:41:00.000-07:00</published><updated>2011-09-23T20:41:58.836-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='crisis'/><category scheme='http://www.blogger.com/atom/ns#' term='facebookuriosidad'/><category scheme='http://www.blogger.com/atom/ns#' term='nacional'/><title type='text'>Pescando en las redes sociales</title><content type='html'>Esto que vi el otro día en facebook me pareció que tenía &lt;em&gt;su aquel&lt;/em&gt;&lt;br /&gt;&lt;blockquote&gt;Conjugación del verbo 'votar': yo voto, tu ganas, él pierde, nosotros nos jodemos, vosotros os forráis, ellos se van al paro. PON ESTO EN TU MURO SI ESTÁS DE ACUERDO EN QUE NO HAY PAN PARA TANTO CHORIZO&lt;/blockquote&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-1506037013498143078?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1506037013498143078/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/pescando-en-las-redes-sociales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1506037013498143078'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1506037013498143078'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/pescando-en-las-redes-sociales.html' title='Pescando en las redes sociales'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-1966088673879447880</id><published>2011-09-17T14:25:00.000-07:00</published><updated>2011-09-17T14:36:22.051-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>Dale vida a tu corazón con un poquito de chocolate</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_pjQwADyDn1w/SsOTPjHQmMI/AAAAAAAAAFQ/NbX43enX_Zs/s200/Coraz%C3%B3n+de+chocolate%5B3%5D.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="166" src="http://4.bp.blogspot.com/_pjQwADyDn1w/SsOTPjHQmMI/AAAAAAAAAFQ/NbX43enX_Zs/s200/Coraz%C3%B3n+de+chocolate%5B3%5D.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Que sepáis que &lt;i&gt;el consumo de chocolate está asociado con una reducción sustancial del riesgo de padecer enfermedades cardiometabólicas,&lt;/i&gt; según &lt;a href="http://www.bmj.com/content/343/bmj.d4488"&gt;un artículo &lt;/a&gt;publicado en BMJ en agosto del 2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El artículo lo encontré en &lt;a href="http://altmetric.com/interface/explorer.html"&gt;API demo&lt;/a&gt;, la foto, &lt;a href="http://4.bp.blogspot.com/_pjQwADyDn1w/SsOTPjHQmMI/AAAAAAAAAFQ/NbX43enX_Zs/s200/Coraz%C3%B3n+de+chocolate%5B3%5D.jpg"&gt;aquí&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/8145974085664848612-1966088673879447880?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/1966088673879447880/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/dale-vida-tu-corazon-con-un-poquito-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1966088673879447880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/1966088673879447880'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/dale-vida-tu-corazon-con-un-poquito-de.html' title='Dale vida a tu corazón con un poquito de chocolate'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_pjQwADyDn1w/SsOTPjHQmMI/AAAAAAAAAFQ/NbX43enX_Zs/s72-c/Coraz%C3%B3n+de+chocolate%5B3%5D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-4453807197441969606</id><published>2011-09-16T15:13:00.001-07:00</published><updated>2011-09-16T15:13:59.842-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='television'/><category scheme='http://www.blogger.com/atom/ns#' term='ciencia'/><title type='text'>¿Tele para los niños? Solo educativa, gracias</title><content type='html'>&lt;p align="justify"&gt;Perdonadme el atrevimiento pero me ha parecido interesante traducir este resumen de un artículo publicado en la revista &lt;em&gt;Pediatrics &lt;/em&gt;que he leido esta mañana. &lt;em&gt;The Immediate Impact of Different Types of Television on Young Children’s Executive Function&lt;/em&gt;&lt;strong&gt; (&lt;/strong&gt;El efecto inmediato de diferentes tipos de televisión en la función ejecutiva de niños pequeños) por Angeline Lillard y Jennifer Peterson, del Departamento de Psicología de la Universidad de Virginia.&lt;/p&gt;  &lt;blockquote&gt;   &lt;p align="justify"&gt;&lt;strong&gt;Objectivo:&lt;/strong&gt; El objetivo de esta investigación era estudia si un programa de televisón rápido influye inmediatamente en la función ejecutiva (autoregulación, memoria de trabajo) de niños en edad pre escolar. &lt;/p&gt;    &lt;p align="justify"&gt;&lt;strong&gt;Metodos:&lt;/strong&gt; Sesenta niños de cuatro años fueron asignados al azar a ver un programa de dibujos con ritmo rápido, a ver un programa de dibujos educativo o a dibujar durante 9 minutos. Después se les asignaron cuatro tareas requiriendo función ejecutiva, incluyendo el clásico retraso-de-gratificación y la Torre de Hanoi. Los padres completaron un cuestionario sobre los hábitos televisivos y la atención del niño.&lt;/p&gt;    &lt;p align="justify"&gt;&lt;strong&gt;Resultados:&lt;/strong&gt; Niños que vieron televisión de ritmo rápido realizaron las tareas de función ejecutiva significativamente peor que los otros dos grupos cuando se aplicaron los controles de atención, edad y exposicion a la televisión del niño.&lt;/p&gt;    &lt;p align="justify"&gt;&lt;strong&gt;Conclusiones:&lt;/strong&gt; Solo 9 minutos de visionado de dibujos de ritmo rápido en la televisión tuvieron efectos negativos inmediatos en la función ejecutiva de los niños de cuatro años. Los padres deberían saber que programas de televisión de ritmo rápido pueden impedir, al menos temporalmente, la función ejecutiva de sus hijos.&lt;/p&gt; &lt;/blockquote&gt;  &lt;p align="justify"&gt;&lt;img style="margin: 0px 0px 5px" src="http://saramcr.files.wordpress.com/2010/04/nino-tv.jpg" /&gt;&lt;/p&gt;  &lt;p align="justify"&gt;El artículo lo encontré en el nuevo portal de &lt;em&gt;artículos científicos más populares en las redes sociales&lt;/em&gt;, &lt;a href="http://altmetric.com/interface/explorer.html"&gt;API demo&lt;/a&gt;, y la foto la encontré &lt;a href="http://universitasorientacion.wordpress.com/2010/09/07/los-ninos-y-la-television/"&gt;aquí&lt;/a&gt;.&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-4453807197441969606?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/4453807197441969606/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/tele-para-los-ninos-solo-educativa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4453807197441969606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/4453807197441969606'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/tele-para-los-ninos-solo-educativa.html' title='¿Tele para los niños? Solo educativa, gracias'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-581633568276446862</id><published>2011-09-16T12:38:00.000-07:00</published><updated>2011-09-16T12:39:03.495-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='aventura'/><title type='text'>Dicen que no podemos volar</title><content type='html'>Esto tiene pinta de ser MUY divertido. Peligroso también, claro.&lt;br /&gt;&lt;br /&gt;&lt;iframe width="350" height="208" src="http://www.youtube.com/embed/cspAZB5aPIk?rel=0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;(en tiempo real &lt;a href="http://www.youtube.com/watch?v=TWfph3iNC-k&amp;amp;feature=player_embedded"&gt;aquí&lt;/a&gt;)Y lo que hacen estos tampoco tiene desperdicio.&lt;iframe allowfullscreen="" frameborder="0" height="225" src="http://player.vimeo.com/video/29017795" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;Vía &lt;a href="http://www.petapixel.com/2011/09/15/ethereal-slowmo-base-jumping-shot-with-gopro-and-slowed-with-twixtor/?utm_source=feedburner&amp;utm_medium=email&amp;utm_campaign=Feed%3A+PetaPixel+%28PetaPixel%29"&gt;PetaPixel&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8145974085664848612-581633568276446862?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/581633568276446862/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/dicen-que-no-podemos-volar.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/581633568276446862'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/581633568276446862'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/dicen-que-no-podemos-volar.html' title='Dicen que no podemos volar'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/cspAZB5aPIk/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-6308423292830451857</id><published>2011-09-16T11:44:00.000-07:00</published><updated>2011-09-16T11:44:18.337-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video'/><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Yo quiero ir a Noruega...</title><content type='html'>&lt;blockquote&gt;&lt;a href="http://buscon.rae.es/draeI/SrvltConsulta?TIPO_BUS=3&amp;amp;LEMA=precioso"&gt;(RAE&lt;/a&gt;) &lt;b&gt;precioso, sa.&lt;/b&gt;(Del lat. pretiōsus).&lt;br /&gt;1. adj. Excelente, exquisito, primoroso y digno de estimación y aprecio.&lt;br /&gt;2. adj. De mucho valor o de elevado coste.&lt;br /&gt;&lt;div style="text-align: left;"&gt;3. adj. coloq. hermoso. [...] &lt;/div&gt;&lt;/blockquote&gt;&lt;iframe allowfullscreen="" frameborder="0" height="225" src="http://player.vimeo.com/video/24456787" webkitallowfullscreen="" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;vía &lt;a href="http://mangasverdes.es/2011/09/15/luz-artico-time-lapse/?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+mangas+%28Mangas+Verdes%29"&gt;&lt;i&gt;Mangas Verdes&lt;/i&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/8145974085664848612-6308423292830451857?l=losmundosdemartavc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://losmundosdemartavc.blogspot.com/feeds/6308423292830451857/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/yo-quiero-ir-noruega.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6308423292830451857'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145974085664848612/posts/default/6308423292830451857'/><link rel='alternate' type='text/html' href='http://losmundosdemartavc.blogspot.com/2011/09/yo-quiero-ir-noruega.html' title='Yo quiero ir a Noruega...'/><author><name>Marta</name><uri>http://www.blogger.com/profile/13778372494945694010</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://1.bp.blogspot.com/--4zeZQUOyAs/TcmFOG8tjyI/AAAAAAAABPo/oigIywA3c4c/s220/IMG_1308.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145974085664848612.post-6188331914920939019</id><published>2011-09-15T12:01:00.000-07:00</published><updated>2011-09-15T12:08:24.433-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='planeta-tierra'/><category scheme='http://www.blogger.com/atom/ns#' term='fotos'/><category scheme='http://www.blogger.com/atom/ns#' term='divulgación'/><category scheme='http://www.blogger.com/atom/ns#' term='Cambridge'/><title type='text'>Un boli verde, por favor</title><content type='html'>&lt;div style="text-align: justify;"&gt;Debe ser que estoy en fase "verde". Ayer me compré el libro de la &lt;a href="http://shop.nationalgeographic.com/ngs/product/books/science-and-space/the-green-guide"&gt;&lt;i&gt;Green Guide&lt;/i&gt;&lt;/a&gt; (guía verde) de &lt;i&gt;National Geographic&lt;/i&gt; (esto de no poder evitar comprar libros debe tener nombre en los atlas de psiquiatría) y no me compré el de cómo hacer tu propio biodiesel porque mi casita va con gasolina. Hoy la blogosfera me ha llevado a unos cuantos inventos curiosos, algunos más útiles que otros.&lt;br /&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8145974085664848612" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="30" 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" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Con la pérdida aún reciente del bolígrafo recargable que me acompañaba desde el instituto (snif), he leido con interés esta pequeña nota en &lt;a href="http://mangasverdes.es/2011/09/14/boligrafo-verde/?utm_source=feedburner&amp;amp;utm_medium=feed&amp;amp;utm_campaign=Feed%3A+mangas+%28Mangas+Verdes%29"&gt;&lt;i&gt;Mangas Verdes&lt;/i&gt;&lt;/a&gt; sobre la nueva gama de bolígrafos ecológicos &lt;a href="http://www.pilotpen.eu/begreen-products.html"&gt;Begreen&lt;/a&gt; de la renombrada marca &lt;i&gt;Pilot&lt;/i&gt;. Se llaman &lt;a href="http://pilot-b2p.com/"&gt;&lt;i&gt;B2P&lt;/i&gt;&lt;/a&gt; y están hechos en un 89% a partir de botellas recicladas. Es gracioso que le hayan dado aspecto de botella al propio bolígrafo.&amp;nbsp;&lt;a href="http://www.blogger.com/blogger.g?blogID=8145974085664848612" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Los cargadores solares de &lt;a href="http://shop.tangogroup.net/tango.asp?Mid=4"&gt;&lt;i&gt;Powermonkey&lt;/i&gt;&lt;/a&gt; me han tenido un buen rato mirando las características de cada producto hasta que he conseguido entender por qué todas las fotos parecen lo mismo pero son productos distintos, cada cual apropiado para unas necesidades de carga diferentes. &lt;a href="http://www.blogger.com/blogger.g?blogID=8145974085664848612" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="" border="0" height="200" 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
