<?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-7297201503698193214</id><updated>2012-02-16T03:24:52.844-08:00</updated><category term='MAKETA ARBAROH'/><category term='Documental'/><title type='text'>Cebolla picante</title><subtitle type='html'>Este es el inicio de un ir y venir de páginas, letras, ideas y desmemorias. A través de este pequeño espacio virtual en camino de saturarse; os ofrezco retazos de realidades encontradas en las cavernas de papel. Lo leo, lo pienso y lo comparto. Lo transcribo, lo reflexiono y lo plasmo en estilo pixelado. Qué lo escrito, escrito está, queda estático, dinamicémoslo: en acción pensando.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-352532772218873484</id><published>2012-01-28T05:43:00.000-08:00</published><updated>2012-01-28T05:50:31.524-08:00</updated><title type='text'>LA SOCIEDAD DESESCOLARIZADA</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0cm; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman"; mso-ascii-font-family:Cambria; mso-fareast-font-family:Cambria; 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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;b&gt;La Sociedad Desescolarizada. Ivan Illich. Editorial Brulot, 2011.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;b&gt;Editorial Brulot, diciembre 2011&lt;br /&gt;194 págs. Rústica 21x14 cm&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;b&gt;ISBN 9788461548118&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;b&gt;&amp;nbsp;http://www.lamalatesta.net/product_info.php/products_id/4413&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #4c1130; text-align: justify;"&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Antes de empezar a exponer un análisis personal de la obra en cuestión, me gustaría hacer mención a la biografía del autor. Sobretodo por tratarse de un autor en el que su vida se ve notablemente fundida a su practica y no como en el caso de otros autores actuales de departamento, demiurgos del conocimiento.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Nace en Viena en 1926 y muere en Bremen en 2002. Se codea con autores como Paulo Freire y Erich Fromm a través del proyecto de Universidad Popular de Cuernavaca, en Puerto Rico. Reconocido como gran estudiante, sin medios, a la edad de 20 años había estudiado ya cuatro materias bastante dispares: primero Anatomía y Fisiología, posteriormente Cristalografía, Teología y por último, Filosofía. Ya en el vaticano le animan para emprender la carrera por el papado pero él sueña con ser sacerdote en Nueva York.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;De alli fue destinado a Puerto Rico, donde funda Cuernavaca con el fin de preparar a los misioneros estadounidenses en la cultura y lengua hispana para emprender su viaje misionero a Sudamérica. En esa preparación del misionero incluye una amplia crítica a la filosofia desarrollista y al Vaticano y por ello la Escuela torna a Universidad Popular al desligarse de la iglesia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Muere después de una lucha contra el cancer de 20 años de duración. Lucha en la que huye de las respuestas de la medicina clínica y recurre al&amp;nbsp; Yoga y la meditación. Además del opio que le ayudaba a calmar los fuertes dolores.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;La forma de escribir del autor es interesante desde el punto de vista de la provocación. El no escribe para que sientas y sueñes por un momento la libertad, sino para que pienses. Para que en algunos lugares del texto te cabrees con él&amp;nbsp; por lo que trata de decirte, para en otros sonreirle por la presencia en cada página de gran numero de aforismos e ideas que tratan de identificar al lector subversivo. En otras ocasiones plomizo, aplanando el pensamiento.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Se paso toda su vida desautorizando y criticando la medicina clínica, la escuela y otras instituciones del estado y defendiendo la oralidad frente a la escritura y en su vida y obra huye en todo momento del proxeletismo, desligandose de su figura de predicador y no buscando adeptos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;TESIS DE LA DESESCOLARIZACIÓN&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Con la Sociedad Desescolarizada se inicia la corriente del antipedagogismo y en la obra se pueden apreciar varias factores que han de alentar a la desescolarización:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -crítica radical de todo tipo de escuela (incluidas las escuelas libres)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - para educar no es preciso encerrar, recluir o enclaustrar y para el la escolarización se basa principalmente en eso.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - fuera de la escuela es donde la gente aprende más cosas&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - para él, el partido de Mau, es una institución educativa de primer orden al igual que algunas guerrillas latinoaméricanas de entonces.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;También hace mención a la &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;función demiurgica del educador&lt;/i&gt;&lt;/b&gt; al que define en algunos momentos del texto como la élite domesticadora o aquellos dioses que educan.&amp;nbsp; Para la domesticación es necesario la presencia de un profesor custodio (que encierra), que a su vez es predicador y por lo tanto moraliza y también terapeuta pues lo sabe todo sobre el desarrollo de los niños y niñas, es experto y por lo tanto autorizado para insmicuirse en los asuntos familiares. Ya me “rallaré” en otra ocasión con el tema de la niñez y la adolescencia como periodo más cultural e inventado que biológico y natural que tiene su origen en el paso de una sociedad feudal a la industrial…en la necesidad de la justificación y necesidad de la escuela y en el interés por alargar el periodo de dependencia de la persona en el caso del proletariado y de la burguesía. En otras sociedades y culturas los niños y niñas no están segregados por los adultos, no les vistén con ropas diferentes y no se les habla con voz de Disneyworld.. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;El profesor, no deja de ser un burocrata y de ahí la definida incompatibiliad racional de su trabajo. Trata de hacer lo que le marca el estado y por tanto la posibilidad emancipativa que es la base del proceso racional se ve anulada o reducida a los medios para llegar a ese fin impuesto. Hay que diferenciar entre profesor y maestro. Este último, una persona que decide compartir su conocimiento con aquel que quiera acceder a él. La admiración se la gana con la experiencia y no a través de la coerción y el encierro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;En la obra se pueden distinguir tres núcleos teóricos:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Teoría Crítica de la Instituciones. Se correspondería con la parte politicista de la crítica a la escuela. Aunque hay críticas a la institución y al estado mucho más profundas en la época (Althusser o Gramsci) y esta se queda en la superficie, me quedo con la original exposición crítica del estado del bienestar. Y el autor dice que la gente hemos dejado que la administración nos satisfaga todo. En el caso por ejemplo de la salud, hemos recurrido a una medicina impuesta que se aleja mucho de lo que es realmente la salud. Para el autor la institución potencia el egoísmo. Pues cuando hay una necesidad real, la persona en lugar de buscar en la comunidad una solución lo busca en la administración que le hace esclavo. Se anulan por tanto los vínculos de ayuda mutua pues el estado burocratiza el bienestar social.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 36pt; text-align: justify;"&gt;Cuando la “crisis” vista al estado de “tisis”, este no podrá pagar derechos ciudadanos como la prestación por desempleo y por tanto solo quedará otra que buscar la respuesta en la cooperación y el apoyo mutuo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Teoría de la Sociedad de Consumo. El autor adopta la postura economicista. El mal, la institución, el diablo, incita al pecado (el consumo). Esta forma de ver el consumo, viene de su lastre teológico. Hay quien expone que más que un tratado de antipedagogía, la obra en cuestión, es un tratado social de teología.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;"&gt;3.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Teoría del ritual. Donde el autor se pone metafísico y hace analogía entre diferentes elementos de la escuela y de la institución con los del estudio del ritual por parte de varios antropólogos como Victor Turner. Identificando la escolarización como un ritual de iniciación a la sociedad de consumo y de explotación entre otras metáforas. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;La sociedad desescolarizada, en mi opinión, es un libro de los que siempre ha de tener presente cualquier persona con una visión crítica de la sociedad y en concreto para educadores y personas del entorno de la educación en general con una visión transformadora. Se trata de un análisis macrosociológico de la institución escolar y por tanto creo que no ha de tenerse en cuenta todo el grueso de su justificación antipedagógica. Pues dicha generalización nos puede confundir y no ver lo que tenemos más cerca que es cada contexto escolar con una serie de personitas que piensan y generan de manera intersubjetiva realidades sociales concretas. Con esta obra, en su día, cai en la tentación de pensar que la escuela no es el más avanzado y por supuesto el único modelo de transmisión cultural. Con la excusa de alfabetizar hemos sembrado territorios distantes con escuelas, la gran panacea etnocéntrica para el subdesarrollo que nosotros mismos hemos inventado, llevando a todos los rincones del mundo nuestro modo de ver las cosas. Además, los datos etnográficos desvelan, que en otros territorios, la escuela no se ha encargado de romper con las desigualdades sino todo lo contrarío, polariza mucho más las diferencias. Se pasa de una desigualdad basada en el parentesco y en los parientes a una desigualdad de corte meritocrático y credencialista.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Considero a Ivan Illich un utópico conservador y para nada anarquista. Pues su crítica de la sociedad se limita a mantener este tipo de sociedad y no a cambiarla radicalmente como su crítica mordaz a esta. Se correpondería con el ala derecha de la antipedagogía y a su vez el padre de esta y de ahí su gran importancia para los críticos del ámbito de la educación. Además de por el carácter constructivo de su crítica. Habla de las tramas del aprendizaje y expone una serie de puntos importantes para que un proceso sea denominado educativo:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 31pt; text-align: justify; text-indent: -18pt;"&gt;a)&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Que cualquier persona pueda acceder a la educación y a ciertos recursos educativos de manera autónoma y horizontal. ¿puede valer Internet como ejemplo?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 31pt; text-align: justify; text-indent: -18pt;"&gt;b)&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Que toda persona que tenga un saber y quiera compartirlo encuentre con quien hacerlo y viceversa. ¿pueden valer las redes sociales como ejemplo?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 31pt; text-align: justify; text-indent: -18pt;"&gt;c)&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Cualquier persona que tenga una idea tenga los medios para plantear un debate. ¿Blogs, Foros?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;La corriente Illichiana, ha dado pie a diferentes propuestas de educación popular como los bancos de tiempo, hojas de habilidades y otras muchas propuestas que podemos encontrar y acceder a través de la red de la información. Todo un visionario.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Para finalizar aconsejo mirar algunas iniciativas en la linea de la trama de Illich como es el caso de la Universidad de los Pies Descalzos de la India o la Universidad Autónoma de Mexico.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Perdona Filu por la extensión, no he podido resumir más, que el libro me ha dado que pensar... jeje&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-352532772218873484?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/352532772218873484/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2012/01/la-sociedad-desescolarizada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/352532772218873484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/352532772218873484'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2012/01/la-sociedad-desescolarizada.html' title='LA SOCIEDAD DESESCOLARIZADA'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-8908437659865211053</id><published>2011-12-14T13:07:00.000-08:00</published><updated>2011-12-14T13:10:10.518-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='MAKETA ARBAROH'/><title type='text'>nueva maketilla de arbaroh, desde el horno22</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&amp;nbsp;Temas encontrados en los inframundos de mi cuaderno, mi disco duro y los recovecos emergentes de mi seso!&lt;br /&gt;Base del Ziska en la canción de alvar and omega. El resto ritmos de uso libre, algunos integros y otros adaptados y retocados un poquillo...&lt;br /&gt;Ya sabes, nos encontrarás en el horno 22 del lokal sakajos (Segovia) desfragmentando engranajes varios... por si quieres contactarnoshh..&lt;br /&gt;Gracias, Hugo, por esa portada!!! &lt;br /&gt;&lt;br /&gt;&amp;nbsp; &lt;a href="http://www.megaupload.com/?d=AEHUTOZS"&gt;PINCHA, DESCARGA Y ESCUCHA. LUEGO PASA.&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-DH5berouDqg/TukM61dxN-I/AAAAAAAAABU/AnBLpuq67eI/s1600/00+arbaroh+-+ajonegrismoh-portada.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-DH5berouDqg/TukM61dxN-I/AAAAAAAAABU/AnBLpuq67eI/s320/00+arbaroh+-+ajonegrismoh-portada.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.megaupload.com/?d=AEHUTOZS"&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-WdR1DKecCQc/TukNIzmf7YI/AAAAAAAAABc/AZj4fxNINU0/s1600/00+arbaroh+-+ajonegrismoh-+libreto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-WdR1DKecCQc/TukNIzmf7YI/AAAAAAAAABc/AZj4fxNINU0/s640/00+arbaroh+-+ajonegrismoh-+libreto.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-8908437659865211053?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/8908437659865211053/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2011/12/nueva-maketilla-de-arbaroh-desde-el.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/8908437659865211053'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/8908437659865211053'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2011/12/nueva-maketilla-de-arbaroh-desde-el.html' title='nueva maketilla de arbaroh, desde el horno22'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-DH5berouDqg/TukM61dxN-I/AAAAAAAAABU/AnBLpuq67eI/s72-c/00+arbaroh+-+ajonegrismoh-portada.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-6425597224755116307</id><published>2011-11-22T23:07:00.000-08:00</published><updated>2011-11-22T23:17:52.002-08:00</updated><title type='text'>ferrer i guardia, la escuela moderna</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/inzrFWU2S-w/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/inzrFWU2S-w&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/inzrFWU2S-w&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;LA ESCUELA MODERNA DE FERRER I GUARDIA... Hecho histórico en educación libre. Esta es la parte 4, el resto está en&amp;nbsp; el youtube también. Varias veces fue encarcelado Ferrer i Guardía por sus ideas y por su acción&amp;nbsp; educativa, la última vinculado a Morral, en el atentado a Alfonso XIII, junto con otros hechos de la semana trágica y su correspondiente caza de brujas. Con esto se lo quitaron del medio definitivamente... Modelo educativo altamente interesante de principios del siglo pasado.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-6425597224755116307?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/6425597224755116307/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/ferrer-i-guardia-la-escuela-moderna.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/6425597224755116307'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/6425597224755116307'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/ferrer-i-guardia-la-escuela-moderna.html' title='ferrer i guardia, la escuela moderna'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-3704820098893814856</id><published>2011-11-15T11:29:00.000-08:00</published><updated>2011-11-15T11:29:57.987-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Documental'/><title type='text'>SACCO Y VANZETTI</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center !important;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-size: 150%; line-height: normal;"&gt;Sacco y Vanzetti&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="Imagen" src="http://www.politicalmediareview.org/wp-content/uploads/2009/08/sacco-and-vanzetti.jpg" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Nicola  Sacco y Bartolomeo Vanzetti emigraron de su Italia natal hacia Estados  Unidos en busca de una vida mejor. Ambos abrazaron la causa anarquista y  viajaron a México para huir del reclutamiento militar y allí  desarrollaron una estrecha amistad. En 1920 son detenidos por casualidad  y acusados del robo de 16.000 dólares en una fábrica de zapatos y del  asesinato de dos personas. Son juzgados, condenados a muerte y  ejecutados en Boston en 1927, tras un juicio manifiestamente irregular.  Su muerte causó un escándalo internacional, sobre todo en Europa y  Latinoamérica. Años después, en 1977, Estados Unidos revisó el caso  constatando numerosas fallas en el proceso judicial, reconoció  oficialmente el error y pidió disculpas a los descendientes de Sacco y  Vanzetti y éstos fueron exonerados de manera simbólica por Michael  Dukakis, entonces gobernador de Massachusetts...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt=":arrow:" src="http://www.nodo50.org/rebeldemule/foro/images/smilies/icon_arrow.gif" title="Arrow" /&gt; Web del docu: &lt;a class="postlink" href="http://www.willowpondfilms.com/sacco_and_vanzetti.html"&gt;http://www.willowpondfilms.com/sacco_and_vanzetti.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt=":down:" src="http://www.nodo50.org/rebeldemule/foro/images/smilies/icon_down.png" title="Descarga" /&gt; &lt;a class="postlink" href="http://www.megaupload.com/?d=YYPZ7R4J"&gt;Descarga directa&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Elink Versión doblada al castellano&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img border="0" src="http://www.nodo50.org/rebeldemule/foro/images/donkey.gif" style="vertical-align: text-bottom;" title="donkey link" /&gt;&amp;nbsp;&lt;a class="postlink" href="ed2k://%7Cfile%7CSacco%20y%20Vanzetti%20%28Sacco%20and%20Vanzetti%29.2006%20%28Documental%20C.Historia%29%20[SATRip][xvid-mp3].80m.por%20bizzentte.documentalesatonline.blogspot.avi%7C786448384%7C400B6F87B4242728895DED2C1F6E0D40%7Ch=IJ2ZRYGQOWLO7DFJJGWE47RNVV5Q62MO%7C/"&gt;Sacco y Vanzetti (Sacco and Vanzetti).2006 (Documental C.Historia) [SATRip][xvid-...ine.blogspot.avi&amp;nbsp;&amp;nbsp;[750.02 Mb]&lt;/a&gt; &lt;a href="http://ed2k.shortypower.org/?hash=400B6F87B4242728895DED2C1F6E0D40" target="_blank"&gt;&lt;img border="0" src="http://www.nodo50.org/rebeldemule/foro/images/stats.gif" style="vertical-align: text-bottom;" title="Estadísticas eLink" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Elink Versión original en inglés sin subtitulos&lt;/span&gt; &lt;br /&gt;(esperando que aparezcan)&lt;br /&gt;&lt;br /&gt;&lt;img border="0" src="http://www.nodo50.org/rebeldemule/foro/images/donkey.gif" style="vertical-align: text-bottom;" title="donkey link" /&gt;&amp;nbsp;&lt;a class="postlink" href="ed2k://%7Cfile%7CSacco.And.Vanzetti.2006.LiMiTED.DVDRip.XviD-LPD.avi%7C734019584%7CB537B321CD76BA5371D1CA47234010CC%7Ch=T6376XKQGKF5RPSGU5RM4V3TBDDOPN25%7C/"&gt;Sacco.And.Vanzetti.2006.LiMiTED.DVDRip.XviD-LPD.avi&amp;nbsp;&amp;nbsp;[700.02 Mb]&lt;/a&gt; &lt;a href="http://ed2k.shortypower.org/?hash=B537B321CD76BA5371D1CA47234010CC" target="_blank"&gt;&lt;img border="0" src="http://www.nodo50.org/rebeldemule/foro/images/stats.gif" style="vertical-align: text-bottom;" title="Estadísticas eLink" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="Imagen" src="http://graphics8.nytimes.com/images/2007/08/15/arts/saccospan.jpg" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Duración: 80 minutos&lt;br /&gt;&lt;br /&gt;Ficha técnica:&lt;br /&gt;&lt;br /&gt;Título original: Sacco and Vanzetti&lt;br /&gt;Nacionalidad: USA&lt;br /&gt;Género: Biografía / Historia&lt;br /&gt;Director: Peter Miller&lt;br /&gt;Productora: Willow Ponds Productions&lt;br /&gt;Duración: 1h,20m&lt;br /&gt;Año: 2006&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;El libro en La Malatesta:&lt;br /&gt;http://www.lamalatesta.net/product_info.php/products_id/4364&lt;br /&gt;&lt;br /&gt;La presentación del libro y proyección del documental más debate, el Viernes 18 de Noviembre en LaMalatesta:&lt;br /&gt;&lt;pre style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;c/Jesús y María, 24 de Madrid.&lt;br /&gt;Metro: Tirso de Molina/Lavapiés&lt;/pre&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-3704820098893814856?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/3704820098893814856/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/sacco-y-vanzetti.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/3704820098893814856'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/3704820098893814856'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/sacco-y-vanzetti.html' title='SACCO Y VANZETTI'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-737775941797678702</id><published>2011-11-13T08:13:00.000-08:00</published><updated>2011-11-13T08:13:11.342-08:00</updated><title type='text'>DEMOCRACIA Y ECONOMÍA</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.uturn.org/cadeau/godelier.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.uturn.org/cadeau/godelier.jpg" width="211" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Extraido de un texto de Maurice Godelier, antrólogo con una investigación, en parte, dirigida&amp;nbsp; al campo de la Economía y de la Política... Ámbitos que el capitalismo moderno o tardío, como quieras llamarlo, ha conseguido aglutinar en solo uno. El uno no es nada sin el otro cuando. En otras sociedades sobre todo aquellas en las que el dinero como símbolo y mediador de intercambios no existe, los gobiernos son multicéntricos o acéfalos y justamente la economía se basa en la reciprocidad.. Los Nuer, en Sudán, son un buen ejemplo. Por cierto, la imagen no se corresponde con el texto en cuestión, es simplemente una obra del mismo autor que tengo en el punto de mira... en castellano por supuesto... &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;"Incluso en las sociedades capitalista más desarrolladas el "Everything for sale" según el título del libro reciente de Rober Kuttner no es cierto. es posible y frecuente en las sociedades democráticas comprar los votos de los electores, pero todavía no es posible comprar una constitución en un supermercado. La democracia supone y pretende que cada uno, cualquiera sea su riqueza o su pobreza, su sexo o su función, posea en igualdad con los demás una parte de la soberanía política. una constitución democrática no es una Tabla de la Ley dada a los hombres por los dioses, es un conjunto de principios que los hombres se dan para organizar su vida común. Una constitución democrática es un bien común que no puede ser engendrado por medio de relaciones mercantiles. Por eso, en una democrácia, el poder políticico de cada uno es un bien inalienable.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;Vayamos más lejos. La expasión del mercado tiene sus límites y estos deberían ser claros. ¿Podemos acaso imaginar a un niño pasando un contrato con sus padres para nacer? Es una idea absurda y su absurdidad muestra que el primer lazo entre humanos, el del nacimiento, no es negociado por quienes están concernidos. Desde entonces, la vida se instituye como un don y una deuda, cualquiera sea la forma de sociedad en la que esta vida aparece. Quizá pudiéramos concluir presentando una hipótesis general sobre la naturaleza de las sociedades humanas, ya que los hombre no sólo viven en sociedad sino que producen sociedad para vivir. Me parece que para producir una sociedad es necesario combinar tres bases. Hay que dar ciertas cosas, hay que vender o intercambiar otras y algunas hay que conservarlas en lo posible. En nuestras sociedades vender y comprar se transformaron en actividades dominantes. Vender es operar una separación total entre las personas y las cosas, dar es siempre conservar algo de la persona en la cosa dada. Guardar es no separar las cosas de las personas porque en esa unión se afirma una identidad histórica que hay que transmitir, al menos hasta que desaparezca.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Contra los que tienen dudas quisiera decir finalente que la antropología, es capaz de acumular descubrimientos que revelan procesos y lógicas de las cuales los propios actores no tienen conciencia o al menos una conciencia clara. los hombre producen permanentemente dobles imaginarios de si mismos pero no pueden -o no quieren- reconocerse en sus dobles. de ahi la importancia crítica de la antropología y de las ciencias sociales. Nuestro trabajo consiste precisamente en intentar, con otros, encontrar al hombre allí donde se halla, en el origen de si mismo".&lt;/div&gt;&lt;br /&gt;Para más INRI:&lt;br /&gt;ACERCA DE LAS COSAS QUE SE DAN, DE LAS COSAS QUE SE VENDEN Y DE LAS QUE NO HAY QUE VENDER NI DAR, SINO QUE HAY QUE GUARDAR. UNA REEVALUACIÓN CRÍTICA DEL ENSAYO SOBRE EL DON DE MARCEL MAUSS.&lt;br /&gt;MAURICE GODELIER (EHESS-París) (2000, Madrid, CSIC)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-737775941797678702?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/737775941797678702/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/democracia-y-economia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/737775941797678702'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/737775941797678702'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2011/11/democracia-y-economia.html' title='DEMOCRACIA Y ECONOMÍA'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-3275749463678903737</id><published>2011-06-14T13:03:00.000-07:00</published><updated>2011-06-14T13:06:14.142-07:00</updated><title type='text'>http://soliobrera.cnt.es/secciones/opinion/356-guerra-psicologica-para-la-represion-del-movimiento-de-lxs-indignadxs-en-barcelona.html</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;h2 class="contentheading" style="text-align: justify;"&gt;&lt;a class="contentpagetitle" href="http://soliobrera.cnt.es/secciones/opinion/356-guerra-psicologica-para-la-represion-del-movimiento-de-lxs-indignadxs-en-barcelona.html"&gt;   Guerra psicológica para la represión del movimiento de lxs indignadxs en Barcelona&lt;/a&gt;&lt;/h2&gt;&lt;h6 style="text-align: justify;"&gt;Las movilizaciones de 15 M suponen un problema de gubernamentalidad   para el sistema. La represión incluye acciones psicosociales, en el   ámbito de lo inmaterial: la “guerra psicológica” .&lt;/h6&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Introducción&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las movilizaciones en torno al 15 M  suponen ya un grave peligro para  el sistema. La noche del 20 de mayo,  miles de personas en todo el país  desobedecieron colectiva, explícita y  conscientemente una orden  pública, clara y directa de la autoridad: la  prohibición de  manifestarse en la jornada de reflexión previa a las  elecciones  municipales. Y en el momento de la desobediencia, pese a tan  manifiesto  desafío, la autoridad no se atrevió ni a hacer cumplir su  orden, ni a  implementar las consecuencias que debe implicar la  desobediencia a una  orden de la autoridad. El gobierno, en tanto que  tal, hizo sus cálculos  de gobierno, y los resultados le debieron mostrar  que ante la  oportunidad, cualidad, magnitud y extensión del desafío  intentar que su  orden se cumpliera de facto le podía traer peores  consecuencias.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;img border="0" height="431" src="http://www.kaosenlared.net/img2/185/185949_mossos_dictacracia.jpg" style="float: left;" width="321" /&gt;En  ese momento, el conflicto dio un  significativo salto cualitativo. La  ecuación general de gobierno había  cambiado sustancialmente. Ante los  ojos de todo el mundo que quiso  verlo, se había cuestionado la misma  base de la relación de poder. La  crisis no era ya del gobierno en  turno, sino de &lt;i&gt;gubernamentalidad&lt;/i&gt;:  con la desobediencia se puso  en evidencia la (in)capacidad del sistema  para, en un momento  decisivo, conducir la conducta de la población, es  decir, para gobernar  a la población.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Obviamente, ante tal  situación, los poderes del sistema hegemónico  no se van a quedar de  brazos cruzados. No pueden permitir semejantes  cuestionamientos. Un  precedente tal, por incipiente que pueda ser,  contiene un potencial  demasiado peligroso para el mantenimiento de la  relación de poder,  semillas que podrían crecer, reproducirse y  extenderse con facilidad en  el ambiente favorable de un medio  caracterizado por una crisis tan  intensa y extensa como esta en que nos  encontramos inmersos y que motiva  y legitima el movimiento de lxs  indignadxs.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El poder  hegemónico buscará construir, tan pronto como le sea  posible, las  condiciones y la situación necesarias para acabar con el  desafío a su  capacidad de conducir las conductas. Reconstruidos los  cálculos de  gobierno, pondrá en marcha su estrategia para la  re-conducción funcional  al sistema de las conductas de la población.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En su estrategia,  utilizará numerosos y diversos mecanismos y  dispositivos. Unas veces  actuará bajo un plan minuciosamente preparado;  otras veces intentará  desatar sinergias o modificar el medio en que se  desarrollan las  diversas actuaciones. La ofensiva de la hegemonía  incluirá la dimensión  material de la represión, pero también  dimensiones inmateriales,  psicosociales. Para alcanzar sus objetivos,  debe considerar  necesariamente los componentes de ambas dimensiones y  de manera  entrelazada.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La dimensión material de la represión se evidencia  muy claramente  con la violencia policial y su impunidad. Hay que  desalojar la plaza:  se trata de controlar el lugar central del  territorio, la circulación  por el mismo, la conducta material de esa  población díscola y la  expuesta visibilidad de todo ello.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Y  todo eso, habrá que hacerlo con apariencia de sentido común, de  razón,  de justicia, de legalidad, de necesidad, de opinión mayoritaria,  de  democracia... En definitiva, de legitimidad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Aquí entra en  escena la dimensión inmaterial-psicosocial:  percepciones,  representaciones, composiciones, análisis y significados  de la realidad;  informaciones, comunicaciones, afectos, identidades,  voluntades,  decisiones… Todos estos factores se ponen en juego  complejo,  interrelacionándose, causándose mutuamente,  retroalimentándose… El  resultado, en tanto que interacción compleja,  con altas dosis de  impredictibilidad…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esta dimensión inmaterial de la represión se  hace a veces más  difícil de visualizar. Por ello, vamos a hablar a  continuacion de  algunos de esos mecanismos de las dimensiones  inmateriales y vamos a  ver cómo se han implementado en estos días. Se  trata de conocer los  mecanismos de la represión para poder afrontarlos  mejor.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;El estado de las cosas y la legitimidad. &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El  sistema estuvo al borde del colapso.Vivimos en una crisis  profunda, que  se extiende de manera intensa a todos los ámbitos de la  vida de amplias  franjas de la población. Especulación y usura sin  límite, corrupción  desaforada, desempleo galopante, desalojos de  viviendas embargadas por  los bancos, familias que quedan en la calle y  endeudadas para toda la  vida, condenados a no poder remontar nunca… No  se ven salidas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nos  dicen que quienes más sufren las consecuencias de la debacle,  lxs de  abajo, deben también aportar más sacrificios para que todxs  salgamos de  la crisis, por el bien común. Hay que recortar costes, los  costes de los  derechos por los que se luchó largamente, derechos  humanos, que dan  contenido a la dignidad en tanto que seres humanos:  derechos laborales,  pensiones, salud, educación… todo debe ser  recortado, para salir de la  crisis…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sin embargo, los sectores causantes de la crisis,  transnacionales  multimillonarias, banqueros especuladores y políticos  profesionales  corruptos, salen más beneficiados con esas presuntas  soluciones a la  crisis.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La corrupción del sistema político  impide tomar decisiones para  beneficio común, y los poderes hegemónicos  de la economía de  especuladores y banqueros imponen sus intereses como  sentido común. Los  causantes de las crisis salen no sólo impunes, sino  fortalecidos,  dispuestos por tanto a profundizar el expolio. Los  sindicatos  mayoritarios se muestran serviles y funcionales ante los  poderes  hegemónicos, tan solo buscan conservar su lugar en el reparto y   extienden el discurso del miedo conformista. No hay canales adecuados en   el sistema para cambiar la situación.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La injusticia se hace  cada vez más evidente para todo el mundo,  afecta a más gente y más  profundamente. La indignación se ha ido  fraguando. En otros lugares como  Islandia, Túnez o Egipto, otras gentes  han conseguido derrocar el  sistema que mantenía la injusticia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La percepción del estado de  la realidad se significa colectivamente  como injusta e indignante,  impulsa a la acción. Las acciones que  ofrecen los conductos del sistema  se aparecen ineficaces. Es más, el  sistema se aparece como funcional y  hasta promotor de ese estado de  cosas. Por lo tanto, se hace necesario y  legítimo intentar otras, no  cualesquiera, maneras: las acampadas en  espacios públicos centrales.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Las razones de la indignación son  muchas, justas y objetivas; los  indignados son numerosísimos a lo largo  de todo el país, están  determinados a actuar con métodos socialmente  aceptados y por todo ello  disponen de gran apoyo social dentro y fuera  del país: tienen  legitimidad, y mucha, para ser, hacer, decir y ser  escuchados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La autoridad, por las mismas razones, no tiene  tanta legitimidad.  Además, cuando una autoridad emite una orden injusta,  acentúa en los  gobernados la convicción de que el gobierno no actúa  conforme debe,  disminuye el reconocimiento de su legitimidad como  autoridad para  emitir órdenes y por tanto el potencial de sus  instrucciones para  generar comportamientos disminuye considerablemente.  En un sistema que  se llame democracia, si la autoridad no se conduce  legítimamente, se  cuestiona que el sistema se pueda denominar  “democracia”. Y entonces la  desobediencia se hace legítima y hasta  necesaria.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La desobediencia se basa en la ilegitimidad del  estado de cosas, de  la realidad, y del sistema, así como en la  legitimidad de quienes  desobedecen, sus planteamientos y métodos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El  sistema entonces tratará de ganar legitimidad para la acción   gubernamental. La acción del gobierno debe ser percibida como justa y   legítima. Si no es percibida así, los gobernados difícilmente aceptarán   la acción de gobierno. La resolución del conflicto dependerá, en gran   manera, del comportamiento que vayan adoptando quienes en el escenario   se limitan, de momento, a observar:¿apoyarán o no la acción   gubernamental? ¿se alinearán con lxs desobedientes?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se tratará  entonces de legitimar la acción de represión. Una forma  habitual de  ganar legitimidad gubernamental es arrebatársela a los  gobernados que  protestan y que le desafían, así como a todo aquel que  no colabore  funcionalmente con sus propósitos, es decir, con todo aquel  que no le  obedezca rápida y oportunamente.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para ello, a través de  numerosas actuaciones de diversos  dispositivos, intentará, entre otras  cosas, redefinir las dimensiones  que enmarcan la acción de los  mecanismos de composición social de la  realidad colectiva y su  problemática; cuestionará métodos y  características de su adversario y  buscará reducirles el apoyo social.  Así, promoverá un pensamiento rígido  que utilice categorías estancas  excluyentes en donde se querrá encajar  la realidad, instalará la  mentira institucionalizada, promoverá la  polarización social, y tratará  de que la violencia se convierta en el  medio decisivo para la  resolución final del conflicto.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;La redefinición del marco del conflicto. La composición de la realidad. &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Cuando  a mediados de mayo, lxs indignadxs tomaron por primera noche  la Plaza  de Catalunya en Barcelona, el policía municipal de turno les  decía que  no podían permanecer en la plaza: que si la ordenanza de  civismo  municipal prohibía la instalación de mobiliario y enseres  personales,  que si los papeles y cartones de las pancartas en el  suelo... Muy  acertadamente, su indignado interlocutor le decía que  aquello iba mucho,  pero que mucho más allá de unos cartones en el  suelo, y que la asamblea  iba a decidir qué hacer…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En esos instantes ya se estaba  definiendo el marco de la realidad  que albergará la discusión, el  conflicto y sus posibles soluciones. Por  un lado, el marco de una  cuestión menor de cartones por el suelo, de  urbanidad, civismo, buenos  modales y sentido común que cierra lo  político. Por el otro lado, el  marco de una cuestión profundamente  política: el legítimo hartazgo y la  voluntad de cambio ante un sistema  económico y político profundamente  corrupto e injusto, que trata como  mercancía la vida de las personas y  su dignidad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pero donde más amplia y claramente se pudo  observar la estrategia  gubernamental para intentar construir una  caracterización de la  realidad funcional a sus objetivos fue en el  fallido intento de  desalojo de la plaza.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La operación de  represión de la desobediencia y de restauración de  su gubernamentalidad  que puso en marcha el sistema a través de su  dispositivo de aplicación  de violencia (escuadrones especiales de  policía de Mossos d’Esquadra y  Guardia Urbana), no se presenta como  tal: no es una respuesta al desafío  de gubernamentalidad, ni un  “desalojo”, sino una “operación de  limpieza”, de “salubridad”, a  realizar por motivos de “salud pública”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sorprendentemente, el mismo día del operativo policial de “limpieza y salud pública”, el diario &lt;i&gt;La  Vanguardia&lt;/i&gt;,   veterano periódico conservador y de los de mayor tiraje de la ciudad  de  Barcelona, publicaba en páginas centrales un singular reportaje. En  su  sección de “Tendencias, el debate en torno a actividades humanas”,  con  el título de “&lt;i&gt;La cotidiana repulsión por la suciedad&lt;/i&gt;” y  una  gran fotografía de un vertedero, se nos informa sobre una  exposición en  Londres en la que se explora la relación humana con sus  detritus y  porquerías.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;“&lt;i&gt;Repugna, perturba y mortifica; imposible darle  la espalda,  porque la porquería está ahí, seguimos generándola mal que  nos pese y  estamos abocados a gestionarla para que no trastoque nuestras  vidas.  Ahora al menos, comprendemos que, además de molesta, es  perjudicial…&lt;/i&gt;”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Así comienza el reportaje, que destaca frases y subtítulos como:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;“&lt;i&gt;Repercusiones sociales de la porquería”; &lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;“Sociología de la mugre: no somos conscientes de cuánto limpiamos las cosas sólo porque otros van a verlas”; &lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;“Las  estrategias para gestionar la suciedad revelan profundas  desigualdades  sociales y acrecientan el estigma de los inmigrantes. El  calvario de  limpia&lt;/i&gt;r”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se nos informa que la exposición &lt;i&gt;Dirt. &lt;/i&gt;&lt;i&gt;The filthy reality of everyday life &lt;/i&gt;(Suciedad.   La asquerosa realidad de la vida cotidiana) se prolonga hasta el 31 de   agosto. Sin embargo, no se nos informa de que esta exposición inició  dos  meses antes de la publicación del reportaje. Tampoco parece haber   ningún dato que explique por qué precisamente en esta fecha la   exposición londinenese sea noticia en Barcelona. Claro, hay noticias que   no tienen fecha. Qué extraña casualidad que se publique el mismo día   que se ejecuta el “operativo de limpieza” policial. Será que algún   periodista del diario se trasladó a Londres para cubrir la final del   campeonato de fútbol de la Champions League y mientras esperaba el   evento, llenó su tiempo laboral visitando la exposición…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Porque, por si tales motivos de salubridad fueran insuficientes, la   “operación de limpieza” se presenta también como una “operación   preventiva” para retirar objetos peligrosos ante el riesgo de posibles   confrontaciones violentas entre indignadxs ocupantes de la plaza y   seguidores del Barça en la segura celebración en el mismo espacio de la   hipotética victoria del Fútbol Club Barcelona en la final de la   Champions League que se jugaría el día después del operativo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se  presenta entonces la cuestión como de sentido común, de  normalidad no  sujeta a discusión política, de proveer seguridad, de  garantizar  democráticamente el derecho a la celebración de la mayoría  conformada  por los aficionados del Barça. Se sugiere así también como  de sentido  común, que la expectación por el fútbol es de interés  general y  prevalente ante cualquier otra inquietud, como la protesta  política por  las condiciones de vida de la gente. De igual manera, al  clasificar  dicotómica y excluyentemente a unos y otros (no se plantea  que hayan  seguidores del Barça indignadxs ni indignadxs seguidores del  Barça), se  intenta también inducir a la polarización social y la  confrontación  entre seguidores del Barça y ocupantes de la plaza. En  tal caso, las  fuerzas policiales actuarían legítimamente, pues se  verían obligadas a  imponer el orden entre grupos opuestos que se  comportan violentamente,  desde la neutralidad del sentido común y por  bien de todos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Culpabilización, estigmatización, deshumanización.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La  culpabilización de las víctimas ha sido un elemento central de  las  estrategias represivas. La memoria nos cuenta y recuerda que es un  hecho  que se ha podido observar frecuentemente en situaciones de  guerra, de  represión política y de violación a derechos humanos, en  muchos  conflictos políticos y bélicos, a lo largo y ancho del mundo y  de la  historia. Su puesta en práctica es a veces tan similar en los  diversos  escenarios que habría quien afirmaría con razón que se puede  hablar de  tecnologías y procedimientos estandarizados para su  implementación.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Culpabilizar  a la gente es un intento de normalizar las agresiones,  de quitar  responsabilidad a los autores del hecho y de ocultar la  intencionalidad  de las estrategias represivas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La culpa de las acciones de  represión y de sus consecuencias se  atribuyen a la propia conducta de  las víctimas La culpabilizacion puede  venir por diferentes medios: desde  amenazas, a versiones  distorsionadas de los hechos, propaganda política  en los medios de  comunicación, difusión de rumores que justifiquen la  versión oficial…  Muchas veces también se acude a alguna de sus  características, ya sean  propias o artificiosamente asociadas y  atribuidas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se trata entonces de difamar, desacreditar,  avergonzar, denostar,  quitar la estimación, de arrebatar públicamente a  la víctima cualquier  atisbo de atributos positivos, y hasta dejarle una  marca indeleble,  estigmatizarla. Una característica atribuida como  propia, y  caracterizada como significativa y definidora de la identidad  de la  víctima y de la totalidad de su conducta puede ser suficiente para   convertirla, de manera inmediata e incuestionable, en entidad   reprochable en sí misma, merecedora de cuanto negativo le suceda.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La  víctima, por ser como es, es culpable de la agresión que recibe. A  la  víctima, por ser como es, nadie le dará su apoyo, quedará aislada;  la  acción del agresor se aparece por tanto como necesaria y de sentido   común, se normaliza la agresión; el agresor y victimario no sólo no   tiene responsabilidad alguna de lo sucedido, sino que su actuar es   incluso encomiable; se implanta la impunidad, y se consolida el estado   de cosas productor de la agresión a la víctima.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La asociación  de las víctimas a la violencia y/o la basura son  formas habituales de  estigmatización para promover su culpabilización y  deslegitimación, y  así facilitar su posterior represión.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El desalojo que no es  desalojo se motiva por un problema de salud  pública. Una televisora  reaccionaria entrevista a un joven de bien que  cuenta cómo lxs  indignadxs son unos “&lt;i&gt;guarros&lt;/i&gt;”, unos melenudos  que andan con sus  perros sueltos, que no paran de beber cerveza que les  venden  inmigrantes sin papeles, y de fumar porros mientras aporrean de   cualquier manera algún instrumento musical. Claro, al rato, esos niños   anti-todo por maleducados y mimados desahogan sin ningún civismo sus   necesidades fisiológicas en cualquier rincón y la plaza apesta. Y cuando   se les dice algo, no hacen caso, son unos insolentes, alguien tendría   que hacer algo para sacar a esos “&lt;i&gt;perroflautas&lt;/i&gt;” y limpiar el lugar, deja entrever el joven de bien, legítimamente indignado…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La  definición de lo problemático ya a estas alturas, no tiene tanto  que  ver con la situación política y económica, como con las  características  de los jóvenes quejosos. Como apostillará el Presidente  de la  Conferencia Episcopal Española, los problemas de fondo de lxs  indignadxs  que protestan en las plazas tienen que ver con la situación  laboral,  “pero sobre todo con lo más profundo, con su alma, con su  corazón. Ahí  es donde están los problemas más serios".&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La estigmatización  llega al extremo de producir la deshumanización  de la víctima. Es decir,  la desposesión de toda dignidad humana. Así, a  la víctima se le  caracteriza e identifica por atributos propios de  animales o de objetos  inanimados. Lxs indignadxs son ya “&lt;i&gt;perroflautas&lt;/i&gt;”. No perteneciendo al orden de los humanos, no hay por qué tener reparo alguno en su consideración y tratamiento.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En  los periódicos, aparece la noticia de un agente de la Guardia  Urbana de  Barcelona, participante en el “operativo de limpieza”, que se  queja en  su facebook de que su actuación&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;“ha sido como estar en una  pastelería y no poder comer ni un  trocito de pastel...tanto hijoputa y  ni una colleja he podido dar..”. &lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;También comparte su&lt;/div&gt;&lt;div style="text-align: justify;"&gt;"&lt;i&gt;Valoración  del día: he entrado a las 6 de la mañana para ver a  los mossos  hincharse a pegar palos durante 6 horas, acabar saliendo por  patas como  niñas y los guarros (xq si, ni en gracia he visto tanto  perroflauta) de  vuelta en la plaza cataluña...aun anonadado me hallo de  que han visto  mis ojos&lt;/i&gt;".&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En los foros de estas noticias  periodísticas, el debate es intenso y  los enlaces que completan la  información al respecto, numerosos. Los  interlocutores del agente de  policía, algunos al parecer también  policías o aspirantes a ello, van  incluso más allá:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;“Yo lo estoy viendo por el telediario el  trabajo policial, le ha  faltado un poco más de determinación, pero no ha  estado nada mal!!!  Malditos perroflautas!!! Pero qué coño pedís!! Si no  habéis trabajado  en vuetra puta vida!!! Volver a las casas ocupadas!!”&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;“A la cámara de gas!! Digooo…. a las “duchas”… jajaajjaajajajajaj”&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Resulta indignante y alarmante con qué rapidez y facilidad las   tecnologías psicosociales de culpabilización pueden llegar a cristalizar   en los extremos de banalizar y legitimar el horror de los crímenes   contra la humanidad de los campos de exterminio nazis. Como agravante,   esto se produce en el ambiente social de las instituciones   gubernamentales y dispositivos de poder que monopolizan el uso de la   violencia organizada en la sociedad, que tienen los medios materiales   para aplicarla sobre la población, y que la aplican. Vista la historia y   desmemoria del país, esto constituye una amenaza demasiado peligrosa,   inasumible para cualquier estado que se diga democrático; una amenaza   que por tanto, debería ser erradicada de inmediato a base de democracia   verdadera, plena.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La barbarie del horror se pudo producir  porque se promovió un medio  social posibilitador. A la luz de la memoria  democrática del horror, la  producción de un medio social que facilita  la aparición y desarrollo  de actitudes y conductas fascistas es algo que  nunca debería repetirse.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Que se produzca un medio social de  este tipo no es ninguna  casualidad, ni un devenir inesperado. Es el  fruto de decisiones  conscientes y acciones concretas de  gubernamentalidad que operan en el  medio. Hay responsables.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La  demanda de responsabilidad y la penalización, no debiera quedarse   únicamente en los últimos eslabones de la cadena en una estructura de   poder: debería abarcar a la totalidad de la institucionalidad de la   hegemonía que las propicia. No es sólo la acción de unos individuos   aislados ni de un gobierno concreto. No es la crisis, es el sistema.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Conclusiones provisionales.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Hasta  el momento, las operaciones de desalojo y restauración de la   gubernamentalidad están fracasando estrepitosamente ante los ojos de   todo el mundo. A cada orden directa de la autoridad, le ha correspondido   más desobediencia de más gente, con más determinación y en mayor   profundidad. Esa desobediencia se ha dado porque en cada acción   represiva, ha quedado más en evidencia la brutalidad de la violencia   gubernamental y su ilegitimidad. Como resultado, se ha profundizado la   crisis de gubernamentalidad y el movimiento de lxs indignadxs ha salido   fortalecido.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La articulación de las dimensiones materiales e  inmateriales de las  acciones que están intentando los agentes del poder  hegemónico está  resultando misión imposible. No hay posible coherencia  entre su hacer  antidemocrático y su decir de apariencia formal  democrática.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por un lado, la materialidad de la incompetencia,  incongruencia,  desproporción e ilegitimidad de su proceder violento ha  sido tan  ingente que ha quedado inexorablemente evidente ante los ojos  de lxs  gobernadxs y de la sociedad nacional e internacional.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por otro lado, sus intentos de presentar y significar los hechos se han mostrado como elementalmente toscos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lejos de rectificar, atrapados en un narcisismo herido y ardido ante  la  extensa exposición de su incompetencia gubernamental  antidemocrática,  los agentes del poder hegemónico se enrocaron en  insostenibles discursos  de composición de la realidad. Ahí siguien,  insistiendo, al borde del  psicoticismo, en que la actuación de tal  dispositivo de seguridad fue  “correcta” y que la de tal otro fue  “impecable”. De momento, sólo pueden  crear esa realidad regirando el  lenguaje…Con su lenguaje componen  realidades inversas que anuncian  mayores escaladas represivas. El  sindicato de Mossos d’Esquadra de  Comisiones Obreras se queja de que “se  respeta muy poco a la policía” y  que las agresiones a policías “salen  gratis”. El que fuera primer  director general de seguridad ciudadana, el  encargado en los años  ochenta de poner en marcha “la nueva policía de  Catalunya”, los Mossos,  y presidente del Centre d’Estudis Estratègics de  Catalunya, declara a  la prensa que “la policía comienza a cansarse de  pagar los problemas  creados por los políticos”…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pero pese a  sus notorios fracasos iniciales, también es posible que  en alguna  medida, algunos de sus objetivos sí hayan alcanzado. Tal vez  hayan  conseguido que en algunos sectores sociales se haya dado una  cierta  desviación temporal del foco del debate, de cuál es la realidad   significativa, de cuál es el marco del conflicto. En algunos sectores  de  circulación de información, el debate parece más situado en la   actuación del dispositivo de seguridad gubernamental, que en el   cuestionamiento del injusto sistema político y económico. Se ha ido   instalando una visión de la realidad en donde se simplifica, localiza,   reduce y achica el conflicto. Los medios de comunicación vuelven a la   “normalidad”, las acampadas ya no son tan noticia, ni tan de portada.   Obviamente, confluyen en esto otros muchos factores que van más allá de   este análisis.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El conflicto va a ser para largo. Quieren  seguir gobernando. Pero no  hay vuelta atrás: más allá de hasta cuándo  sigan las acampadas sigan,  la ecuación de gubernamentalidad cambió.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desde  los inicios de ese cambio, la escalada represiva ha ido  subiendo en  intensidad, así como los intentos por justificarla y  legitimarla. Es de  prever por tanto, que la acción gubernamental de  represión, inducción y  conducción de conductas va a intensificarse,  tanto en las dimensiones  materiales como inmateriales.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Desde la hegemonía del poder, van  a profundizar en la implementación  de dispositivos y mecanismos de  acción psicosocial para promover unas  relaciones sociales basadas en la  violencia, la mentira institucional, y  la polarización social que  resulten funcionales a sus objetivos de  gubernamentalidad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El “conseller” de Interior Puig, responsable político de la actuación  de  los Mossos d’Esquadra en el desalojo de Pça. Catalunya el 27-M,   comparece en sede parlamentaria. Sus alarmantes declaraciones merecen un   posterior y más detallado análisis. Pero se hace necesario destacar   cuando menos algunas de las declaraciones más significativas por su   amenazante potencialidad: que no valoraron suficientemente el nivel de   agresividad y violencia de los acampados; que se han exaltado numerosas   mentiras sobre la actuación policial; que a la policía se le obedece;   que estudiarán mecanismos preventivos contra los violentos; que quien   insulte a la policía o impida su acción no saldrá “indemne”. Atención,   no “impune”, es decir, sin castigo; sino “indemne”, sin daño…&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Van a perseverar en su misión, y para ello, extensificarán e   intensificarán lo que ya podríamos empezar a denominar como su   estrategia de “&lt;i&gt;guerra psicológica&lt;/i&gt;” .&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Son muchos más  que los referidos en este escrito los mecanismos  psicosociales que se  ponen en movimento en un conflicto como este. Al  respecto, mucho se está  haciendo muy bien desde la razón de la  indignación, desde el movimiento  de lxs indignadxs, precisamente por la  fuerza y legitimidad del  movimiento, de sus razones, métodos y  propuestas. En ese empeño, será  necesario seguir desvelando el proceder  gubernamental en la dimensión  inmaterial. Conocer los mecanismos de la  represión para poder  afrontarlos mejor.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Referencias.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Basante, Jesús. (2011, 26 de mayo). Rouco, al 15-M: "Sus problemas tienen que ver con el alma". &lt;i&gt;Público&lt;/i&gt;, Madrid. En: &lt;a href="http://www.publico.es/espana/378506/rouco-al-15-m-sus-problemas-tienen-que-ver-con-el-alma"&gt;http://www.publico.es/espana/378506/rouco-al-15-m-sus-problemas-tienen-que-ver-con-el-alma&lt;/a&gt; . Fecha visita web: 27-5-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Baquero,  Antonio. (2011, 8 de junio) .Felip Puig justifica la carga  de los  Mossos por la "agresividad de los acampados" sin aportar  pruebas. &lt;i&gt;El Periódico&lt;/i&gt;, Barcelona. En &lt;a href="http://www.elperiodico.com/es/noticias/sociedad/1036386.shtml"&gt;http://www.elperiodico.com/es/noticias/sociedad/1036386.shtml&lt;/a&gt; . Fecha visita web: 9-6-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Beristáin, Carlos Martín., Riera, Francesc. (1993). &lt;i&gt;Afirmación y resistencia, la comunidad como apoyo&lt;/i&gt;. Barcelona:Virus.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Efe. (2011, 29 de mayo). Los Mossos califican de "impecable" su operativo por la Champions. &lt;i&gt;La&lt;/i&gt;&lt;i&gt; Vanguardia&lt;/i&gt;, Barcelona. En: &lt;a href="http://www.lavanguardia.com/sucesos/20110529/54162466347/los-mossos-califican-de-impecable-su-operativo-por-la-champions.html"&gt;http://www.lavanguardia.com/sucesos/20110529/54162466347/los-mossos-califican-de-impecable-su-operativo-por-la-champions.html&lt;/a&gt; . Fecha visita web: 30-5-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Efe. (2011, 3 de junio). El Sindicato de Mossos de CCOO justifica las cargas y lamenta que "todo vale" contra ellos. &lt;i&gt;El Periódico&lt;/i&gt;, Barcelona . En: &lt;a href="http://www.elperiodico.com/es/noticias/sociedad/sindicato-mossos-ccoo-justifica-las-cargas-lamenta-que-todo-vale-contra-ellos-1030873"&gt;http://www.elperiodico.com/es/noticias/sociedad/sindicato-mossos-ccoo-justifica-las-cargas-lamenta-que-todo-vale-contra-ellos-1030873&lt;/a&gt; . Fecha visita web: 4-6-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Facebook. (2011). No queremos policías como Ferran Teruel . En: &lt;a href="http://www.facebook.com/FerranTeruel"&gt;http://www.facebook.com/FerranTeruel&lt;/a&gt; . Fecha visita web: 1-6-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Foucault, Michel. (2006). &lt;i&gt;Seguridad, Territorio, Población&lt;/i&gt;. Buenos Aires: Fondo de Cultura Económica.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Foucault, Michel. (2007). &lt;i&gt;El nacimiento de la biopolítica&lt;/i&gt;. Buenos Aires: Fondo de Cultura Económica.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La  Frikipedia. (s.f.). Perroflauta. En :&lt;a href="http://www.frikipedia.es/friki/Perroflauta"&gt;http://www.frikipedia.es/friki/Perroflauta&lt;/a&gt; . Fecha visita web: 1-6-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La   Vanguardia. (2011, 8 de junio ). Transcripción de la  comparecencia de  Felip Puig para explicar la operación policial del 27  de mayo. &lt;i&gt;La Vanguardia&lt;/i&gt;, Barcelona. En: &lt;a href="http://www.lavanguardia.com/politica/20110608/54167503665/transcripcion-de-la-comparecencia-de-felip-puig-para-explicar-la-operacion-policial-del-27-de-mayo.html"&gt;http://www.lavanguardia.com/politica/20110608/54167503665/transcripcion-de-la-comparecencia-de-felip-puig-para-explicar-la-operacion-policial-del-27-de-mayo.html&lt;/a&gt; . Fecha visita web: 8-6-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;López, María-Paz. (2011, 27 de mayo). La cotidiana repulsión por la suciedad. &lt;i&gt;La Vanguardia&lt;/i&gt;, Barcelona, p. 28-29. En: &lt;a href="http://www.lavanguardia.com/cultura/20110527/54160662217/una-exposicion-muestra-la-relacion-de-las-personas-con-sus-detritus.html"&gt;http://www.lavanguardia.com/cultura/20110527/54160662217/una-exposicion-muestra-la-relacion-de-las-personas-con-sus-detritus.html&lt;/a&gt; . Fecha visita web: 1-6-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;ODHAG,  Oficina de Derechos Humanos del Arzobispado de Guatemala.  (1998).  Informe Proyecto Interdiocesano de Recuperación de la Memoria  Histórica,  Guatemala, Nunca Mas. Vol I Impactos de la violencia.  Guatemala: ODHAG.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pi, Jaume (2011, 8 de junio). Puig reitera que la intención del operativo no era desalojar la acampada . &lt;i&gt;La  Vanguardia&lt;/i&gt;, Barcelona. En: &lt;a href="http://www.lavanguardia.com/politica/20110608/54168309791/puig-reitera-que-la-intencion-del-operativo-no-era-desalojar-la-acampada.html"&gt;http://www.lavanguardia.com/politica/20110608/54168309791/puig-reitera-que-la-intencion-del-operativo-no-era-desalojar-la-acampada.html&lt;/a&gt; . Fecha visita web: 8-6-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Publico.es. (2011, 20 de mayo). "¡Esto es un montaje, un montaje!".&lt;i&gt; Público&lt;/i&gt;, Madrid. En: &lt;a href="http://www.publico.es/espana/377374/esto-es-un-montaje-un-montaje"&gt;http://www.publico.es/espana/377374/esto-es-un-montaje-un-montaje&lt;/a&gt; . Fecha visita web: 22-5-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Publico.es. (2011, 27 de mayo). Los Mossos d'Esquadra desalojan a palos la Plaza de Catalunya. En: &lt;a href="http://www.publico.es/espana/378668/los-mossos-d-esquadra-desalojan-a-palos-la-plaza-de-catalunya"&gt;http://www.publico.es/espana/378668/los-mossos-d-esquadra-desalojan-a-palos-la-plaza-de-catalunya&lt;/a&gt; . Fecha visita web: 28-5-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Publico.es/Efe. (2011, 31 de mayo). "Tanto hijo puta y ni una colleja he podido dar". &lt;i&gt;Público&lt;/i&gt;, Madrid. En: &lt;a href="http://www.publico.es/espana/379361/tanto-hijo-puta-y-ni-una-colleja-he-podido-dar"&gt;http://www.publico.es/espana/379361/tanto-hijo-puta-y-ni-una-colleja-he-podido-dar&lt;/a&gt; . Fecha visita web: 1-6-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Radio  Nacional de España. (2011, 27 de mayo). El director general de  los  Mossos: "La actuación en plaza de Cataluña ha sido la correcta" .  En : &lt;a href="http://www.rtve.es/alacarta/audios/boletines-rne/director-general-mossos-actuacion-plaza-cataluna-sido-correcta/1113374/"&gt;http://www.rtve.es/alacarta/audios/boletines-rne/director-general-mossos-actuacion-plaza-cataluna-sido-correcta/1113374/&lt;/a&gt; . Fecha visita web: 28-5-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Redacción Diagonal Web. (2011, 17 de mayo). Una nueva acampada empieza en la puerta del Sol. Diagonal Web. En : &lt;a href="http://www.diagonalperiodico.net/Una-nueva-acampada-empieza-en-la.html"&gt;http://www.diagonalperiodico.net/Una-nueva-acampada-empieza-en-la.html&lt;/a&gt; . Fecha visita web: 19 -5-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Redacción La  Vanguardia. (2011, 18 de mayo). La Junta Electoral de Madrid prohíbe la acampada de la  Puerta del Sol. &lt;i&gt;La Vanguardia&lt;/i&gt;, Barcelona. En&amp;nbsp;  &lt;a href="http://www.lavanguardia.com/politica/elecciones-2011/20110518/54156584684/la-junta-electoral-de-madrid-prohibe-la-acampada-de-la-puerta-del-sol.html"&gt;http://www.lavanguardia.com/politica/elecciones-2011/20110518/54156584684/la-junta-electoral-de-madrid-prohibe-la-acampada-de-la-puerta-del-sol.html&lt;/a&gt; . Fecha visita web: 19-5-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Rtve.es.  (2011, 27 de mayo) El director general de los Mossos  defiende una  "correcta" actuación contra el 15-M en Barcelona. En: &lt;a href="http://www.rtve.es/noticias/20110527/director-general-mossos-defiende-correcta-actuacion-contra-15-m-barcelona/435122.shtml"&gt;http://www.rtve.es/noticias/20110527/director-general-mossos-defiende-correcta-actuacion-contra-15-m-barcelona/435122.shtml&lt;/a&gt; . Fecha visita web: 3-6-11.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Serna, C. (2011, 19 de mayo). Diga lo que diga la Junta Electoral, la acampada sigue. &lt;i&gt;El Mundo&lt;/i&gt;, Madrid. En: &lt;a href="http://www.elmundo.es/elmundo/2011/05/19/madrid/1305820613.html"&gt;http://www.elmundo.es/elmundo/2011/05/19/madrid/1305820613.html&lt;/a&gt; . Fecha visita web: 21-5-2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;TV3. (2011, 27 de mayo). Homs: "El que hem fet avui no és estrictament un desallotjament". En: &amp;nbsp; &lt;a href="http://www.tv3.cat/videos/3547970/Homs-El-que-hem-fet-avui-no-es-estrictament-un-desallotjament"&gt;http://www.tv3.cat/videos/3547970/Homs-El-que-hem-fet-avui-no-es-estrictament-un-desallotjament&lt;/a&gt; . Fecha visita web: 28-5-11.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;TV3. (2011, 27 de mayo). Efectes de la contundència policial. En: &lt;a href="http://www.tv3.cat/videos/3549570/Efectes-de-la-contundencia-policial"&gt;http://www.tv3.cat/videos/3549570/Efectes-de-la-contundencia-policial&lt;/a&gt; . Fecha visita web: 28-5-11.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;TV3. (2011, 30 de mayo). Puig estudia posar càmeres al casc o la indumentària dels antiavalots. En: &lt;a href="http://www.tv3.cat/videos/3551770/Puig-estudia-posar-cameres-al-casc-o-la-indumentaria-dels-antiavalots"&gt;http://www.tv3.cat/videos/3551770/Puig-estudia-posar-cameres-al-casc-o-la-indumentaria-dels-antiavalots&lt;/a&gt; . Fecha visita web: 1-6-11.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;TV3. (2011, 2 de junio). Puig suggereix la retenció preventiva de reincidents en aldarulls esportius. En: &lt;a href="http://www.tv3.cat/videos/3556391/Puig-suggereix-la-retencio-preventiva-de-reincidents-en-aldarulls-esportius"&gt;http://www.tv3.cat/videos/3556391/Puig-suggereix-la-retencio-preventiva-de-reincidents-en-aldarulls-esportius&lt;/a&gt; Fecha visita web: 4- 6- 11.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Vilaweb. (2011, 2 de junio) Miquel Sellarès: 'La policia comença cansar-se de pagar els problemes causats pels polítics'. &lt;i&gt;Vilaweb&lt;/i&gt;, Barcelona. En: &lt;a href="http://www.vilaweb.cat/noticia/3893806/20110602/miquel-sellares-policia-comenca-cansar-pagar-problemes-causats-pels-politics.html"&gt;http://www.vilaweb.cat/noticia/3893806/20110602/miquel-sellares-policia-comenca-cansar-pagar-problemes-causats-pels-politics.html&lt;/a&gt; . Fecha visita web: 7-6-2011&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Wellcome Collection. (2011). Dirt: The filthy reality of everyday life - Wellcome Collection. En: &lt;a href="http://www.wellcomecollection.org/whats-on/exhibitions/dirt.aspx"&gt;http://www.wellcomecollection.org/whats-on/exhibitions/dirt.aspx&lt;/a&gt;. Fecha visita web: 1-6-2011.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7297201503698193214-3275749463678903737?l=cebollapicante.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cebollapicante.blogspot.com/feeds/3275749463678903737/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cebollapicante.blogspot.com/2011/06/httpsoliobreracntesseccionesopinion356.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/3275749463678903737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7297201503698193214/posts/default/3275749463678903737'/><link rel='alternate' type='text/html' href='http://cebollapicante.blogspot.com/2011/06/httpsoliobreracntesseccionesopinion356.html' title='http://soliobrera.cnt.es/secciones/opinion/356-guerra-psicologica-para-la-represion-del-movimiento-de-lxs-indignadxs-en-barcelona.html'/><author><name>alvaro</name><uri>http://www.blogger.com/profile/06585430608881252410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7297201503698193214.post-4101814728255268133</id><published>2011-06-08T22:58:00.000-07:00</published><updated>2011-06-08T22:58:09.244-07:00</updated><title type='text'>El tiempo y el espacio en las sociedades modernas I (El Control del Tiempo)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Aviso: son dos entradas más las que proceden a esta (La desterritorialización y la moda). Todas hacen referencia a aspectos sociales de las culturas occidentales "postmodernistas" o más bien postvaciadas y rellenas de postindividualismo y postmateria de mercado... entiéndase el excesivo uso del prefijo "post" como coletilla linguística que reafirma el hecho en como el mercado con su "moda" trata de adelantar el futuro en un presente (en estado de inquietud constante por el cambio). Tres ejes importantes han seguido los analisis desde las ciencias sociales para lograr una aprehensión critica del tiempo y el espacio en la modernidad (Weber, Marx, Thompson, Giddens, Beck, Batjin,...):&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;1) EL CONTROL DEL TIEMPO&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;u&gt; El control del tiempo y su universalización en Europa entre los siglos XVII y XIX activo en y activado con la revolución industrial y la formación de capitales en régimen de competitividad ilimitada, con la división extremada del trabajo y la racionalización productivista&lt;/u&gt;. Los múltiples procesos del control del tiempo afectan al calendario y al horario, a la historia y a la memoria; toman interés extremo por la delimitación de las unidades minimas, por la precisión de las medidas y en las fechas, por los plazos, por la velocidad, por la puntualidad, por la programación, ... El control del tiempo desacralizado y apropiado por los Estados y confiado a la ciencia como valedora, fue universalizado en contornos políticos delimitados y homogeneizado en busca de una universalización funcional para todo el mundo. Habiéndose reducido la incidencia de los cambios estacionales en la vida social y en la vida productiva, cobraron relevancia los periodos cortos y definitivamente los cronometrables. el consenso logrado para el huso horario es su ilustración paradigmática, con un meridiano cero y una línea internacional de cambio de fecha en el meridiano 180º. La tierra dividida en 24 áreas, cada una de ellas con una hora distinta, pero todas sincronizadamente cambiantes. (Se advertirá en los mapas que los husos se apartan a veces de los meridianos para seguir las quebradas líneas de los territorios y los países). La universalización conlleva el desligamiento de los tiempos y los espacios locales, pero se trata de un proceso que en realidad ha afectado tanto a los límites de lo más empecinadamente local como a esa extensión expandida de lo local que se configura por medio de homogeneidades políticas o económias. Pero además la universalización depende de la abstracción, es decir, el tiempo ha sido codificado en un lenguaje abstracto e institucionalizado, una serie numérica, regularizadamente sucesiva e instrumental. Aunque cíclica, porque estrictamente reproduce en segmentos regulares el movimiento de rotación y de traslación de la tierra. Los dos codificadores, los instrumentos de medida y los movimientos de la Tierra son dos modos específicos y bien diferentes entre sí de abstracción, a su modo los dos totalidades espaciales. La metáfora que a veces se usa de "tiempo vacío" es inadecuada. Se supone que indica que se conformó el tiempo solo, como dimensión pura, aunque más bien el "vacío" es la sensación que produce la abstracción.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="240" 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
