tag:blogger.com,1999:blog-50181512586271679872024-02-20T18:08:03.656-08:00Comuna ArgentinaPara una nueva imaginación democráticaComuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-5018151258627167987.post-13474019036447927552020-12-13T06:24:00.002-08:002020-12-13T06:24:58.821-08:00Para una lengua de los pueblos. Soñarlo todo<p> Compartimos el documento publicado hoy en Página 12, en el cual se reflexiona sobre temas destacados de los últimos meses. </p><p><a href="https://www.pagina12.com.ar/311635-para-una-lengua-de-los-pueblos-sonarlo-todo" target="_blank"><span style="color: #cc0000;">Para una lengua de los pueblos</span></a><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-12804014849500925602020-11-26T14:43:00.001-08:002020-11-26T14:43:57.040-08:00Intervenciones en el encuentro "Movilizaciones en la urgencia"<p> En este vínculo se puede acceder a cada una de las intervenciones del encuentro "Movilizaciones en la urgencia: Rocco Carbone, Horacio González, Raúl Zaffaroni, Milagro Sala, María Pía López, Dora Barrancos, Eduardo Rinesi, Taty Almeyda, Ricardo Forster, Cristina BAnegas, Adriana Puiggros, Stella Calloni, Edgardo Mocca, Guillermo Wierzba, Carlos Fos, Alejandra Gils Carbó.</p><p><a href="https://www.youtube.com/c/ComunaArgentina/videos" target="_blank"><span style="color: #cc0000;">Intervenciones</span></a></p><p><br /></p><p><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-38136366849338597772020-11-25T05:51:00.001-08:002020-11-25T05:57:46.358-08:00Movilizaciones en la Urgencia. Asamblea Virtual de Comuna Argentina<p style="text-align: justify;"><span style="font-family: arial;"> </span></p><p style="text-align: justify;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6LnkJXekyLdKLOVpNvdJEGAJMEU_nyQaLrse9mcoFba1gUvpCgi9sL3kI4r8R9iTCTU1HQVfUnQJo9QsClrZboyU8khD1ALwvJGJgFfCo-o-y2Pm-2zqgnlQUHxnk0m8RxYfAWiRXun-/s1280/WhatsApp+Image+2020-10-08+at+09.37.40.jpeg" style="font-family: "Times New Roman"; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1280" data-original-width="963" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6LnkJXekyLdKLOVpNvdJEGAJMEU_nyQaLrse9mcoFba1gUvpCgi9sL3kI4r8R9iTCTU1HQVfUnQJo9QsClrZboyU8khD1ALwvJGJgFfCo-o-y2Pm-2zqgnlQUHxnk0m8RxYfAWiRXun-/w482-h640/WhatsApp+Image+2020-10-08+at+09.37.40.jpeg" width="482" /></a></span></p><p style="text-align: justify;"><span style="font-family: arial;"><br /></span></p><p style="text-align: justify;"><span style="font-family: arial;">Compartimos el video completo de la Asamblea Virtual de Comuna Argentina del 10 de octubre <span style="background-color: white; color: #222222; font-size: 16px;">"Movilizaciones en la urgencia" con invitadxs especiales que compartieron valiosass reflexiones sobre el presente de nuestro país</span></span></p><p style="text-align: justify;"><span style="background-color: white; color: #222222; font-size: 16px;"><span style="font-family: arial;">Agradecemos a lxs compañerxs de la Universidad Nacional de Mar del Plata por el enorme y hermoso trabajo que realizaron. </span></span></p><p style="text-align: justify;"><span style="background-color: white; color: #222222; font-size: 16px;"><span style="font-family: arial;"><br /></span></span></p><p style="text-align: justify;"><a href="https://drive.google.com/file/d/1al72X12MKmxe5hTkYS9JJIcCqLeH1pVe/view" target="_blank"><span style="color: #cc0000;">Movilizaciones en la urgencia</span></a><br /></p><p style="text-align: justify;"><span style="background-color: white;"><span style="color: #222222; font-family: arial;"><br /></span></span></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-7040052504650929582020-10-08T12:28:00.005-07:002020-10-08T12:30:02.200-07:00Declaración sobre Venezuela<p> </p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: right;"><span style="color: #cc0000; font-family: times;">Al imperialismo ni tantito así, nada.</span></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: right;"><span style="color: #cc0000; font-family: times;">Ernesto Guevara</span></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: right;"><br /></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: justify;"><o:p><span style="font-family: times;"> </span></o:p><span style="font-family: times;">Quienes formamos parte de Comuna Argentina manifestamos
nuestra preocupación por la reciente votación del gobierno argentino en el
Consejo de Derechos Humanos de las Naciones Unidas. Si bien Argentina desde
agosto se sumó al Grupo Internacional de Contacto sobre Venezuela (integrado
por la UE y 12 países de Europa y América Latina) con el objetivo de encontrar
una salida consensuada a la crisis, el voto coincidente con los países que
forman parte del Grupo de Lima nos ha sorprendido y nos inquieta a quienes
formamos parte del campo popular (Res. L. 43).</span></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: times;">El Grupo de Lima es parte de la restauración neoliberal en
la región, integrado por gobiernos de derecha que han venido avasallando los
derechos humanos de sus pueblos y se ha alineado con las políticas
imperialistas de Estados Unidos. Argentina no puede ceder al uso espurio de los
derechos humanos que hace Estado Unidos como excusa de su política
intervencionista. </span></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: times;">En efecto, esta decisión que nos preocupa no puede implicar
un giro en la política de alianzas y alineamientos internacionales ni poner en
peligro las construcciones y perspectivas de Patria Grande, la idea de
necesaria integración latinoamericana, ni los principios de soberanía nacional
y autodeterminación de los pueblos, que hacen a la política exterior que debe
tener un gobierno popular. Dar lugar al informe Bachelet sin mediación crítica,
sin señalar las constantes violaciones a los derechos humanos en Chile, en
Bolivia, en Colombia, en Honduras y en Estados Unidos, significa aceptar un
punto de vista estridente con la memoria y al sentido histórico que ha
sostenido y debe seguir sosteniendo Argentina en relación con las políticas de
derechos humanos.</span></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: times;">Sabemos <span> </span>que la situación en Venezuela es delicada, pero
también que la posibilidad de encontrar una solución pacífica y democrática
debe venir del diálogo, el respeto a la pluralidad ideológica y la no
injerencia en asuntos internos. La República Bolivariana de Venezuela sufre un
bloqueo atroz que no solo afecta a su gobierno sino sobre todo al pueblo
venezolano, impidiéndole acceso a bienes esenciales.</span></p><p></p></blockquote></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><p style="background: white; margin: 0cm 0cm 0.0001pt -70.9pt; text-align: left; text-indent: -99.2pt; vertical-align: baseline;"></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: times;">La Argentina tiene una larga tradición en defensa de los
derechos humanos, deteriorada durante los años del macrismo. Es necesario que
nuestro país recupere ese liderazgo en el contexto internacional que no debió dejar
de ejercer. Por eso instamos a nuestro gobierno y a todas las organizaciones
libres, del pueblo a trabajar por la recuperación de un horizonte democrático
de justicia y emancipación para los pueblos de Nuestra América.</span></p><p></p></blockquote></blockquote></blockquote></blockquote><p align="right" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -70.9pt; margin-right: 0cm; margin-top: 0cm; text-align: right; text-indent: -99.2pt; vertical-align: baseline;"><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-66141525151110951252020-10-08T11:10:00.000-07:002020-10-08T11:10:25.538-07:00Todxs invitadxs al gran acto virtual este 10 de octubre. <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6LnkJXekyLdKLOVpNvdJEGAJMEU_nyQaLrse9mcoFba1gUvpCgi9sL3kI4r8R9iTCTU1HQVfUnQJo9QsClrZboyU8khD1ALwvJGJgFfCo-o-y2Pm-2zqgnlQUHxnk0m8RxYfAWiRXun-/s1280/WhatsApp+Image+2020-10-08+at+09.37.40.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="963" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6LnkJXekyLdKLOVpNvdJEGAJMEU_nyQaLrse9mcoFba1gUvpCgi9sL3kI4r8R9iTCTU1HQVfUnQJo9QsClrZboyU8khD1ALwvJGJgFfCo-o-y2Pm-2zqgnlQUHxnk0m8RxYfAWiRXun-/w482-h640/WhatsApp+Image+2020-10-08+at+09.37.40.jpeg" width="482" /></a></div><br /><p></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-85070962961975786162020-09-10T05:57:00.001-07:002020-09-10T05:59:49.278-07:00Momentos de peligro. En defensa de la vida democrática<p><span style="font-family: arial;">Compartimos la publicación del tercer documento de Comuna Argentina, fruto de un prolongado y profundo trabajo de debate sobre los temas relevantes de la acutalidad argentina. Por una nueva imaginación democrática, contra todo intento de desestabilización, a favor de una vida justa para las grandes mayorías. </span></p><p><span style="font-family: arial;"><a href="https://www.pagina12.com.ar/291036-momentos-de-peligro-en-defensa-de-la-vida-democratica">Momentos de peligro</a></span><br /></p><p><span style="color: #cc0000; font-family: arial;"><br /></span></p><p><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-18722274174762737112020-08-29T12:30:00.001-07:002020-08-29T12:30:18.909-07:00Entrevista a Horacio González<p> En esta entrevista, Horacio González ofrece una lectura aguda del presente y pone la mirada en el futuro en clave humanista</p><p><a href="https://www.pagina12.com.ar/288387-horacio-gonzalez-la-libertad-de-los-pueblos-no-es-nihilismo">Entrevista a Horacio González</a><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-80554112369090628512020-08-16T15:35:00.001-07:002020-08-16T15:35:43.283-07:00El grito sagrado<p> En este artículo, Silvana Carozzi responde, con lucidez, la vieja pregunta de la filosofía política acerca de por qué debemos obedecer, aún cuando somos libres. </p><p><a href="https://www.pagina12.com.ar/285227-el-grito-sagrado">El grito sagrado</a><br /></p>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-19669213328788379592020-07-23T15:17:00.001-07:002020-07-23T15:17:33.750-07:00Roberto Arlt y el ocultismo, por Horacio González<font face="arial">El texto de Horacio González remite a Roberto Arlt y su crítica al ocultismo para referirse a un presente en el cual la superstición se une al fanatismo para crear atmósferas golpistas contra gobiernos democráticos y populares. </font><div><font face="arial"><br /></font></div><div><b><br /></b></div><div><a href="https://www.pagina12.com.ar/280270-roberto-arlt-y-el-ocultismo"><font face="arial"><b>Roberto Arlt y el ocultismo</b></font></a><br /></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-422196465442262822020-07-23T06:09:00.003-07:002020-07-23T06:11:41.908-07:00La orquesta de Alberto, por Diego Conno<font face="arial">En este artículo de La Tecla Eñe, Diego Conno reflexiona acerca de <span style="background-color: #fcfcfc; font-size: 16px; text-align: justify;">del proyecto político del gobierno en relación a las fuerzas que representa y que son, a su vez, las que verdaderamente lo sostienen.</span></font><div><font color="#0000ee" face="arial"><span style="background-color: #fcfcfc; font-size: 16px; text-align: justify;"><br /></span></font></div><div><font face="arial"><span style="background-color: #fcfcfc; font-size: 16px; text-align: justify;"><a href="https://lateclaenerevista.com/la-orquesta-de-alberto-por-diego-conno/"><b>La orquesta de Alberto</b></a><br /></span></font></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-50048975842292214362020-07-23T06:00:00.002-07:002020-07-23T06:12:44.450-07:00Entrevista a Dora Barrancos y Jorge Alemán<font face="arial">En esta entrevista Dora Barrancos y Jorge Alemán señalan la emergencia de Comuna Argentina como la cosntrucción de un espacio para pensar en común acerca de lo común. A continuación un extracto de la charla con Página 12.</font><div><font face="arial"><br /></font></div><div><font color="#0000ee" face="arial"><br /></font></div><div><div><font face="arial"><b><a href="https://www.pagina12.com.ar/279961-jorge-aleman-el-ejercicio-de-la-cuarentena-promovida-desde-e">Entrevista a Dora Barrancos y Jorge Alemán</a><br /></b></font></div></div><div><font color="#0000ee" face="arial"><b><br /></b></font></div><div><a href="https://www.pagina12.com.ar/279942-dora-barrancos-y-jorge-aleman-con-pagina-12"><font face="arial"><b>Fragmento del Video</b></font></a><br /></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-86538553133616851332020-07-13T15:17:00.003-07:002020-07-13T15:24:32.234-07:00Emergencia cultural<p align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span lang="" style="font-size: 12pt;"><font face="arial">Frentes
de la emergencia cultural.<o:p></o:p></font></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span lang=""><font face="arial">Julieta Grinspan –
Actriz. Profesora de teatro. <o:p></o:p></font></span></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><o:p><font face="arial"><br /></font></o:p></span></i></p><p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><o:p><font face="arial"> </font></o:p></span></i></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><img alt="Máscaras De Teatro En Blanco Y Negro Ilustraciones Vectoriales ..." 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" style="text-align: left;" /> <font face="arial"><i>V<span lang="" style="font-size: 12pt;">i a
todo el mundo alabando a dios y al usurero.<o:p></o:p></span></i></font></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><font face="arial">Y
escuché al hambre gritar: ¿dónde hay que pedir?<o:p></o:p></font></span></i></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><font face="arial">Y vi
unos dedos gordos señalando hacia el cielo.<o:p></o:p></font></span></i></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><font face="arial">Y
entonces dije: ¡vieron que hay algo allí!<o:p></o:p></font></span></i></p>
<p align="right" class="MsoNormal" style="line-height: normal; text-align: right;"><i><span lang="" style="font-size: 12pt;"><font face="arial"><span style="mso-spacerun: yes;"> </span>Balada de consentimiento a este mundo. B.
Brecht. <o:p></o:p></font></span></i></p>
<p class="MsoNormal" style="line-height: 150%;"><span lang="" style="font-size: 12pt; line-height: 150%;"><o:p><font face="arial"> </font></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">La cultura está en
emergencia. Por sobre todas las cosas, podemos decir: es cierto. <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><font face="arial"><i><span lang="" style="font-size: 12pt; line-height: 150%;">La
cultura está en emergencia.</span></i><span lang="" style="font-size: 12pt; line-height: 150%;"> La frase nos convoca a
desarmarla, analizarla para actuar o revisar nuestras acciones que surgen de
esta afirmación. <o:p></o:p></span></font></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><font face="arial"><i><span lang="" style="font-size: 12pt; line-height: 150%;">La
cultura está en emergencia.</span></i><span lang="" style="font-size: 12pt; line-height: 150%;"> Los sectores vinculados
a la actividad artística cultural se encuentran en emergencia. Pues bien. La
emergencia es el llamado de atención. La necesidad de atender con urgencia el conflicto
de la cultura, de los sectores artísticos culturales que no son otra cosa que los
hombres y mujeres que trabajamos, a veces o casi siempre bajo múltiples <span style="color: black;">tipos de contratación, o sin ninguna contratación, o que
hacemos alguna cosa porque nos gusta, qué tanto, y</span> que, así y todo,
ponemos en circulación muchos de los bienes simbólicos de nuestra sociedad. El
amor al arte no tiene precio. <o:p></o:p></span></font></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">La comunidad
artística está en emergencia. Y no es una llamarada que proviene del Hades.
Tiene más que ver quizás, y con el perdón de la palabra, con la precarización
laboral. Precarización que enciende sí sus llamas en el contexto de la Pandemia,
sin embargo, ya existía mucho antes que ésta. Ya existían la precarización de
las diversas comunidades artísticas y su consecuente emergencia. Entiéndase <i style="mso-bidi-font-style: normal;">emergencia</i> como, por ejemplo, necesidad
de comer incluso todos los días, con el perdón de la palabra otra vez.<o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">Si gustamos de
mirar la emergencia desde arriba (desde ya esto no es posible ni conveniente)
¿qué vemos? Quizás veríamos una matriz enorme de producción artística que
intenta sobrevivir, o reformularse, reinventarse, ¿interpelando lo más profundo
y arraigado de su quehacer? Si este momento es el acabose de las formas
anteriores, ¿quién armará esta matriz nuevamente?<o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">Escuché el otro
día, que hay o habrá, o en eso estamos, un cambio de paradigma en la actividad
teatral. ¿Ya está hecho? El cambio de paradigma, de existir, ¿implica o trae
consigo la conciencia de revisar las relaciones en las que producimos la actividad
artística? <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">La emergencia de
los sectores artísticos culturales es también la urgencia por desmantelar
aquellas formas de producir que nos impulsan a caer una y mil veces en sacos
rotos. Es la emergencia la que viene a recordarnos que lenguajes, poéticas y
otras yerbas son expresión viva y concreta de la cultura dominante de nuestra
época, y que no hay verso bonito que nos excluya de esta situación. <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">Es doloroso
escindir a nuestra tarea un momentito del aura que se le atribuye. Es
trabajoso, da un trabajo enorme reconocer nuestra precarización. Pero como dice
el dicho: cuando la viste, la viste. Sería de una necedad enorme apelar al más
siniestro de los <i>como sí.</i> Como si nada pasara o hubiera pasado. Que
después, pronto o más tarde los melones van y se acomodan solos. Volveremos a
las salas, a los ensayos, produciremos como antes, y nos veremos rojos de tanta
adrenalina cuando delante nuestro esté ese público que tanto, tanto queremos.
El Estado volverá a financiar un poquito y gracias a nuestras producciones,
compartiremos felices las miguitas o los pesos con lxs amigxs artistas. Siempre
agradecidxs porque al fin de cuentas amamos el arte. Cada quién a su manera,
retomará su paso habitual. Anhelamos eso. ¿Anhelamos eso? No lo sé. Porque
cuando la viste, la viste. Si anhelamos la vuelta a lo anterior, (creo que esto
no es posible) impasibles, podríamos afirmar que la emergencia es potestad de
lxs los mismos de siempre, y constatar que algunxs otros a veces la rozan de
cerquita y les da un susto. Un susto tremendo. Y así, mirando para otro lado
creemos que los dueños de la emergencia (no los dueños de la expresión de la
emergencia) se aferran a ella como si tal cosa. Avaros. <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">Interrumpo un
minuto: es que un hombre me trajo en moto dos milanesas, mientras me llamaban
para que recite un cuento. De habilidades, este mundo está lleno. <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">Prosigo. Estaba
desarmando la emergencia cultural y temo haberme quedado en el camino. Quizás
hay algo que subyace en todo esto. Quizás ni la cultura, ni las artes ni la
emergencia pertenecen a un mundo aparte, solito, cerrado. Quizás sea este el
momento y no otro el de comenzar a desenmarañar el amplio, diverso, plural,
infinito mundo en el que se teje la producción artística. Mundo que tal vez sea
bastante similar a otros mundos. Una desgracia. <span style="mso-spacerun: yes;"> </span><o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">La tarea que nos
demanda el momento excepcional que estamos viviendo no excluye la poesía ni la
belleza (cualquiera sea), por el contrario, seguramente trae consigo nuevos
mundos imaginarios, palabras nuevas o inventadas, sonidos indescifrables,
imágenes que pueden construirse sobre un mundo más justo. <o:p></o:p></font></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="font-size: 12pt; line-height: 150%;"><font face="arial">En el contexto de
pandemia, la cultura, que está en emergencia, ha puesto en relieve, creado, fortalecido
un sinfín organizaciones de la comunidad artística en donde trabajamos diariamente
con el fin de palear literalmente esta situación, de la que confiamos, pasará
más temprano que tarde. Cada vez es más cercana la idea de asumirnos
colectivamente como trabajadores y trabajadoras de las artes. El aliento es
mucho y como todo aliento precisa dirección. Me viene esta linda pregunta de B.
Brecht en su <i>Elogio a la dialéctica</i>, (que justo me digo), <i>¿cómo han
de contener al que ha tomado conciencia de su situación?</i> Y yo me pregunto,
nosotrxs, ¿qué haremos?</font><font face=""><o:p></o:p></font></span></p><div style="text-align: justify;"><br /></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-39229393006480988372020-07-09T08:27:00.002-07:002020-07-09T08:33:02.743-07:00Segundo documento (9 de julio de 2020)<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt;">LENGUAS EN MOVIMIENTO<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt;">HACIA UNA NUEVA INDEPENDENCIA:<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt;">ARGENTINA EN COMÚN<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></b><img border="0" data-original-height="500" data-original-width="728" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipPSzlWVwdDnKIsZmpesUHJd8aFsjAOFDvMBlhV8kcw6lqxK7OKFhSfBm-A3VBH6naoEk2UgeuHTEvpt55oFCVxHHHHXJf8NhD9RnahZZzvWJBWaj9LTDtfnN2NE9XblmjpwOfaDBWuuGf/w500-h344/comuna.jpg" style="text-align: left;" width="500" /></p><p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 17.12px; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Las lenguas de la emancipación</span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">La memoria del 9 de julio sigue siendo portadora de una fuerza fundamental
en la historia de nuestros pueblos. Es el momento de la Declaración de
Independencia, cuando nuestro país define formalmente la ruptura de los
vínculos de las Provincias Unidas del Río de la Plata con la corona española.
Ese gesto, que se aloja en la tradición revolucionaria, es de una magnitud
política mayor; implicó la emancipación del orden colonial, su profundo sentido
cultural se expresó en el carácter plurilingüe de la Declaración, redactada originalmente
en castellano, quechua y aimara. Este 9 de julio de 2020 es momento de avanzar
hacia una nueva Independencia. Una nueva independencia que pueda liberar a los
pueblos ya no de las viejas monarquías sino de las nuevas formas neocoloniales
de dominación contemporáneas -financieras, comunicacionales, judiciales- que
son todas ellas modos de dominio sobre los cuerpos y las lenguas. Esta segunda
Independencia encuentra al campo popular en una situación compleja y delicada.
En este instante de torbellino pandémico, en el cual una porción ampliamente
mayoritaria del pueblo argentino ha hecho propia la defensa de la vida
sintetizada en la cuarentena, la puesta de cuerpos militantes en la calle sería
una imprudencia vital. Por eso es necesaria la recreación de la idea de
movilización social bajo formas de cuidado. Cuando los cuerpos están recluidos,
deberán ser nuestras lenguas las que se pongan en movimiento vibrante,
militante, enérgicas, festivas, y puedan declarar firmemente la necesidad de
una Argentina popular, igualitaria, plebeya, asentada sobre un sistema de
bienes comunes y de justicia social, soberana, emancipada, antipatriarcal y
feminista, de identidades complejas, múltiples y abiertas. Una Argentina en
común.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">La
pandemia y los nombres<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">El modo de producción y consumo dominante tal como lo conocemos ha
producido la crisis del coronavirus. La pandemia mostró el tamaño de la
desigualdad entre los Estados, la extensión de la precariedad laboral y la
existencia de un conglomerado –político, empresarial, judicial y comunicacional–
que construye la vida de vastos sectores sociales como vida descartable. Por
otra parte, ha arrojado luz sobre la importancia de los Estados en tanto
garantes de los bienes públicos, al mismo tiempo que ha dado cuenta de su
precariedad, en parte como causa de las políticas neoliberales que los han vaciado
de recursos y de legitimidad para avanzar en las grandes transformaciones
colectivas que la sociedad necesita. En la actualidad nos encontramos
extendiendo los límites de una soberanía bajo las formas en que es requerida
como instrumento emancipatorio en el orden de lo alimentario, lo sanitario y
del conocimiento; pero, a la vez, como apuesta por una economía igualitaria en
un sistema de bienes comunes, que desborde la lógica en la que el
neoliberalismo sopesa el trazado de las nuevas divisorias sociales de las vidas
sacrificables.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Argentina está atravesada por una disputa <span style="color: black; mso-themecolor: text1;">política, que </span>es siempre una disputa por los
nombres: “Vicentin”, “expropiación”, “propiedad privada”, “soberanía
alimentaria”, “alimentación como derecho humano”, “libertad”, “república”, “democracia”.
Las cuestiones nominales y políticas en el fondo significan una disputa por la
renta, por el sentido de lo común y por los significados que le damos a la
palabra igualdad. Vicentin es el nombre infausto de la hora actual del país en un
conflicto que vuelve a poner a los sectores dominantes de la Argentina en
contra del pueblo. La iniciativa original del gobierno de presentar ante la Asamblea
Nacional Legislativa un proyecto de expropiación de la empresa Vicentin ha
tocado uno de los nervios más sensibles de la estructura económica y social
argentina. Su historia es larga y compleja y por lo tanto urge indagar en sus
capas más profundas.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b><span lang="" style="color: black; font-family: arial, sans-serif; font-size: 12pt; mso-themecolor: text1;">Vicentin: una
genealogía del capital agroexportador <o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">La historia de Vicentin es la historia del gran capital nacional en
la Argentina. Fundada en 1929, poco antes del inicio de la “década infame”, en
pleno <i style="mso-bidi-font-style: normal;">crack</i> del capitalismo, en los
comienzos de la Gran depresión económica mundial, se radicó en Avellaneda,
norte de la provincia de Santa Fe, como un comercio modesto de acopio y ramos
generales. Se desarrolló con el esfuerzo de pequeños productores nucleados en cooperativas
que depositaron en la empresa la confianza para la comercialización de granos.
La destrucción del modelo productivo orientado al mercado interno </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">de
un Estado de bienestar comenzado en 1946, </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">fue
horadando las bases productivas de la empresa hasta que en 1982 Cavallo
estatizó la deuda privada y 2 millones de dólares de deuda de Vicentin pasaron
a ser deuda del Estado. Durante esa última dictadura cívico-militar-eclesiástica
la historia política de Vicentin muestra su costado más oscuro por la desaparición
de 22 trabajadores, 14 de ellos delegados gremiales, difícil de consumar sin la
participación o el conocimiento de los directivos de la empresa.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="background: white; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">A lo
largo del siglo XX y los inicios del XXI Vicentin pluralizó y diversificó sus
rubros: en el desmonte del algodón, en la molienda de lino, maní, soja, girasol,
maíz, sorgo, en la producción y manufacturado de aceites, harinas, pellets, en
hilandería y tejeduría, como distribuidora de carne y productora de biodiesel y
bioetanol. </span><span lang="" style="border: 1pt none; color: black; font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-AR; padding: 0cm;">Desde mitad de la década de 1980 posee
una terminal de embarque propia (no es la única) en San Lorenzo, a orillas del
río Paraná, eje fluvial y mercantil vertebrador de la Argentina, pieza relevante
de cultura como ilustra la <i style="mso-bidi-font-style: normal;">Oda al
majestuoso río Paraná</i> de Manuel de Lavardén, en la que se prefigura el
propio nombre de la Argentina. Y más cerca nuestro, sin dudas, en la poesía de
Juan L. Ortiz que evoca el nombre de los Tupac, palabra de origen incaico que
aloja, en la profundidad de las aguas del río, la pluralidad y diversidad de
las lenguas que necesita la Argentina para ser nombrada.</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"> Trazada
esta genealogía, también Vicentin forma parte de la historia de nuestro país,
del río y en lo que concierne a su historia política, está ensamblada con
aquella de los grandes capitales nacionales, </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">construidos
a expensas de recursos públicos mientras se articula un mecanismo de evasión y
ocultamiento de ganancias. Vicentin condensa nudos históricos que van desde la
fundación de Avellaneda en 1879, las políticas migratorias que en esa región se
conocen bajo el nombre de “pampa gringa”, las de reparto de la propiedad de la
tierra, el exterminio y subordinación de las comunidades indígenas y la
colocación de Argentina en los mercados internacionales, hasta la alianza de
las oligarquías locales con el capital financiero y los ecos pasados y recientes
del golpismo agroexportador.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Durante el gobierno de Mauricio Macri, el patrimonio de Vicentin creció
exponencialmente. El Banco de la Nación Argentina, presidido por Javier
González Fraga, sólo a lo largo de 2019, le otorgó 24 créditos y 39 préstamos;
ya para junio de 2019 era la séptima empresa con mayor facturación en el país. </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">Sin
embargo, el destino de esa cuantiosa asistencia pública no fue a inversión
productiva ni a mejora de las condiciones de lxs trabajadorxs, sino a la volarización
del capital, el vaciamiento programado en complejas operaciones especulativas y
triangulaciones internacionales en las que Vicentin se constituyó en un actor
financiero destinado a la fuga de capitales. Una súbita declaración de cesación
de pagos que deja a la empresa inviable para recomenzar su actividad cuando
salta a la luz una estrategia de ocultamiento de activos y disminución de su
patrimonio, a la par de un proceso de extranjerización de la compañía que
extrema el predominio del capital transnacional en un mercado fuertemente
concentrado.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="" style="color: black; font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-themecolor: text1;">Expropiación: fronteras entre capitalismo, democracia,
Estado y nación <o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Las décadas de tartamudeo masivo de consignas neoliberales nos han
inducido a una asociación inmediata entre corrupción y política, entre estafa y
Estado. Es una urgente tarea política encontrar las palabras justas para nombrar
la corrupción estructural privada, que no es tan solo un delito contra la
propiedad sino contra los bienes públicos que sostienen la vida digna de
millones de compatriotas. En este sentido, Vicentin también representa un
símbolo inquietante del canibalismo del capital en su fase
financiera-especulativa: la degradación de la fertilidad de la tierra por el
monocultivo, la destrucción del medioambiente por la utilización intensiva de
agroquímicos, la precarización del trabajo agropecuario por el sojuzgamiento
gremial a manos del gran capital y, en un último gesto, la malversación del
crédito productivo en maniobras especulativas. Decimos “canibalismo” porque las
últimas décadas de Vicentin representan la voracidad del gran capital
especulativo, financiero y concentrado respecto de los propios medios de
producción que cualquier capitalismo requiere para su expansión productiva:
tierra, ambiente, trabajo y crédito. Por eso creemos que es momento de
recuperar la capacidad regulatoria pública en las actividades vinculadas al
complejo agroindustrial. En definitiva, el nombre Vicentin es una pregunta
urgente por el modelo de desarrollo, más aún en el contexto de descalabro
económico y social producido por la pandemia.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Hay sectores de la sociedad que han salido a boicotear la
cuarentena y a defender la empresa ante el temor al fantasma del comunismo o
del populismo, sin reconocer que su expropiación beneficiará los intereses y
deseos colectivos. Estas acciones nos obligan a pensar la naturaleza de las
contradicciones. Sin dudas, la cuestión acerca de por qué hay dominación y no
más bien libertad constituye el “núcleo duro” de la política que no debemos
dejar de desentrañar. ¿Cuáles son las fuerzas que nos pueden movilizar a
identificarnos con ciertas demandas que podrían ir en perjuicio de nuestras
vidas? Es aquí donde el viejo enigma de la servidumbre voluntaria -¿por qué muchas
veces se lucha por el sometimiento como si se estuviese luchando por la
libertad?- debe complementarse con una interrogación sobre los procesos de
sujeción y subjetivación. Porque siempre hay posibilidad para la política. Hay
política y no simple dominación cada vez que logramos interrogarnos por la
posibilidad de un orden social más justo y hacemos de ello una lucha por lo
común. La colonización del Estado por las grandes corporaciones económicas
tiene un correlato en la colonización de los sentidos y las conciencias por un
individualismo posesivo en el que emerge la falsa discusión en torno a la
propiedad privada. ¿Acaso no ha sido la misma Vicentin la que ha puesto en
cuestión la propiedad de los pequeños productores, cooperativas, trabajadores,
bancos públicos? <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Somos conscientes de la deslegitimación que ha sufrido el Estado en
estas décadas de monolingüismo neoliberal, resistido por cierto por la
organización de la clase trabajadora. Somos conscientes también de las propias
dificultades de gestión de un Estado desfinanciado en un marco de ineficacia
legal afectado por los efectos de la prédica neoliberal y del desmantelamiento
que en su nombre se le perpetró. Pero el Estado es también campo de lucha por
el sentido común. Por eso acompañamos la idea de expropiación como una forma de
impulsar lo público, esto es, de volver a vincular a los productores
cooperativos con la tierra y los productos de su trabajo; como una oportunidad de
rediscutir la relación entre exportación de materias primas, agroindustria,
sustentabilidad ambiental y modelo de desarrollo nacional. Expropiar no es
poner un bien a disposición de una corporación sino al servicio de una
comunidad de productorxs y ciudadanxs. No de élites y burocracias.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">La intervención de Vicentin y su constitución en una institución
público-estatal </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">a través de su posterior expropiación </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">abre una
discusión acerca de los sentidos de la democracia. Permitiría que el Estado
pueda intervenir en un mercado tan concentrado y sensible como el de la producción
de alimentos, promoviendo el derecho a la alimentación y la soberanía
alimentaria. Posibilitaría tener un mayor control fiscal tributario sobre las
divisas y sobre los puertos, esto es, sobre la riqueza que entra y sale de la
Argentina. Inauguraría una interesantísima y postergada discusión acerca del
modelo dominante del agronegocio; importante no solo para la Argentina sino
para el mundo. A la inversa, si Vicentin no se transforma en patrimonio común y
no se avanza en la dirección de un mayor control público de los grandes
capitales que expolian la renta nacional, el Estado –fragilizado por el
macrismo– quedará, entre otras consideraciones, con menos recursos para avanzar
hacia una mayor distribución de la riqueza. En este sentido, expropiar Vicentin
implicaría un movimiento, hacia la igualdad y la justicia social. Un leve pero
fundamental movimiento hacia lo que toda “gran tradición” de pensamiento
político democrático, nacional, popular y republicano concibió como fundamento
de toda comunidad organizada: el cuidado de la cosa pública, de la riqueza
comunal que produce y de la cual depende. Expropiar tiene el sentido de un paso
inicial hacia una ciudadanía que garantice la participación en la herencia
común para todxs, de manera de reconocernos lxs unxs a lxs otrxs en nuestras
diferencias indeclinables como vidas dignas de ser vividas, en lugar de
temernos como amenazas; para poder quebrar esa obsesión por el miedo al otrx que
la derecha ha cultivado desde siempre. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Cuidar la democracia entre todxs <o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Entre las reacciones a la propuesta del gobierno preocupa la
bravata secesionista proferida por un alto dirigente opositor y ex gobernador
de Mendoza. La declaración es funcional a un capitalismo contemporáneo
arrasador de la soberanía a través de políticas que vinculan economías de
enclave o regiones pasibles de extracción intensiva de recursos naturales con
el gran capital financiero global. Esa operación suprime de hecho la regulación
legal que el Estado de Derecho impone para representar la soberanía popular y
garantizar los derechos de lxs ciudadanxs. La “gran prensa” calibró las
declaraciones del ex gobernador de una manera curiosa. Se intentó auscultar en
el reclamo un efecto demostrativo –en las élites locales– de los procesos
separatistas en la Comunidad Europea, desde los movimientos autonomistas en
España hasta el Brexit. Esa perspectiva resuena en los discursos que se
escucharon en las movilizaciones de Avellaneda en defensa de Vicentin, en la
construcción mediática del “cordobecismo” y en esta suerte
de “MendoExit” que pone en cuestión la propia integración nacional.
Contrariamente a este imaginario globalizador antiestatista, en nuestra región
los espasmos autonomistas vienen indefectiblemente a detener los procesos democráticos
populares legítimos. Un caso emblemático en este sentido es el de la
insurrección de “la media luna” en Bolivia. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Bajo el nombre de macrismo se indica una identidad política capaz
de activar –incluso hoy– un conjunto de aparatos biopolíticos, tecnológicos,
jurídicos, financieros y comunicacionales que son de orden nacional y global.
En el vecino Brasil –laboratorio social y político de características fascistas
y ultraneoliberales– el macrismo pasa a llamarse <i style="mso-bidi-font-style: normal;">bolsonarización</i> de la vida. La destrucción política, cultural,
económica que el macrismo ha llevado a cabo en cuatro años no tiene antecedentes
en la historia de la posdictadura. Ese conjunto de aparatos hoy (ab)usa la
cuestión Vicentin para ocultar una trama desatada durante su gobierno. Se trata
de las escuchas (i)legales cambiemitas, activadas contra opositores políticos,
científicxs, académicxs, intelectualxs, obispos, que auscultaban también a
cuadros políticos propios y propagandistas ideológicos regimentados en su
matriz de poder. Las escuchas activadas por la AFI y aquellas llevadas a cabo para
sobrevigilar a presos políticos y empresarios son escuchas <i style="mso-bidi-font-style: normal;">(i)legales</i>. Ilegales porque responden a la lógica de la
inteligencia interior con fines privados –en beneficio de una facción
política–, perpetradas por agentes al servicio del Estado nacional. Esa forma
de acción que se sitúa en un umbral de indistinción entre lo legal y lo ilegal
responde a la lógica de un orden mafioso. En efecto, e</span><span lang="" style="color: black; font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman";">stamos frente a una manifestación
mafiosa del </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">doble Estado oculto enquistado en las fisuras
del Estado de derecho. Ese doble Estado oculto es una suerte de conjura secreta
que cuando se anuda con los tejidos vivos y activos de la legalidad
institucional crea fricciones con el poder constituido y genera
para-estatalidad, para-economía, para-legalidad. Usar bienes del Estado en
beneficio particular –a disposición de una facción política– es un delito que
debe ser perseguido por el Estado de derecho, atacado en su justa iniciativa
por la intervención y eventual expropiación de Vicentin. Es imperiosa la
existencia de una oposición responsable y democrática, que aun con diferencias
sustanciales, prevalezca frente a los sectores más reaccionarios. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Hacia una nueva Independencia: Argentina en
común <o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">La cultura dominante, sobre todo en contextos de monolingüismo
global, oscurece y abandona a su suerte la riqueza, la diversidad y complejidad
de las lenguas argentinas, tanto en lo que atañe a las variedades de nuestro
español, sus rasgos regionales, inmigratorios, de mixtura y frontera
latinoamericana, como a la presencia viva de las lenguas de pueblos y comunidades
indígenas. Las lenguas quechuas, las tupí-guaraníes, las mapuche, el aimara, las
mataco, el wichi, el qom, el mocoví, forman conjuntos de una economía
lingüística en la que se inscriben tradiciones, miradas y legados culturales de
extraordinaria significación. Se hablan en el país más de 15 lenguas, tanto en
territorios específicos como en grandes conglomerados y periferias urbanas;
excepto por las provincias de Corrientes que en 2004 estableció la
cooficialidad del guaraní, <span style="mso-spacerun: yes;"> </span>Chaco, que
dio rango oficial al qom, el wichi y el mocoví en 2010 y Santiago del Estero
que incorporó en su Constitución provincial un artículo en defensa y cuidado
del quichua, sigue pendiente en Argentina la discusión sobre el carácter
multicultural y plurilingüístico de su composición nacional. Esas lenguas, iluminadas
en los procesos independentistas, quedaron sin embargo sepultadas en los
enfrentamientos que dieron lugar a la construcción liberal del Estado, y más
tarde en la genealogía y las prácticas de los saberes y disciplinas
etnográficas de corte europeísta que las concibieron como parte de un mundo
muerto. Un gobierno como el del <i>Frente de Todxs</i>, que vuelve a asumir una
interrogación por lo nacional, por la convergencia y unidad latinoamericana,
está en condiciones de abrir una crucial deliberación democrática acerca de lo
que en esas lenguas, y con ellas, se expresa como causa histórica, de
afirmación de identidades complejas, múltiples y abiertas.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Las sociedades latinoamericanas comenzaron el siglo XXI con una
fuerte impugnación del modelo neoliberal y con una rediscusión del espacio de
experiencias y el horizonte de esperanzas. Este proceso político
latinoamericano de gobiernos populares y democratización social, interrumpido
por el giro a la derecha de los últimos años que incluyó seis golpes de Estado,
ha ido en sentido contrario al separatismo y la fragmentación regional; y
deberá encarar ahora el problema central de la inclusión en la diversidad de
las lenguas, los géneros, las clases y las identidades etnorraciales. La
interseccionalidad democrática resulta impensable sin Estado de derecho y
comunidad política nacional.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Hay un nervio democrático que vincula la expropiación de Vicentin
con el problema urgente de cumplir con la política sanitaria del gobierno
frente a la pandemia. En condiciones donde la vida está en juego, cuidar las medidas
de aislamiento social preventivo y obligatorio, como así también las
condiciones que hacen posible la cuarentena, se ha vuelto una cuestión política
de primerísimo orden. Entendemos que la expropiación de Vicentin junto con una
gran discusión sobre el impuesto a las grandes riquezas, la soberanía
alimentaria y la renta básica universal, constituyen algunos de los
instrumentos que permitirían la sostenibilidad de millones de vidas. Lxs
argentinxs sabemos por nuestra historia reciente qué significa vivir en
democracia: principio ineludible de preservación de la vida de todxs en
condiciones de libertad, igualdad y respeto de la soberanía popular.<o:p></o:p></span></p><br />Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-35914139951601674092020-07-08T13:37:00.007-07:002020-07-08T14:30:32.243-07:00Gran encuentro "Hacia una nueva Independencia"<div><br /></div><div><img height="400" 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" width="400" /></div><div><font color="#b51200" face="arial" size="5"><br /></font></div><div><font color="#b51200" face="arial" size="5"><br /></font></div><div><font color="#b51200" face="arial" size="5">Acceso a Sala de Teleconferencia a través de enlace: </font></div><div><font color="#b51200" face="arial" size="5"><br /></font></div><div><font color="#b51200" face="arial" size="5">https://zoom.us/j/97575630688?pwd=dFB2cmNJRmFRWDBHNEYzY2VSZ1BIQT09</font></div><div><font color="#b51200" face="arial" size="5"><br /></font></div><div><font face="arial" size="5">Transmisión en vivo por Facebook Comuna Argentina</font></div><div><font color="#b51200" face="arial" size="5"><br /></font></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-52424811923708572222020-07-05T07:37:00.003-07:002020-07-05T07:43:40.849-07:00Vicentin y las auscultaciones mafiosas<span style="font-family: arial;">En este artículo Rocco Carbone muestra como la indignación de la derecha ante la intervención y expropiación de Vicentín pretende tapar no simplemente el impacto de las escuchas y espionajes que todos los días salen a la luz con develaciones insospechadas, sino que se propone ocultar la trama del Estado mafioso que se puso en funcionamiento durante los cuatro años de gobierno de la Alianza Cambiemos. </span><br />
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<span style="font-family: arial;"><a href="https://lateclaenerevista.com/vicentin-y-las-auscultaciones-mafiosas-por-rocco-carbone/?fbclid=IwAR0vWHA_PRui54bYgf3Xt9IwL5XZvcOYMUX-MuftqpFGRA8bZtYwZ8a0Mlk"><span style="color: #b51200;">Vicentín y las auscultaciones mafiosas</span></a></span><br />
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Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-76183770381761285562020-06-19T13:55:00.004-07:002020-07-08T13:02:58.140-07:00Manifiesto Liminar<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-indent: 35.4pt;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 14pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Manifiesto liminar para una Nueva Imaginación
Democrática<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Crisis</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;">El
contexto global de la pandemia es el de la continuidad de la mayor crisis de la
historia del capitalismo. Pone al desnudo las relaciones de producción y
compromete las relaciones entre trabajo y capital. En ella perduran aspectos
financieros, energéticos, culturales y económicos. Sus manifestaciones emergen
en términos humanitarios, ambientales y alimentarios. Constituyen una gran y
única crisis, sobredeterminante: la crisis civilizatoria del capitalismo, un
proceso en el cual el sistema, aunque busque disimularlo enfrenta una vasta
decadencia. </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Esta crisis
es fundamentalmente política en el sentido más hondo de su expresión: está en
juego tanto nuestra condición humana como la tierra y el mundo que habitamos, y
exige los mayores esfuerzos teóricos y políticos por comprender la naturaleza
de lo que acontece y esbozar estrategias para el mundo que viene. Sin dudas, la
preocupación por la preservación de la vida y el cuidado del mundo común son
los dos grandes temas que recorren la historia de la humanidad desde sus
comienzos. Los derechos y las libertades que los seres humanos hemos alcanzado
son obra de la política: de las luchas políticas y sociales que hombres,
mujeres y subjetividades diversas hemos llevado adelante a lo largo de la
historia. Desde fines de los años 70 y comienzos de los 80, el neoliberalismo
se ha instalado como recomposición de un modelo consensual societario y de
organización del poder. Y bajo formas más o menos violentas minó todo proyecto
social alternativo. Creemos necesario y urgente abrir entonces un espacio de
discusión democrática sobre los grandes dramas que atraviesan la Argentina: la
cuestión de la deuda; la precarización laboral, el futuro del trabajo y de los
y las trabajadoras; los modos de producción y consumo dominante; la necesidad
de constitución de un sistema de bienes comunes; la educación pública, las
ciencias y las artes; las desigualdades de clase, raza, etnia, género, geográficas,
entre otras.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";">Imaginación democrática</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";">Necesitamos una nueva imaginación democrática, que será
t</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD;">eoría y movimiento. S</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">ostenemos los valores de la
democracia en tanto poder del pueblo. Por eso decimos que democracia y
neoliberalismo son incompatibles. Porque son, precisamente, los valores,
culturas, instituciones y prácticas democráticas las que están siendo destruidas
por la neoliberalización del mundo que convierte todos los ámbitos de la vida
en mercancía. </span><span style="font-family: arial, sans-serif; font-size: 12pt;">El
capitalismo es desigualdad, desesperación, hambre, explotación y muerte.
Expresiones verificables en la vida material del ser. </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Por eso instamos a una mayor
democratización, que es una radicalización de la democracia. </span><span style="font-family: arial, sans-serif; font-size: 12pt;">Democracia <i style="mso-bidi-font-style: normal;">radical</i> significa igualdad, libertad,
felicidad, relaciones armónicas con la naturaleza y la comunidad, el quiebre
definitivo de las explotaciones. </span><span style="font-family: arial, sans-serif; font-size: 12pt; mso-fareast-font-family: Batang; mso-fareast-language: AR-SA;">Por eso apelamos a una </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">profundización de la democracia. </span><span style="font-family: arial, sans-serif; font-size: 12pt;">En la democracia <i style="mso-bidi-font-style: normal;">radical</i> el pueblo participa, administra,
decide, encuentra su praxis correspondiente, y en clases sociales convergentes
en un conjunto social abigarrado y plural el elemento activo de su
emancipación. Abogamos por </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">una democracia libertaria, social, plebeya,
plurinacional, republicana, hospitalaria, plural, feminista y antipatriarcal. </span><span style="font-family: arial, sans-serif; font-size: 12pt; mso-fareast-font-family: Batang; mso-fareast-language: AR-SA;">Contra el “discurso neoliberal” que reserva
la política a la clase dominante, democracia es la forma de sociedad en la que
cualquiera puede hacer política y elegir libremente su forma de vida, y en la
que los referentes sociales surgen desde una raíz popular, emergentes de luchas
sociales y de resistencias a la injusticia. </span><i style="mso-bidi-font-style: normal;"><span style="font-family: arial, sans-serif; font-size: 12pt;">Cualquiera</span></i><span style="font-family: arial, sans-serif; font-size: 12pt;"> es más un conjunto
social con conciencia que un mero individuo: </span><span style="font-family: arial, sans-serif; font-size: 12pt; mso-fareast-font-family: Batang; mso-fareast-language: AR-SA;">una fuerza</span><span style="font-family: arial, sans-serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">
dinámica de transformación social, atravesado por las borrascas de la historia
popular, atento a las diversidades genéricas, habitado por las enseñanzas de
los feminismos y los movimientos sociales, que ha hecho propias las formas
descolonizadoras, antirraciales y antiesclavistas, que sabe de los cuidados
necesarios para la ecología, que recuerda palmariamente que habitamos un
continente que es también indígena y campesino, signo de Nuestra América
mestiza. Un conjunto social que haga valer sus intereses comunes y en el cual
se pueda sintetizar la sociedad civil de la época post pandémica. Momento de
síntesis de las grandes mayorías, que se mueve en el interés y el deseo de las
grandes mayorías. Llamamos a la constitución de un “nuevo bloque histórico” en
la lucha por la democracia como autogobierno del pueblo.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Estado</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Es tarea democrática la reconstrucción del Estado y la
nación sobre la base de un nuevo humanismo crítico. Se precisa un nuevo Estado
que no puede ser sin una “nueva teoría del Estado”. Que pueda recuperar su
autonomía ante poderes económicos y políticos que –tal como aconteció con el
gobierno de la Alianza Cambiemos– buscan colonizarlo e instrumentalizarlo en
tanto gestor de sus intereses. Con capacidad de intervención en el cuidado y
preservación de la vida de todos los seres que lo componen, pero también que
pueda ser atravesado por las fuerzas más vitales y democráticas de la sociedad.
Esto es: un Estado que pueda devenir plebeyo. </span><span style="font-family: arial, sans-serif; font-size: 12pt;">Su <i style="mso-bidi-font-style: normal;">fuerza</i>
deberá corresponderse necesariamente con una nueva energía popular, aplicada
menos a la salvación de los bancos, de las grandes empresas nacionales –pero de
características transnacionales–, y al fortalecimiento de su poder de control
que a una expansión e intensificación de lo público. Esa energía vitalista,
creemos, debe expresarse en la justa ponderación de los bienes sociales. El nuevo
Estado nace de la imaginación crítica de la comprensión capitalista de la vida
para apelar a una refundación de nuevas formas de vida libres e igualitarias. Es
en la comunalidad de los bienes, cuando son sociales, el lugar donde se sostiene
la libre-igualdad.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Economía</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Frente al falso dilema “vida” o “economía”, planteado
por los representantes del poder económico concentrado y del pensamiento
neoliberal, surge la necesidad vital de transformar el modo de organización de
la economía, que es un modo de organizar la riqueza siempre común que produce
toda sociedad y de la cual depende. El capitalismo es una máquina de guerra que
funciona a través de la explotación, la desposesión y la concentración de la
riqueza en pocas manos, sustrayendo tierras, bienes, conocimientos, vidas y
cuerpos, al mismo tiempo que produce otros cuerpos abyectos, vidas y formas de
vida desechables. Una economía igualitaria no será una economía de la escasez
sino una economía de la abundancia, <i style="mso-bidi-font-style: normal;">vitalista</i>,
tal como ha quedado plasmado en las más altas expresiones de la crítica de la
economía política. El orden neoliberal se despliega como gestión de la escasez
y la miseria planificada, puesto que arroja a tres cuartas partes de la
población mundial a condiciones de precariedad absoluta. Aún no sabemos el
nombre que deberá tener esa “nueva economía”: economía social, solidaria,
humanista o de bienes comunes son, sin dudas, algunos de los nombres que
deberán surgir de una gran conversación colectiva. Pero seguro no deberá ser ya
una economía de explotación y dominio al servicio del gran capital, sino una
economía al servicio de la vida, de la sociedad y de la nación. </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";">V</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD;">alorizante
de los bienes sociales/comunes indispensables para crear vida humana. Contraria
a la economía política neoliberal y a sus ilusiones de armonía entre los
agentes económicos. Contraria a la sociedad como sociedad de meros comerciantes.
Una economía que pueda concebir la salud, la educación (funcional al sistema
capitalista y paradójicamente capaz de formar sujetos críticos respecto de ese
mismo sistema), el trabajo digno, el hábitat y la vivienda, los bienes culturales,
la alimentación y el cuidado de la naturaleza como derechos humanos
fundamentales.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: arial, sans-serif; font-size: 12pt;">Patria grande</span></i><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;">Argentina
es un país en disputa. Entre una clase dominante carente de proyecto nacional
para las grandes mayorías, pero con capacidad de interpelación
político-comunicacional y apoyo de los países centrales; y un bloque social
heterogéneo que aún debe configurarse como bloque político con un proyecto
cultural verdaderamente democrático. En términos generales, las élites
latinoamericanas se han distraído respecto de ese rumbo histórico vigente entre
la segunda posguerra y la década de 1970, que sintetizaba una aspiración de
desarrollo, autonomía y progreso. Han declinado también una lectura propia del
orden mundial, de sus propios intereses y naturalizaron la colonización
intelectual de los Estados Unidos con sus fundaciones, ONGs y tanques de
pensamiento. A la dependencia de nuestra región se le sumó la super-dependencia
financiera y la abdicación ideológica del alto empresariado “latinoamericano”
frente a la globalización neoliberal. El proceso de deterioro cultural de
Brasil y la extranjerización/reprimarización de su economía son un síntoma del
estado de postración de nuestra región y del grado de derrota estratégica de la
burguesía latinoamericana, subordinada culturalmente a los lineamientos del
orden global. Brasil sintetiza el fracaso de la modernidad capitalista latinoamericana
y marca un cierre de época. De forma sistemática, la globalización neoliberal
concentra la riqueza en reducidos estratos de la población mundial.
Complementariamente, produce frustraciones y tensiones para las grandes
mayorías populares. Su operatoria tiende a desarticular las características de
nuestras sociedades: los logros en materia de cohesión social, las capacidades
inmanentes para imaginar un futuro atractivo, los saberes productivos y
tecnológicos, los poderes de un Estado con sus herramientas de intervención y
regulación. La inserción latinoamericana –fallida– en el proceso de
globalización degradó a las clases populares y alienó cultural y socialmente a
las clases medias. La falta de compromiso con el destino nacional de la elite
económica y social permeó también a sectores medios subordinados
ideológicamente. El límite del proyecto de la derecha es la incapacidad del
empresariado local para sostener un proyecto democrático y de inclusión. El
neoliberalismo vernáculo ha demostrado ser incapaz de concretar políticamente
lo que ofrece como discurso (con el cual seduce a vastos sectores). Frente a
esta escena, la nueva imaginación democrática debe concentrar su energía para
elaborar una situación inaugural: el proyecto emancipatorio de la Patria
Grande. Fuerza latente que tiene la capacidad de consolidarse, apelando a un
pensamiento rigurosamente alternativo al orden dominante, con organización intelectual,
política y comunicacional, por medio de la elaboración de un discurso público que
sea expresión de clases convergentes en un conjunto social abigarrado.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i><span style="font-family: arial, sans-serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Libertad<o:p></o:p></span></i></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i><span style="font-family: arial, sans-serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman";"><o:p> </o:p></span></i></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic;">La
cuarentena no es solo una de las formas de las políticas sociales de urgencia.
Es una forma de resguardar la libertad sustantiva en nombre de restringir
provisoriamente los movimientos que ahora conducen al contagio y pueden
provocar la muerte. Por lo tanto, la libertad no solo consiste en la superficie
de nuestros movimientos puestos en peligro por el solo hecho de que se
realicen, sino de no hacerlos para resguardar nuestra propia libertad y la de
los otros. Es la libertad comunitaria que limita por libre decisión una parte
de sus movimientos para resguardar la libertad esencial de vida completa de un
vasto conjunto humano. La arcaica forma del pensamiento interpreta la libertad
como si fuera una cápsula privativa adquirida como un privilegio que desconocemos,
pero que al serlo, restringe libertades concretas de una parte sensible del
resto de la población. Quieren hacer añicos la cuarentena llamando a una
productividad que no es otra cosa que la libertad de mercado que desequilibra
todo el resto de las libertadas, jerarquizándolas para unos y reduciéndolas
para la mayoría. Lo que implica una grave decisión de desconocer las
inevitables medidas de aislamiento en ámbitos poblacionales muy expuestos al
contagio. Las personas libres somos las que reconocemos esta paradoja, se evita
la circulación contaminante que no es libertad sino su pérdida futura, para
proteger la vida que es el basamento efectivo de toda libertad autoconsciente y
de toda plenitud circulatoria futura. Los factores de poder dominante que
atacan la decisión de la cuarentena desde una suerte de libertad enclaustrada,
ciegamente movidos por un drama universal que no comprenden, no saben que la
libertad primera es la que parte de pensar la vida no como una inversión
probabilística de los muertos que ya estarían contemplados en la cuota
estadística que tienen en mente las grandes corporaciones financieras. Son
quienes alegan la vuelta de una economía compulsiva que siempre tuvo en claro
que debía presupuestar previamente las muertes necesarias que las estadísticas
empresariales dictaminaban como imprescindibles para poner en marcha los
sistemas productivistas de la racionalidad instrumental. La cuarentena, en
cambio, está regulada y pensada como forma de despejar los oscuros obstáculos
que hay ahora sobre nuestras vidas y por lo tanto sobre nuestra libertad. Es la
única forma de impedir sin sofismas un desmoronamiento del trabajo, lo que
nunca ellos protegieron y los que con sus maniobras corporativas en realidad
siempre lo coartaron o despreciaron.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Latinoamericanismo</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Los grandes momentos en la construcción del
pensamiento social crítico latinoamericano –la teoría de la dependencia, la
filosofía de la liberación, la pedagogía del oprimido, la investigación acción
participativa, la teología de la liberación, el indigenismo, la negritud, la
experiencia del grupo Comuna en Bolivia– expresan su potencia y también sus
límites frente a las actuales circunstancias. Por eso convocamos a un “Nuevo
latinoamericanismo” que recupere las mejores expresiones culturales, estéticas,
filosóficas, económicas, científicas y tecnológicas de Nuestra América, como
así también la de nuestras grandes tradiciones políticas y de luchas populares:
indígenas, democrático-liberales, socialistas, nacional-populares, feministas,
ambientalistas y las de un sindicalismo de base y democrático. </span><span style="font-family: arial, sans-serif; font-size: 12pt;">Decir Nuestra América
es nombrar también una nueva forma del internacionalismo, </span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">entendido como espacio de diálogo e
integración entre los distintos movimientos y fuerzas del mundo que hablan la
lengua común de la emancipación. América Latina es hoy un territorio de/en
disputa: la vuelta de golpes de Estado, la presencia de derechas falsamente
democráticas y el surgimiento de neofascismos han puesto a la región en uno de
los momentos más dramáticos de su historia. Pero en nosotros habita una
experiencia: la de América Latina de comienzos de siglo XXI convertida en un
riquísimo laboratorio de experimentación democrática. Reivindicamos los
gobiernos populares que han generado una serie de transformaciones
fundamentales. Esas experiencias, unidas a la resistencia al neoliberalismo,
constituyen el horizonte de nuestras luch</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman";">as futuras. I</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-TRAD;">maginación </span><span style="font-family: arial, sans-serif; font-size: 12pt;">democrática
<i>latinoamericana</i>, en cada latitud del continente, significa establecer
alianzas estratégicas en contra de la reacción conservadora y en favor de una
democracia –más intensa y más extensa– con organizaciones sociales, políticas,
culturales, gremiales, hermanas de espíritu igualitario.</span><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Chispa</span></i><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";">Las revoluciones pertenecen a la historia y al
presente de lucha de los pueblos. Nos reconocemos herederos de los grandes
movimientos populares cuyas ideas de “libertad”, “igualdad”, “fraternidad”,
“solidaridad”, “emancipación”, “liberación” “justicia social” nos constituyen
en tanto sujetos políticos. Hacemos propias las luchas antipatriarcales y la
necesidad del cuidado del ambiente, que urgen en nuestro tiempo y marcan el
signo de los movimientos populares contemporáneos. Las condiciones para la
transformación del mundo en un sentido democrático radican, por un lado, en la
conformación de una razón crítica de todas y cada una de las formas de
dominación y explotación (comenzando por el capitalismo, el colonialismo y el
patriarcado); por otro, en la constitución de un sujeto político colectivo
necesariamente heterogéneo y plural para que pueda llevar adelante esas
transformaciones necesarias. Son tiempos difíciles, y aun así, promisorios: nos
enfrentamos a nuevos peligros que son nuevas dominaciones; pero también sabemos
que surgirán nuevas luchas. Algunas las impulsaremos, otras las acompañaremos.
Asumimos el desafío de la unidad en la diversidad y de la reflexión colectiva. Por
eso convocamos a quienes nos sentimos parte del <i>Frente de Todxs</i>, como a
todas las fuerzas democráticas y populares, a trabajar por la construcción de
un gran movimiento por la democratización de nuestras naciones. Estamos ante
“nuevos tiempos”, su devenir dependerá de nuestra capacidad de encontrar nuevas
formas de imaginación democrática: actos creativos desatados de una voluntad
masiva de lucha y de la racionalidad reflexiva.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: arial, sans-serif; font-size: 12pt; mso-ansi-language: ES-CR; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-family: arial, sans-serif; font-size: 12pt;">Comuna Argentina</span></i><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;">Nuestro
nombre. Ligazón entre la sociedad civil, el ala del conflicto, y el Estado. Una
construcción social-corporal de conocimientos teóricos y prácticos,
experiencias comunes, de invención, de afectos y de acción social. Espacio de
reflexión, debate y organización del actor social popular, sujeto que sintetiza
la energía capaz de declinar la dominación retrógrada del orden neoliberal y
postular un nuevo orden social alternativo.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="background-color: #f4f4f4; font-family: "Open Sans", sans-serif; font-size: 16px; text-align: left;">Firmas: Dora BARRANCOS, Jorge ALEMÁN, Mercedes BARROS, Ricardo ARONSKIND, Patricia BERROTARÁN, Alejandro AUAT, Paula BIGLIERI, Luis BLENGINO, Ivana BRIGHENTI, Atilio BORÓN, Luciana CADAHIA, Rocco CARBONE, Stella CALLONI, Diego CONNO, María Cintia CARAM, Américo CRISTÓFALO, Sandra CARLI, Alberto FILIPPI, Tania CAPUTO, Ricardo FORSTER, Silvana CAROZZI, Juan José GIANI, Virginia CARRANZA, Jorge GIGENAS, María José CISNEROS TORRES, Horacio GONZÁLEZ, Gloria DE LA VEGA, José JATUFF, Gloria ELIAS, Noé JITRIK, Patricia FUNES, Alejandro KAUFMAN, Mario PECHENY, Alberto KORNBLIHTT, Julieta GRINSPAN, Germán LIMA QUINTANA, Carolina GUEVARA, Oscar MADOERY, , Federico MONTERO, Yanina JOTAYAN, Federico OVEJERO, Ángela LERENA, Adrián PAENZA, Dolores MARCOS, Rafael PAZ, Alexia MASSHOLDER, Víctor PENCHASZADEH, Araceli MATUS, Germán PÉREZ, María Cecilia MÍGUEZ, Christian POLI, Silvia MORÓN, Hernán RANDI, Natalia ORTIZ MALDONADO, Mario RAPOPORT, María Inés PERALTA, Guillermo RICCA, Gloria PERELLÓ, Luis RODEIRO, Romina PEREYRA, Marcelo F. RODRÍGUEZ, Ana María RAMB, Gustavo RUGGIERO, María Seoane, Mariana SZRETTER, Alejandro RUIDREJO, Mariana VÁZQUEZ, Raúl SERRANO, Cinthia WANSCHELBAUM, Sebastián TORRES, Gastón VARESI, Guillermo VEGA, Carlos VILAS, Raúl ZAFFARONI.</span></p><div><span style="background-color: #f4f4f4; font-family: "Open Sans", sans-serif; font-size: 16px; text-align: left;"><br /></span></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-47498903525751128342020-06-19T13:49:00.009-07:002020-07-08T12:55:19.558-07:00Adhesiones al Manifiesto liminar<font face="arial">Más de 700 firmas adhirieron al Manifiesto Liminar de Comuna Argentina, al poco tiempo de su publicación. Aquí compartimos la noticia </font><div><font color="#b51200" face="arial"><br /><a href="https://www.pagina12.com.ar/273641-mas-de-700-adhesiones-al-manifiesto-de-comuna-argentina"><font color="#b51200">Adhesiones a Manifiesto Comuna Argentina</font></a></font><br /></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-65814218248593533762020-06-19T12:59:00.010-07:002020-07-02T06:40:16.583-07:00Expropiación y comuna<div><br /></div><div><br /></div><font face="arial">Alejandro Ruidrejo reflexiona en clave genealógica sobre Vicentin y sus relaciones con las comunidades circundantes, el Estado, el neoliberalismo:</font><div><font face="arial"><br /></font><div><font face="arial">"<span style="background-color: white; color: #222222; font-size: 15px; text-align: justify;">En medio de ese proceso de hegemonización del pensamiento económico, en el Departamento San Lorenzo de la provincia de Santa Fe, bajo el influjo de la recuperación democrática y con la voluntad de repensar el pasado reciente, en 1986, la Comuna de Puerto San Martín, como emergente de la experiencia editorial de los “Cuadernos de la Comuna”, reunió a un conjunto de intelectuales que, desde un amplio arco de tradiciones políticas que iban desde el peronismo hasta el socialismo y el liberalismo, buscaron pensar la Argentina en el marco de un congreso de filosofía, en cuyo discurso inaugural se decía: “Así nació la presente convocatoria. Desde el pueblo mismo. Desde una pequeña comuna, cuyos habitantes conocen las dos caras de la realidad argentina. Lo que queda de la Argentina rica, industrial y exportadora de alimentos y lo que avanza de la Argentina pobre, doliente y marginal. Tal vez por eso y porque el pueblo guarda la esperanza, sintió la necesidad de llamar a sus filósofos.”</span></font></div><div><span style="background-color: white; font-size: 15px; text-align: justify;"><a href="http://www.cuarto.com.ar/expropiacion-y-comuna-pensar-el-caso-vicentin-desde-salta/"><font color="#b51200" face="arial">Expropiación y comuna</font></a><br /></span></div></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0tag:blogger.com,1999:blog-5018151258627167987.post-73508283691798698472020-06-19T12:46:00.009-07:002020-07-02T06:42:00.769-07:00Oda al Paraná<font face="arial">Horacio Gonzalez rememora el poema de Lavardén sobre el Paraná, para trazar una huella entre la majestuosidad de aquel río y los intereses que se juegan en este tiempo. </font><div>"<span style="background-color: #f4f4f4; font-family: "open sans", sans-serif; font-size: 16px;">Dos siglos y veinte años después, </span><span style="background-color: #f4f4f4; box-sizing: inherit; font-family: "open sans", sans-serif; font-size: 16px; font-weight: 700; line-height: inherit;">el Río Sagrado se ve con sus orillas ceñidas por sospechosos puertos privados, sus frutos incautados por los torniquetes severos de la economía internacional, las ciudades pequeñas de sus márgenes dirigidas por empresas transnacionales que condicionan el comercio exterior argentino y dan órdenes a jueces e intendentes.</span><span style="background-color: #f4f4f4; font-family: "open sans", sans-serif; font-size: 16px;"> Cuando Lavardén dice “ninfas argentinas” se siente que una diosa recibe el aliento del río, es Ceres, la señora de la agricultura. Pero más sorprendente, es oírlo a Lavardén pronunciar la palabra aceites. “Elevas los extractos de fecundos aceites”. Fantasmal poeta, ya que anticipaste tanto, te preguntamos </span><span style="background-color: #f4f4f4; box-sizing: inherit; font-family: "open sans", sans-serif; font-size: 16px; font-weight: 700; line-height: inherit;">¿cuál será el destino de nuestra nación, que apenas entreviste, si Vicentín se mantiene inmutable ante las arbitrariedades cometidas?</span><span style="background-color: #f4f4f4; font-family: "open sans", sans-serif; font-size: 16px;"> Hablándole al Río mitológico, igualmente mitológico es el poeta que al hablarle revive esos extractos de “fecundos aceites”, que no están tirados ahora por los caimanes de Lavardén, sino que se hacen más fecundos en las Islas Caimán". </span></div><div><font color="#b51200" face=""><br /></font></div><div><font face=""><a href="https://www.pagina12.com.ar/275693-oda-al-parana"><font color="#b51200" face="arial">Oda al Paraná</font></a><br /></font><div><br /></div></div>Comuna Argentinahttp://www.blogger.com/profile/01038490479877335892noreply@blogger.com0