<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3719037529474045831</id><updated>2012-01-31T15:46:46.122-08:00</updated><category term='Conacyt'/><category term='Roque Dalton poeta y guerrillero salvadoreño'/><category term='CEL'/><category term='Derechos humanos'/><category term='sección 16 SNTE'/><category term='huelga'/><category term='recorte presupuestal'/><category term='borrar la memoria histórica'/><category term='pueblo explotado'/><category term='Honda de México'/><category term='diputados al servicio de la burguesía'/><category term='industrias ocotlán'/><category term='clases sociales y lucha de clases'/><category term='josefina reyes'/><category term='SEJ'/><category term='Asamblea Estatal MBM'/><category term='AI'/><category term='explotación laboral'/><category term='Felipe Calderón'/><category term='la salud en un derecho'/><category term='nacional y obligatoria'/><category term='periodismo honesto consecuente y objetivo'/><category term='maciel'/><category term='ricardo flores magón'/><category term='Jesus Mendoza'/><category term='zapopan'/><category term='planton'/><category term='seción 22'/><category term='oscar arnulfo romero'/><category term='Talleres protegidos'/><category term='sepsiapa'/><category term='honda'/><category term='nuevo constituyente'/><category term='policia comunitaria'/><category term='asesino ulises ruiz'/><category term='Sibechi'/><category term='GAP'/><category term='huelga de hambre de presos políticos'/><category term='gdf'/><category term='Jubilación'/><category term='Lujambio consentido de Elba Esther'/><category term='virtud'/><category term='elba esther'/><category term='combustibles'/><category term='guerrilla en Jalisco'/><category term='enciclomedia'/><category term='educación gratuita'/><category term='pulque'/><category term='chiapas seccion 7'/><category term='mendez arceo'/><category term='educación popular'/><category term='elite politica'/><category term='arte de gobernar'/><category term='15 mayo'/><category term='reforma laboral'/><category term='control del poder'/><category term='altavista'/><category term='Tomatlán'/><category term='lunas'/><category term='movimiento popular'/><category term='crimen de estado'/><category term='impunidad'/><category term='monopolio de gaseosa'/><category term='22 de abril'/><category term='imperialismo'/><category term='UVM'/><category term='Tunez'/><category term='rebelión social'/><category term='calentamiento global'/><category term='inglesia ultraconservadora'/><category term='COCOPA'/><category term='Obama'/><category term='nuestra materia de trabajo'/><category term='el espurio Felipe Calderón'/><category term='justicia'/><category term='muertas de Juárez'/><category term='revolución democrático burguesa'/><category term='guerrero'/><category term='68'/><category term='reinstalación'/><category term='magistrados tramposos'/><category term='ciclon'/><category term='sin maíz no hay país'/><category term='Mateo Casillas'/><category term='Bety Cariño'/><category term='Desempleo'/><category term='fuerzas armadas'/><category term='panistas'/><category term='oscar morales'/><category term='pueblo cucapá'/><category term='normales rurales'/><category term='gasolinazo'/><category term='altermundistas'/><category term='indigenas'/><category term='nuevo león'/><category term='castigo a los tiranos'/><category term='boletin'/><category term='certificación de competencias'/><category term='CECYTEJ'/><category term='vocal'/><category term='el jefe diego'/><category term='Derecho de escalafón'/><category term='sueño'/><category term='chapala'/><category term='izquierda modosita'/><category term='maiz transgénico'/><category term='mordaza'/><category term='primavera magisterial de 1989'/><category term='imperio mexicano'/><category term='Carlos Montemayor'/><category term='contra el charrismo sindical'/><category term='nacionalismo'/><category term='PANAL'/><category term='sección 14'/><category term='acteal'/><category term='escuela de las américas'/><category term='luchadores sociales'/><category term='represion 28 junio'/><category term='pronunciamientos y acuerdos CNTE'/><category term='Autogestivo'/><category term='José de Molina'/><category term='jornaleros migrantes'/><category term='univesidad de guadalajara'/><category term='la tierra'/><category term='diversidad sexual'/><category term='sucumbios'/><category term='Fernández de Cevallos'/><category term='migrantes'/><category term='arqueologia de occidente'/><category term='prd'/><category term='monsivais'/><category term='efecto espectador'/><category term='Pelochas'/><category term='desabasto'/><category term='reforma educativa'/><category term='inegi'/><category term='niño miguel angel'/><category term='formación docente'/><category term='sección 3'/><category term='amparos'/><category term='Emma Andrés'/><category term='Tenamaxtli'/><category term='SEA'/><category term='Emilia Mendoza García'/><category term='clientelismo político'/><category term='DPNA'/><category term='asquito'/><category term='viudez'/><category term='CEA'/><category term='mezcala'/><category term='sección 9'/><category term='territorio'/><category term='indígenas'/><category term='trasnacionales'/><category term='guelaguetza'/><category term='movilización'/><category term='octavio solis cortés'/><category term='ocde'/><category term='libertad de expresión'/><category term='chihuahua'/><category term='exbraceros y adultos mayores'/><category term='escuela pública'/><category term='derechos sociales'/><category term='difuntos'/><category term='sección 18'/><category term='ultraderecha mexicana'/><category term='tomatlan'/><category term='lucha popular'/><category term='futbol'/><category term='Cartornes'/><category term='Medios de comunicación'/><category term='prensa alternativa'/><category term='amparo'/><category term='educación inicial'/><category term='patrulla fronteriza'/><category term='narcopolitica'/><category term='Acción urgente'/><category term='SIAPA'/><category term='asistencia social'/><category term='Voz del Anáhuac'/><category term='Militante social'/><category term='sección 7'/><category term='Familia Reyes'/><category term='intolerancia'/><category term='araa'/><category term='principios del MBM miembro de la CNTE'/><category term='feg'/><category term='influenza en escuelas'/><category term='de guerrillero a la presidencia'/><category term='el lépero gobernador de Jalisco'/><category term='uacm'/><category term='oaxaca'/><category term='poesía de combate'/><category term='desnutrición infantil en el mundo'/><category term='enseñanza musical'/><category term='oit'/><category term='parlamentarismo'/><category term='desaparecidos políticos presentación'/><category term='DIF Zapotlan el Grande'/><category term='lucha estudiantil'/><category term='traición a la patria'/><category term='DIF Jalisco'/><category term='Quintana Roo'/><category term='despidos'/><category term='MULP'/><category term='violación derechos humanos'/><category term='huelga obrera'/><category term='mochla segura'/><category term='ciesas'/><category term='paro nacional'/><category term='peña'/><category term='sección 34'/><category term='Resissste'/><category term='Cherán'/><category term='AMLO'/><category term='duopolio televisivo'/><category term='abc'/><category term='frei betto'/><category term='Yunes'/><category term='exbraceros'/><category term='Lagos de Moreno'/><category term='derecho a la educación'/><category term='CNTE 30 años'/><category term='ipej'/><category term='crisis climática'/><category term='Carlos Monrtemayor'/><category term='escuela empresa'/><category term='toma de escuela'/><category term='inconstitucionalidad'/><category term='cese laboral'/><category term='chile'/><category term='zacatecas'/><category term='el poder burgués'/><category term='seccion 10'/><category term='gloria arenas agis'/><category term='real catorce'/><category term='despojo de tierras'/><category term='periodistas'/><category term='sustentable'/><category term='educación alternativa'/><category term='la internacional'/><category term='cumbre de américa del norte'/><category term='franja de gaza'/><category term='alimenación nutritiva'/><category term='traseros'/><category term='Pensiones del estado de Jalisco'/><category term='dependencia'/><category term='Eleazar Martínez Almaraz'/><category term='educación neoliberal'/><category term='COP 16'/><category term='Libi'/><category term='reformas curriculares'/><category term='amparo pensiones Jalisco'/><category term='derechos de la infancia'/><category term='callejización'/><category term='educación física'/><category term='regeneración'/><category term='engaño mediático'/><category term='vigencia del marxismo'/><category term='mirasierra'/><category term='Consejo SNTE'/><category term='falsa calidad'/><category term='hasta siempre'/><category term='UNICEF y las cifras duras'/><category term='privatización de la educación'/><category term='Zapata'/><category term='calles'/><category term='pan y circo'/><category term='Emancipación femenina'/><category term='cend'/><category term='Ley ISSSTE'/><category term='marginación y pobreza'/><category term='Salinas'/><category term='obesidad'/><category term='guerrerro'/><category term='campesinas'/><category term='centroamericanos'/><category term='radical'/><category term='acción política'/><category term='educación pública'/><category term='seccion 14'/><category term='poesía y humor'/><category term='indignados'/><category term='otro mundo es posible'/><category term='gober precioso'/><category term='castigo a los tirano'/><category term='argentina'/><category term='obreros de Honda'/><category term='lotería'/><category term='profesores de educación física'/><category term='socialdemócratas'/><category term='che guevara'/><category term='padres de familia'/><category term='senado'/><category term='magonismo'/><category term='Leonardo Boff'/><category term='Represion a mujeres'/><category term='sección 20'/><category term='cese la represión'/><category term='arlette de monserrat'/><category term='turissste'/><category term='pgr'/><category term='Atenco'/><category term='pliego petitorio del MBM'/><category term='informe demagógico'/><category term='basura idelológica'/><category term='anr de la CNTE'/><category term='sierra de Manantlán'/><category term='movilidad urbana'/><category term='comisariado de bienes comunales'/><category term='exclusión laboral'/><category term='jerarquía retrógada'/><category term='Estreno'/><category term='constitución'/><category term='mapder'/><category term='saber leer'/><category term='Congreso nacional indigena'/><category term='DPN cnte'/><category term='Lidia Cacho'/><category term='globalización'/><category term='cierre de turnos'/><category term='saramago'/><category term='médicos y desempleados'/><category term='comisión de educación'/><category term='bancos de san hipólito'/><category term='flor alicia gómez lópez'/><category term='Presos políticos libertad'/><category term='bomberos'/><category term='letras mexicanas'/><category term='méxico'/><category term='facebook herramienta para denunciar malos gobiernos'/><category term='traición al pueblo'/><category term='mienta madres'/><category term='ESCI'/><category term='inversión pública'/><category term='U de G'/><category term='Foro'/><category term='Sy Hersh'/><category term='pan'/><category term='pemex'/><category term='seguridad nacional'/><category term='regiones'/><category term='La otra versión'/><category term='plan'/><category term='Hasar´s'/><category term='APPO'/><category term='soberanía'/><category term='Que renuncie felipe calderón'/><category term='crisis capitalista mundial'/><category term='oligarquía mexicana'/><category term='organización'/><category term='monocultivo'/><category term='Cheran'/><category term='pliego petitorio'/><category term='HSBC'/><category term='sindicalismo de clase'/><category term='Fuera mineras'/><category term='Finlandia'/><category term='san josé del progreso'/><category term='rio blanco'/><category term='estatutos mbm'/><category term='zocalo'/><category term='trabajo infantil'/><category term='mártires'/><category term='seccion 18'/><category term='democracia sindical'/><category term='dia de maestro'/><category term='guchepe'/><category term='sección uno'/><category term='educación publica'/><category term='jardines de providencia'/><category term='maltrato infantil'/><category term='pederastia'/><category term='Educación por competencias'/><category term='Jalisco'/><category term='libertad a presos políticos'/><category term='internado'/><category term='jorge alonso'/><category term='amor'/><category term='pueblos'/><category term='UT'/><category term='derecho escalafonario'/><category term='movimiento internacional'/><category term='la muerte'/><category term='poder adquisitivo'/><category term='alienación'/><category term='udg'/><category term='la red'/><category term='neocharro'/><category term='lixiviados'/><category term='El Yunque'/><category term='espionaje del gobierno'/><category term='ley antiinmigrante'/><category term='El nigromante'/><category term='alto clero'/><category term='jlca'/><category term='pescadores cruz de loreto'/><category term='perro antisistema'/><category term='rápido y furioso'/><category term='jacobo silva nogales'/><category term='CNTE'/><category term='autonomía indígena'/><category term='ANAA'/><category term='financiamiento educativo'/><category term='congreso nacional de la CNTE'/><category term='huelga politica nacional'/><category term='michoacan'/><category term='Nacimiento pobreza dignidad'/><category term='7 asamblea'/><category term='policia política'/><category term='territorio indígena'/><category term='ciudad Juárez'/><category term='consensos y tareas'/><category term='En riesgo pensiones de trabajadores'/><category term='derechos y cultura indígena'/><category term='discriminación'/><category term='tenacatita'/><category term='ACE'/><category term='gordillo'/><category term='premio nobel'/><category term='movimiento estudiantil'/><category term='criminalización de la protesta'/><category term='Cumbre'/><category term='primero de mayo'/><category term='sección 22. represión'/><category term='afectados ambientales'/><category term='carrera magisterial'/><category term='magisterio digno y consecuente'/><category term='brigadeo nacional de la CNTE'/><category term='Amigos del crucero'/><category term='Huelga nacional'/><category term='adultos mayores'/><category term='EE.UU.'/><category term='dinero público'/><category term='iglesia católica'/><category term='pobreza'/><category term='comuneros'/><category term='atequiza'/><category term='requiza luz y fuerza del centro'/><category term='limosnazo'/><category term='maestro'/><category term='magro gasto educativo en México'/><category term='policía comunitaria'/><category term='suicidio'/><category term='Tototlán'/><category term='gobierno corrupto'/><category term='censura'/><category term='staudeg'/><category term='Feria municipal del libro'/><category term='charras'/><category term='costo de la vida'/><category term='CONALEP'/><category term='feminicidio'/><category term='manipulación'/><category term='X Congreso Nacional'/><category term='temaca'/><category term='Telebasura'/><category term='Muralismo comunitario'/><category term='solidaridad de clase'/><category term='fondo de ahorro de los trabajadores'/><category term='tastuanes'/><category term='presos politicos'/><category term='cañada honda'/><category term='ignacio del valle'/><category term='musica de protesta'/><category term='trabajadores sexuales'/><category term='Sayula'/><category term='artículo 43 LFTSE'/><category term='Esclavos en México en el siglo XXI'/><category term='arriba parias de la tierra'/><category term='modelo educativo'/><category term='FIL'/><category term='gasto por alumno'/><category term='jornada nacional'/><category term='trabajadoras sexuales'/><category term='violencia de Estado'/><category term='UNESCO'/><category term='clasista'/><category term='teteles'/><category term='cleta'/><category term='mixteca'/><category term='congreso'/><category term='profesores cesados'/><category term='porrismo'/><category term='lucha obrera y popular'/><category term='unidad sin charrismo sindical'/><category term='otton salazar'/><category term='slp'/><category term='FECSM'/><category term='gustavo chavez pavon'/><category term='Mao'/><category term='Eduardo Carvajal Ávila'/><category term='forja de maestros'/><category term='Federación Sindical Mundial'/><category term='presa el zapotillo'/><category term='privatizacion'/><category term='cafetaleros'/><category term='procampo'/><category term='chuchos'/><category term='colegio de bachilleres'/><category term='Tuareg'/><category term='nazis'/><category term='paramilitares'/><category term='la mitad del cielo'/><category term='hitoria'/><category term='educación de adultos'/><category term='evo morales'/><category term='legionarios de cristo'/><category term='La Barca'/><category term='transportistas'/><category term='emboscada'/><category term='tortura'/><category term='efectos perversos de la ACE'/><category term='CDMP'/><category term='toma de la ciudad de México'/><category term='onu'/><category term='falso centenario'/><category term='nómadas en el desierto'/><category term='weigand'/><category term='analfabetismo'/><category term='saqueo'/><category term='conocimiento tradicional'/><category term='mariguana'/><category term='ddhh'/><category term='Copala Oaxaca'/><category term='elecciones 2009'/><category term='comida chatarra'/><category term='desalojo'/><category term='rio santiago'/><category term='paz'/><category term='grecia'/><category term='Chava Rodríguez'/><category term='chalacatepec'/><category term='paro'/><category term='La otra campaña'/><category term='teología de la liberación'/><category term='ciclo escolar'/><category term='misael nuñez'/><category term='evaluación universal'/><category term='plan de acción'/><category term='bertolt brecht'/><category term='elvia zúñiga'/><category term='Vaticano'/><category term='niñas madres'/><category term='izquierda electorera'/><category term='colombia'/><category term='normalistas rurales'/><category term='Contra SB1070'/><category term='comite california'/><category term='contrarreforma laboral'/><category term='procesos de evaluación'/><category term='combatividad'/><category term='enriquecimiento'/><category term='consejo central de lucha'/><category term='rpl'/><category term='Congreso Social'/><category term='Libros de texto'/><category term='lecheros'/><category term='bicentenario'/><category term='macrobús'/><category term='por esto'/><category term='politica educativa'/><category term='despojos'/><category term='antena del gobierno'/><category term='calendario escolar'/><category term='puebla'/><category term='RFM'/><category term='Escuelas normales'/><category term='alto a la impunidad'/><category term='explotacion sexual infantil'/><category term='premio Pulitzer'/><category term='ser profesor'/><category term='Foxconn'/><category term='2 de octubre'/><category term='útiles escolares'/><category term='Amilcingo Morelos'/><category term='pasta de conchos'/><category term='Los tempizquez'/><category term='temores'/><category term='Charrismo sindical'/><category term='izquierda tradicional'/><category term='educación superior'/><category term='dia de muertos'/><category term='egresados de normales'/><category term='Mazamitla'/><category term='marcha'/><category term='bcs'/><category term='panamericanos'/><category term='Huelga de hambre'/><category term='Tumín'/><category term='sme'/><category term='Ponencias mbm cnte'/><category term='ezln'/><category term='barranca'/><category term='mediatización de la lucha'/><category term='anarquismo'/><category term='mbm'/><category term='anr'/><category term='GAP vende bolsas producidas por esclavos en México'/><category term='pliego petitorio de la CNTE'/><category term='castellano'/><category term='sección 10'/><category term='gobernador de jalisco'/><category term='EPN'/><category term='30 AÑOS'/><category term='Liverpool compra articulos producidos por esclavos'/><category term='aaa'/><category term='masacre Tlatelolco'/><category term='seccion 47'/><category term='San Isidro'/><category term='caracterización del SNTE y de la CNTE'/><category term='Vidal Chávez'/><category term='chamela'/><category term='partidos tradicionales'/><category term='cosme martinez'/><category term='mbmt'/><category term='intervención extranjera'/><category term='tarifas altas'/><category term='ieea'/><category term='liberalismo social'/><category term='ACNR'/><category term='gobernación'/><category term='neofacismo en arizona'/><category term='1 de mayo'/><category term='PIB'/><category term='venta plazas sep'/><category term='america latina'/><category term='Fuga de cerebros'/><category term='arte popular'/><category term='15 de mayo'/><category term='sección 27'/><category term='organizaciones de lucha'/><category term='pugnas interburguesas'/><category term='electorera'/><category term='IEMS'/><category term='niños'/><category term='neoliberalismo'/><category term='niños calcinados'/><category term='IMSS'/><category term='cni'/><category term='examen de oposición'/><category term='circo electoral'/><category term='Juan Manuel Martínez'/><category term='españa'/><category term='lucha magisterial'/><category term='sección 21'/><category term='desaparrecidos políticos'/><category term='derecho al trabajo y libre sindicalización'/><category term='Ebulá'/><category term='campo algodonero'/><category term='tamaulipas'/><category term='Cuba'/><category term='asesinato politico appo'/><category term='jbg'/><category term='huelga general insurreccional'/><category term='sección 22'/><category term='etilio'/><category term='lucha anticapitalista'/><category term='Xalapa'/><category term='miserables'/><category term='jovenes asesinados'/><category term='asesinato luchadores sociales'/><category term='reacomodos'/><category term='inundaciones'/><category term='abrogación'/><category term='pueblo unido'/><category term='ayotzinapa'/><category term='edución pública'/><category term='ostula michoacán'/><category term='calaveras políticas'/><category term='el gobierno debe solicitar el diálogo'/><category term='farsa electoral'/><category term='sección espuria'/><category term='picachos'/><category term='poder de creación'/><category term='dia de los muertos'/><category term='Libertad'/><category term='Aristegui'/><category term='genaro vázquez'/><category term='Tración'/><category term='plantón'/><category term='ixcatan'/><category term='tuxpan bolaños'/><category term='neozapatismo'/><category term='brigada callejera'/><category term='nixticuil'/><category term='aniversario luctuoso'/><category term='papel del maestro'/><category term='sur jalisco'/><category term='telesecundarias'/><category term='prormesas de felipe calderon incumplidas'/><category term='28 de mayo'/><category term='José Manuel Ríos'/><category term='Educación'/><category term='manuscritos de Marx'/><category term='pensiones'/><category term='opción por los pobres'/><category term='ecuador'/><category term='exclusión social'/><category term='ninis'/><category term='genocidio'/><category term='mineros cananea'/><category term='los olvidados'/><category term='trabajan sencillo cobran doble'/><category term='campeche'/><category term='pliego'/><category term='autonomía'/><category term='cajon de peñas'/><category term='GUERRA de rapiña'/><category term='salarios'/><category term='dia internacional de la mujer'/><category term='10 junio'/><category term='SEP'/><category term='guerra sucia'/><category term='cd juárez'/><category term='venta de plazas'/><category term='Cher'/><category term='Preso de conciencia'/><category term='frente opositor'/><category term='UdeG'/><category term='suacobaej'/><category term='voto nulo'/><category term='invasión extranjera'/><category term='hostigamiento laboral'/><category term='crisanta muñoz'/><category term='ZONA 099'/><category term='persecusión'/><category term='xenofobia'/><category term='mortalidad infantil'/><category term='fecal'/><category term='seguridad social'/><category term='fnls'/><category term='Egipto'/><category term='pobres'/><category term='traidor'/><category term='seccion 22'/><category term='inflación en México'/><category term='ordenadores'/><category term='crisis'/><category term='Tabasco'/><category term='honduras'/><category term='morelos'/><category term='golpe de Estado'/><category term='TLC'/><category term='carestía'/><category term='enlace'/><category term='matemáticas'/><category term='algunas letrillas'/><category term='orejas'/><category term='RIEB'/><category term='himno venceremos'/><category term='contrainsurgencia'/><category term='FSM México'/><category term='cfe'/><category term='cuotas escolares'/><category term='upn'/><category term='movimiento campesino'/><category term='CNDH'/><category term='cue'/><category term='seguro popular'/><category term='guadalajara'/><category term='valores'/><category term='seccion 27'/><category term='wixaritari'/><category term='acoso laboral'/><category term='Fo'/><category term='iniciativa México'/><category term='militarización del país'/><category term='Yaquis'/><category term='agua'/><category term='educación privada'/><category term='wirikuta'/><category term='el bono no es lo mejor'/><category term='váyanse o los sacamos'/><category term='mujeres'/><category term='corrupción'/><category term='dignidad'/><category term='ley de seguridad social'/><category term='rueda de prensa'/><category term='basura alimenticia'/><category term='paralímpicos'/><category term='Resistencia digna'/><category term='enfoque por competencias'/><category term='utj'/><category term='panotla'/><category term='educación media superior'/><category term='sabina'/><category term='Jonguitud'/><category term='limpieza social'/><title type='text'>Movimiento de Bases Magisteriales</title><subtitle type='html'>Espacio para la denuncia, debate y creación de la conciencia de trabajadores para los trabajadores.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default?start-index=101&amp;max-results=100'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>2227</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-5098662281787364342</id><published>2012-01-31T15:46:00.001-08:00</published><updated>2012-01-31T15:46:46.131-08:00</updated><title type='text'>A los padres de familia</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES-MX&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
   &lt;w:UseFELayout/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Tabla normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Arial","sans-serif";
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:"Times New Roman";
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: center; text-autospace: ideograph-numeric ideograph-other;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-hansi-theme-font: major-latin;"&gt;El gobierno quiere terminar con el derecho a la
Educación Pública para que paguemos escuelas particulares&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="Style2" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan;"&gt;
&lt;span class="FontStyle12"&gt;&lt;span lang="ES-TRAD" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES-TRAD; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD; mso-hansi-theme-font: major-latin;"&gt;Padres de familia, deben de saber que los
maestros luchamos contra quienes aprovechan los recursos públicos con el
consentimiento del gobierno en turno para acumular poder, como es el caso de
Elba Esther Gordillo, quien en complicidad con mercenarios de la política que
hoy ocupan espacios en la las cámaras de diputados, senadores, en los
ayuntamientos y el gobierno federal, atentan contra la Educación Pública, pues
pretenden privatizarla y hacer negocio con este derecho, golpeando así la
economía familiar del pueblo trabajador.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Style2" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan;"&gt;
&lt;span class="FontStyle12"&gt;&lt;span lang="ES-TRAD" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES-TRAD; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD; mso-hansi-theme-font: major-latin;"&gt;El discurso de la calidad educativa que tanto se
menciona en los discursos oficiales, es falso ya que &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;encubre el interés de retirare este derecho al
pueblo trabajador.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Style2" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan;"&gt;
&lt;span class="FontStyle12"&gt;&lt;span lang="ES-TRAD" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES-TRAD; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD; mso-hansi-theme-font: major-latin;"&gt;Hace más de cien años se conquistó el derecho a
la educación pública, gratuita y laica, fue a base de sangre derramada, hoy este
derecho consagrado en el Artículo 3º de la Constitución está en peligro.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Style2" style="line-height: normal; margin-bottom: 6.0pt; mso-pagination: widow-orphan;"&gt;
&lt;span class="FontStyle12"&gt;&lt;span lang="ES-TRAD" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES-TRAD; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 10.0pt; mso-fareast-language: ES-TRAD; mso-hansi-theme-font: major-latin;"&gt;Nos vemos en la necesidad de defendernos y manifestar
nuestro total desacuerdo a estas medidas, pues consideramos que ya es tiempo
que padres de familia, maestros y sociedad en su conjunto, luchemos en defensa
de la Educación Pública y los principios que la sostienen en beneficio de
nuestra niñez y el futuro de México.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: center; text-autospace: ideograph-numeric ideograph-other;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-hansi-theme-font: major-latin;"&gt;Privatizar la educación no mejora
la calidad de los alumnos y maestros&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; mso-layout-grid-align: auto; mso-pagination: widow-orphan; text-align: center; text-autospace: ideograph-numeric ideograph-other;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-hansi-theme-font: major-latin;"&gt;¡No a la Evaluación Universal!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: 6pt; text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16pt;"&gt;Movimiento de Bases Magisteriales &lt;/span&gt;&lt;/b&gt;&lt;span class="FontStyle12"&gt;&lt;span style="font-size: 16.0pt; mso-fareast-language: ES-TRAD;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-5098662281787364342?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/5098662281787364342/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=5098662281787364342&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/5098662281787364342'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/5098662281787364342'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/los-padres-de-familia.html' title='A los padres de familia'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-3097813809569564000</id><published>2012-01-28T16:15:00.001-08:00</published><updated>2012-01-28T16:15:37.753-08:00</updated><title type='text'>Ataca Anonymous página del PAN</title><content type='html'>&lt;div class="post-header"&gt;

   &lt;h1&gt;
&lt;/h1&gt;
&lt;div class="post-info"&gt;

            &lt;span class="sectionTitle"&gt;Nacional&lt;/span&gt;
        &lt;span class="author"&gt;Redacción SDPNoticias.com&lt;/span&gt;
    &lt;span class="time"&gt;vie 27 ene 2012 16:33&lt;/span&gt;
   &lt;/div&gt;
&lt;div class="post-social-icons"&gt;

        
       
    
   &lt;/div&gt;
&lt;div class="post-excerpt"&gt;
La página oficial del PAN, www.pan.org.mx, 
está siendo atacada por el colectivo de hacktivistas Anonymous y no 
puede ser accesada o se accesa a ella con dificultad.&lt;/div&gt;
&lt;/div&gt;
&lt;div class="post-content"&gt;

       &lt;div id="picInfo"&gt;

           &lt;a class="borderpic cboxElement" href="http://sdpnoticias.com/files/posts/800/20120127-164603_anon_pan.jpg" rel="photo" title=""&gt;&lt;img alt="Ataca Anonymous página del PAN" src="http://sdpnoticias.com/files/posts/300/20120127-164603_anon_pan.jpg" /&gt;&lt;/a&gt;
                
     &lt;div class="clear h10"&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div class="relacionadas links-section"&gt;
&lt;br /&gt;&lt;ul&gt;
&lt;li&gt;&lt;a href="http://sdpnoticias.com/nota/288796/Por_Ley_Doring_ataque_de_Anonymous_contra_PAN_y_Segob"&gt;Por Ley Doring, ataque de Anonymous contra PAN y Segob  &lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="http://sdpnoticias.com/nota/288790/No_afecto_integridad_de_Segob_ataque_cibernetico_de_Anonymous_Poire"&gt;No afectó integridad de Segob ataque cibernético de Anonymous: Poiré  &lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="http://sdpnoticias.com/nota/288783/Propone_Anonymous_debate_a_Doering"&gt;Propone Anonymous debate a Döring&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
El ataque fue organizado por el grupo de usuarios detrás de la cuenta @anonophispano.&lt;br /&gt;

"Target: pan.org.mx - Webhive: &lt;a href="http://sdpnoticias.com/nota/288781/bit.ly/z6fnlA"&gt;bit.ly/z6fnlA&lt;/a&gt; - Sólo abran la página y no la cierren. FIRE!!!" es el mensaje compartido en Twitter.&lt;br /&gt;

Por su parte,&amp;nbsp;@Chelodemente compartió: "@anonopshispano ENTRAR AQUI GOGOGOGOGOGO SOMOS LEGION pastehtml.com/view/bm6d2s36f".&lt;br /&gt;

Esta página abre automáticamente un ataque de Denegación de Servicio (DDoS) contra la página del PAN.&lt;br /&gt;

Estas protestas cibernéticas se han llevado a cabo en el contexto de 
la ley Döring, la cual es considerada por Anonymous como una 
criminalización del file sharing en Internet.&lt;br /&gt;
  &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-3097813809569564000?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/3097813809569564000/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=3097813809569564000&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/3097813809569564000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/3097813809569564000'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/ataca-anonymous-pagina-del-pan.html' title='Ataca Anonymous página del PAN'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-7770925466542335653</id><published>2012-01-28T10:29:00.001-08:00</published><updated>2012-01-28T10:29:55.434-08:00</updated><title type='text'>Hackea Anonymous páginas de Segob y Senado</title><content type='html'>&lt;h2 class="pagetitle"&gt;
&lt;/h2&gt;
&amp;nbsp;
     &lt;small&gt;
      enero 28, 2012 by &lt;strong&gt;cronicadesociales&lt;/strong&gt; i&lt;/small&gt;&lt;div class="entry"&gt;

     &lt;div style="text-align: justify;"&gt;
&lt;a href="http://cronicadesociales.files.wordpress.com/2012/01/zapata-wp-300x225.jpg"&gt;&lt;img alt="" class="alignleft size-full wp-image-63154" src="http://cronicadesociales.files.wordpress.com/2012/01/zapata-wp-300x225.jpg?w=614" title="zapata-wp-300x225" /&gt;&lt;/a&gt;El grupo de piratas informáticos Anonymous bloqueó las páginas de la Secretaría de Gobernación y del Senado.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
En la operación denominada #OpDoring, 
protestan por una iniciativa del panista Federico Döring presentada en 
el Senado el último día de sesiones del año pasado (y que aún no se 
discute), que ha sido comparada con la polémica Ley SOPA de Estados 
Unidos.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
La iniciativa plantea penalizar las 
descargas digitales en Internet, protegidas por derechos de autor.El 
propio Doring ha aseverado que pretende diferenciar entre descargas 
gratuitas e ilegales, y busca disuadir la práctica de la “piratería”, 
pero no emular y mucho menos replicar la ley SOPA.&lt;/div&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-7770925466542335653?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/7770925466542335653/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=7770925466542335653&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/7770925466542335653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/7770925466542335653'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/hackea-anonymous-paginas-de-segob-y.html' title='Hackea Anonymous páginas de Segob y Senado'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2933330050189193472</id><published>2012-01-28T10:17:00.001-08:00</published><updated>2012-01-28T10:17:39.251-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='paro nacional'/><title type='text'>A SECUNDAR LA JORNADA NACIONAL EN DEFENSA DE LA EDUCACION PUBLICA Y POR LOS DERECHOS DE LOS TRABAJADORES</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES-MX&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Tabla normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:"Times New Roman";
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;b&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;2 de febrero:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;PARO DE 24 HORAS. En los centros de trabajo que así
lo han decidido. Entre las acciones que se proponen. En México será la
concentración nacional con una Megamarcha a los Pinos que partirá de la Plaza
Santo Domingo a los Pinos, el mismo día salen las caravanas de algunas ciudades
del país hacia el D. F.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Asambleas
informativas con padres de familia en la entrada de las escuelas, para explicar
los motivos de la lucha, la necesidad de defender la educación pública,
gratuita y laica, así como echar abajo la Evaluación Universal,&amp;nbsp; el Método
Stallings, (http://www.oem.com.mx/elsoldemexico/notas/n2308436.htm) Carrera
Magisterial y ENLACE por sus nulas aportaciones a la educación.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Mítines
informativos en plazas púbicas, calles y carreteras. &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Visita a
centros de trabajo que no pararon. &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Traslado
de paquetes de demandas laborales por Reclamación de Violaciones a las
Condiciones Generales de Trabajo, mismos que serán entregados en el Tribunal
Federal de Conciliación y Arbitraje en la ciudad de México el día 3 de febrero.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&amp;nbsp;&lt;b&gt;&lt;u&gt;3 de febrero&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;b&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Realizar trabajo de propaganda e impulsar:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Que no se aplique el Examen Universal a Docentes.&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;No inscribirse a Carrera Magisterial ni a sus cursos. &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;No efectuar la prueba ENLACE a los alumnos y acordar con los padres de
familia otras opciones de evaluación integral y formativa.&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: ES-MX;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Escribir y enarbolar las demandas
de los padres de familia y profesores ante el gobierno federal y estatal. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Movimiento de Bases Magisteriales&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Blog: &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;a href="http://basesmagisteriales.blogspot.com/"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;http://basesmagisteriales.blogspot.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;, &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;Correos: &lt;a href="mailto:comaideasqueunan@gmail.com"&gt;comaideasqueunan@gmail.com&lt;/a&gt;, &lt;a href="mailto:moisesgrr@hotmail.com"&gt;moisesgrr@hotmail.com&lt;/a&gt;, &lt;/span&gt;&lt;span class="blockemailwithname"&gt;&lt;a href="mailto:javisllalvazo@gmail.com"&gt;javisllalvazo@gmail.com&lt;/a&gt;,
&lt;a href="mailto:emf_62@hotmail.com"&gt;emf_62@hotmail.com&lt;/a&gt;, &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2933330050189193472?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2933330050189193472/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2933330050189193472&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2933330050189193472'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2933330050189193472'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/secundar-la-jornada-nacional-en-defensa.html' title='A SECUNDAR LA JORNADA NACIONAL EN DEFENSA DE LA EDUCACION PUBLICA Y POR LOS DERECHOS DE LOS TRABAJADORES'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2863512498924158921</id><published>2012-01-24T11:25:00.001-08:00</published><updated>2012-01-24T11:25:05.993-08:00</updated><title type='text'>MARTES 24, PARO DE 24 HORAS Y MARCHA EN CULIACAN SINALOA</title><content type='html'>&lt;div align="center" class="ecxMsoNoSpacing" style="text-align: center;"&gt;
&lt;b&gt;&lt;span lang="ES-MX" style="color: #c00000; font-size: 24.0pt;"&gt;MARTES 24, PARO DE 24 HORAS Y
MARCHA EN CULIACAN SINALOA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="ecxMsoNoSpacing" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La información es básica para tomar
determinaciones, y la unidad es fundamental para detener la agresión laboral
del estado en contra de los trabajadores.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="ecxMsoNoSpacing" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Paro de 24 en horas y marcha en Culiacán
del Parque Revolución a Palacio de Gobierno&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="ecxMsoNoSpacing" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Exigimos solución inmediata al pago de las
diferencias de agüinado y prima vacacional, ¿dónde están los 192 millones?.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="ecxMsoNoSpacing" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Tomemos el ejemplo de la lucha de Oaxaca y
la Sección Novena.&lt;span class="ecxapple-converted-space"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Reciban un combativo y solidario&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt; saludo desde Sinaloa.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span class="ecxapple-converted-space"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="ES-MX" style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 16.0pt;"&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2863512498924158921?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2863512498924158921/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2863512498924158921&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2863512498924158921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2863512498924158921'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/martes-24-paro-de-24-horas-y-marcha-en.html' title='MARTES 24, PARO DE 24 HORAS Y MARCHA EN CULIACAN SINALOA'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2855418682514428646</id><published>2012-01-24T11:22:00.001-08:00</published><updated>2012-01-24T11:23:05.356-08:00</updated><title type='text'>Comunidad indígena Coca de Mezcala: DENUNCIA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-idAEQ6mPDV4/Tx8E8deV0yI/AAAAAAAAAgc/8nminoZjFrE/s1600/ci+mezcal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-idAEQ6mPDV4/Tx8E8deV0yI/AAAAAAAAAgc/8nminoZjFrE/s320/ci+mezcal.jpg" width="232" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2855418682514428646?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2855418682514428646/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2855418682514428646&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2855418682514428646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2855418682514428646'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/blog-post.html' title='Comunidad indígena Coca de Mezcala: DENUNCIA'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-idAEQ6mPDV4/Tx8E8deV0yI/AAAAAAAAAgc/8nminoZjFrE/s72-c/ci+mezcal.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-435377713976138351</id><published>2012-01-24T11:18:00.001-08:00</published><updated>2012-01-24T11:18:47.602-08:00</updated><title type='text'>Asesinan a Bernardo Méndez Vásquez, opositor a las mineras en Oxaca</title><content type='html'>&lt;span style="color: black; font-family: arial,helvetica,sans-serif; font-size: large;"&gt;&lt;span style="background-color: white; font-size: 18pt;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;&lt;span style="font-family: times new roman,new york,times,serif; font-size: small;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="font-family: times new roman,new york,times,serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="color: black; font-family: arial,helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;&lt;span style="font-family: times new roman,new york,times,serif; font-size: small;"&gt;&lt;span style="font-family: times new roman,new york,times,serif;"&gt;&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Con
 profundo dolor e indignación recibimos la noticia de la muerte del 
compañero Bernardo Méndez Vásquez, activista miembro de la comunidad de 
San José del
Progreso, Oaxaca, defensor de su comunidad ante la sostenida agresión de
 la Empresa Trasnacional canadiense Fortuna Silver (Minera Cuzcatlán) y 
los gobiernos municipal, estatal y federal cómplices de este terrible 
crimen.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: black; font-family: arial,helvetica,sans-serif; font-size: large;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;&lt;span style="font-family: times new roman,new york,times,serif; font-size: small;"&gt;&lt;span style="font-family: times new roman,new york,times,serif;"&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Nuestra
 solidaridad, apoyo y condolencias a la familia de Bernardo, a las 
comunidades de los valles centrales de Oaxaca que defienden sus 
territorios del
despojo y en favor de la justicia. Exigimos, junto con las comunidades 
afectadas por esta criminal empresa minera, que se castigue a los 
responsables del asesinato de Bernardo Méndez y que sea cancelada 
definitivamente la operación de la criminal Minera Cuzcatlán.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Pedimos
 a todas las organizaciones, redes e individuos solidarios con la lucha 
de San José del Progreso, envíen mensajes de apoyo moral a la comunidad 
de
San José del Progreso y, de ser posible, envíen apoyo económico a los 
deudos de Bernardo Méndez, mediante depósito en la cuenta:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Santander&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Número de cuenta:&amp;nbsp;&lt;/span&gt;&lt;span style="color: #222222; font-family: arial,sans-serif; font-size: small;"&gt;&lt;span style="font-size: 12.5pt;"&gt;56511129630&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;A nombre de: Bernardo Vásquez Sánchez&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 0;"&gt;
&lt;span style="font-family: arial; font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Tahoma,sans-serif;"&gt;Asamblea Nacional de Afectados Ambientales&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-435377713976138351?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/435377713976138351/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=435377713976138351&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/435377713976138351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/435377713976138351'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/asesinan-bernardo-mendez-vasquez.html' title='Asesinan a Bernardo Méndez Vásquez, opositor a las mineras en Oxaca'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2060009287601474999</id><published>2012-01-24T11:14:00.001-08:00</published><updated>2012-01-24T11:14:30.816-08:00</updated><title type='text'>Tareas para el magisterio nacional agrupado en la CNTE</title><content type='html'>&lt;!--[if !mso]&gt;
&lt;style&gt;
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:TargetScreenSize&gt;800x600&lt;/o:TargetScreenSize&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES-MX&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Tabla normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin:0cm;
 mso-para-margin-bottom:.0001pt;
 mso-pagination:widow-orphan;
 font-size:10.0pt;
 font-family:"Calibri","sans-serif";
 mso-bidi-font-family:"Times New Roman";}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:shapedefaults v:ext="edit" spidmax="1027"/&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:shapelayout v:ext="edit"&gt;
  &lt;o:idmap v:ext="edit" data="1"/&gt;
 &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div style="border-bottom: solid #4F81BD 1.0pt; border: none; mso-element: para-border-div; padding: 0cm 0cm 2.0pt 0cm;"&gt;


&lt;div align="center" class="MsoNormalCxSpFirst" style="border: none; line-height: normal; margin-bottom: 15.0pt; mso-add-space: auto; mso-border-bottom-alt: solid #4F81BD 1.0pt; mso-padding-alt: 0cm 0cm 2.0pt 0cm; padding: 0cm; text-align: center;"&gt;
&lt;img align="left" alt="logo_cnte.jpg" height="80" hspace="12" src="file:///C:/Users/JOSECA%7E1/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="83" /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; font-variant: small-caps; letter-spacing: .25pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;"&gt;coordinadora nacional de&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;trabajadores de la educación&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormalCxSpMiddle" style="border: none; line-height: normal; margin-bottom: 15.0pt; mso-add-space: auto; mso-border-bottom-alt: solid #4F81BD 1.0pt; mso-padding-alt: 0cm 0cm 2.0pt 0cm; padding: 0cm; text-align: center;"&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; font-variant: small-caps; letter-spacing: .25pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;"&gt;DIRECCIÓN POLÍTICA NACIONAL&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #17365d; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; letter-spacing: .25pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 14.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;CONSENSOS Y TAREAS DE LA
DIRECCIÓN POLÍTICA NACIONAL&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;
REALIZADO EL 18 DE ENERO DE 2012. &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;EN EL AUD. 21 DE JULIO.
EDIFICIO NACIONAL DE LA CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;INICIO:&lt;/b&gt;
17:30 HRS.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;TERMINO:&lt;/b&gt; 20:15 HRS.&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;ORDEN
DEL DÍA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ol start="1" style="margin-top: 0cm;" type="1"&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Registro de asistencia.10 (1); 14
     (3); 18 (3); 22 (10); 23 (2); 28 (1); 31 (4); 34 (1); 36 (1).&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Instalación de la reunión.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Información:&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"&gt;&lt;span style="mso-list: Ignore;"&gt;v&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;DPN
del 16-01-2012.&lt;/span&gt;&lt;/div&gt;
&lt;ol start="4" style="margin-top: 0cm;" type="1"&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Tareas pendientes de la ANR. De
     fecha 17-12-2011. &lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"&gt;&lt;span style="mso-list: Ignore;"&gt;Ø&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Paro
de 48 hrs el 02 y 03 de Febrero de 2012.&lt;/span&gt;&lt;/div&gt;
&lt;ol start="5" style="margin-top: 0cm;" type="1"&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Análisis de la información&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"&gt;&lt;span style="mso-list: Ignore;"&gt;ü&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Balance
preliminar de la actividad de hoy.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"&gt;&lt;span style="mso-list: Ignore;"&gt;ü&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Agenda
de reuniones regionales de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"&gt;&lt;span style="mso-list: Ignore;"&gt;ü&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Próxima
ANR.&lt;/span&gt;&lt;/div&gt;
&lt;ol start="6" style="margin-top: 0cm;" type="1"&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Acuerdos, tareas y Plan de acción.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l2 level1 lfo1; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Termino.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;CONSENSOS:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;1)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Dentro
del balance preliminar de la actividad (Movilización Nacional) del día de hoy
18 de Enero de 2012; Esta DPN determina que se cumplió con los objetivos
políticos y jurídicos trazados en la entrega del paquete de firmas ante la
Cámara de Diputados para promover la acción de inconstitucionalidad. (12500 se
sumaron para el rechazo a la cédula de inscripción para la Evaluación
Universal. En tanto que la promoción de acción d inconstitucionalidad fueron
67048 aprox.)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;2)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Se avala a la&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;DPN para que convoque, presida y opere las reuniones regionales en las
rutas más estratégicas de la CNTE con la finalidad de darle el impulso
necesario al paro de 48 hrs. (puntos de acciones, recorridos y modalidades).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;3)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Esta DPN ratifica el acuerdo para que todas
las secciones promuevan en lo inmediato desde las delegaciones sindicales,
municipios o regiones la demanda laboral. Contra la ACE y sus programas
(Evaluación Universal y Lineamientos del Programa de Carrera Magisterial) &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;4)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Se determina por ésta DPN que la próxima reunión
de la misma, se realice próximo 25 de Enero de 2012 en la ciudad de Tlaxcala
Tlax, al término de la marcha convocada para ese día en apoyo al MBMT de la
Sección 31 Democrática.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: Arial;"&gt;&lt;span style="mso-list: Ignore;"&gt;5)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Esta DPN considera necesario que el equipo de
abogados de la CNTE, busque los mecanismos para extender el plazo de entrega de
la demanda laboral contra la ACE, para recabar las firmas y formatos que están por
entregarse por las bases.&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;TAREAS:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ol start="1" style="margin-top: 0cm;" type="I"&gt;
&lt;li class="MsoNormal" style="mso-list: l3 level1 lfo6; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Que
     la DPN convoque a la brevedad a una reunión para detallar pendientes y
     formatos de participación en torno a la CNUN.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="mso-list: l3 level1 lfo6; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Con
     la finalidad de agilizar y eficientar la &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;entrega de la documentación de la demanda
     laboral con la movilización nacional del día 2 y 3 de Febrero de 2012, se
     exhorta a cada sección se organice y se responsabilice del proceso interno.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="mso-list: l3 level1 lfo6; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Respecto
     a la iniciativa de reforma &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;a los
     artículos 12, 13 y 16 &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;de la LGE,
     que se encuentran en le cámara de Senadores; la CNTE continuara con el
     procedimiento legal de interposición de demandas en tiempo y forma en
     contra de este nuevo intento de agresión laboral en contra los
     trabajadores de la educación. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="mso-list: l3 level1 lfo6; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Que
     el equipo jurídico de la CNTE diseñe un blog que sintetice
     cronológicamente los avances sobre la demanda laboral.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="mso-list: l3 level1 lfo6; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Esta
     DPN exige a todas las secciones que en su estructura sindical cuenten con
     asesores jurídicos, incorporen a sus comisionados al equipo jurídico
     nacional de la CNTE a manera de que fortalezcan el trabajo en la lucha
     legal contra la ACE y la Reforma Educativa.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;PLAN
DE ACCIÓN:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"&gt;
 &lt;tbody&gt;
&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"&gt;
  &lt;td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;FECHA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;ACTIVIDADES&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;PARTICIPANTES&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="mso-yfti-irow: 1;"&gt;
  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;21-01-12.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;10:00 hrs. Reunión
  Regional del noroeste. Auditorio de telefonistas. Mochis, Sinaloa.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;DPN de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Secciones: 2 de Baja
  California norte. 27 de Sinaloa y 28 de Sonora.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Probabilidad para la
  asistencia de la Sección 8 de Chihuahua. Movimiento RESSSISTE.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="mso-yfti-irow: 2;"&gt;
  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;10:00 hrs. Reunión
  Regional del norte. Auditorio de la Sección 34 Democrática de Zacatecas. &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;DPN de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Secciones: 1 de
  Aguascalientes. 27 de San Luis Potosí. 34 de Zacatecas y 44 de Durango.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="mso-yfti-irow: 3;"&gt;
  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;22-01-12.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;10:00 hrs. Reunión
  Regional del Occidente. Auditorio de la Sección 18 de Michoacan.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;DPN de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Secciones: 13 de
  Guanajuato, 16 de Jalisco y 18 de Michoacan.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="height: 26.0pt; mso-yfti-irow: 4;"&gt;
  &lt;td rowspan="2" style="border-top: none; border: solid windowtext 1.0pt; height: 26.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"&gt;
  &lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;25-01-12.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;09:00 hrs., Movilización
  en Tlaxcala.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Contingentes de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="height: 26.0pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;"&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 227.7pt;" valign="top" width="304"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Al termino de la
  movilización. Reunión de DPNA.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 159.1pt;" valign="top" width="212"&gt;
  &lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;Contingentes de la CNTE.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;FRATERNALMENTE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;
&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;“UNIDOS
Y ORGANIZADOS VENCEREMOS”&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;DIRECCIÓN
POLÍTICA NACIONAL&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2060009287601474999?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2060009287601474999/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2060009287601474999&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2060009287601474999'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2060009287601474999'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/tareas-para-el-magisterio-nacional.html' title='Tareas para el magisterio nacional agrupado en la CNTE'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-3295175075460404750</id><published>2012-01-24T11:09:00.001-08:00</published><updated>2012-01-24T11:09:40.041-08:00</updated><title type='text'>¡Todos al Encuentro en Durango!</title><content type='html'>&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;span&gt;&amp;nbsp; &lt;/span&gt;A preparar maletas ¡Todos
al Encuentro en Durango!&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;En verdad; el Encuentro
de organizaciones urbanas y los sin techo que se llevara a cabo en Durango capital
será de una gran importancia histórica de la Resistencia en el &lt;span&gt;&amp;nbsp;&lt;/span&gt;en el país.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Nos llena de optimismo
que en base a propuestas de otras organizaciones en Encuentro tendrá varias
mesas de trabajo y ahí nuestros aliados naturales, maestros, campesinos etc., tendrán
su mesa de análisis y a lo último, en base a sus propuestas, se definirá la relación
entre las organizaciones.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Es realmente gratificante
que sin recursos ¡prácticamente sin nada! Tenemos asegurada la presencia de
cientos de delgados de por lo menos 14 estados de la republica.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Nuestros compañeros de Durango
saben bien porque el Encuentro ahí en su terruño; un gobernador Jorge Herrera (de
Hernández dicen las malas lenguas) impuesto por medio del fraude electoral
sigue haciendo de las suyas, prácticamente todos los medios de comunicación están
a su servicio, los partidos y sus diputados lo mismo, es decir estamos en medio
de un régimen caciquil muy al estilo de viejo PRI ( y no tan viejo) que su
actitud facciosa a obligado a nuestros compañeros duranguenses a movilizarse y obligar
a este gobierno a que voltee a donde no le interesa hacerlo.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Solo la camarilla de su
partido tiene privilegios en ese estado y los llamados partidos de oposición los
tiene prácticamente en el bolsillo, sin embargo el movimiento popular está
plenamente convencido que por medio de la lucha “o abren las puertas o el pueblo
las a de abrir”.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Por eso el Encuentro
terminara con un gran mitin enfrente de los poderes estatales y estamos seguros
que todos los delgados denunciaran a este gobierno represivo, faccioso y antidemocrático
en todos los rincones del país y cualquier agresión contra nuestros compañeros serán
una agresión contra todos.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;No hay razones para la confusión;
el domingo 29 de enero llegaran las delegación y se preparan las mesas y se organizara
todo hasta el mínimo detalle y el lunes 30 de enero, por la mañana conferencia
de prensa de nuestros dirigentes, así como invitados especiales, poco después a
la discusión de fondo y terminamos con un gran mitin.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Créalo será un antes y
un después, y ahí usted no debe de faltar y mucho menos las organizaciones civiles
y populares de Durango que tendrán la oportunidad de hacer la denuncias con
toda la libertad del mundo contra este gobierno proveniente de fraude.&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;¡Todos, todos al
Encuentro de Durango! &lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Comité
Organizador&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Times New Roman; font-size: small;"&gt;

&lt;/span&gt;&lt;div class="ecxMsoNormal" style="text-align: justify;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;24 de enero de 2012&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-3295175075460404750?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/3295175075460404750/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=3295175075460404750&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/3295175075460404750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/3295175075460404750'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/todos-al-encuentro-en-durango.html' title='¡Todos al Encuentro en Durango!'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-478474781553358264</id><published>2012-01-24T11:08:00.001-08:00</published><updated>2012-01-24T11:08:40.709-08:00</updated><title type='text'>Obreros de Honda planta el Salto.</title><content type='html'>&lt;br /&gt;
&lt;div class="MsoNormal" style="margin: 0cm 0cm 0cm 35.4pt; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;SINDICATO DE TRABAJADORES UNIDOS DE
HONDA DE MEXICO&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin: 0cm 0cm 0cm 35.4pt; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin: 0cm 0cm 0cm 35.4pt; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES"&gt;“UNION,
FUERZA Y VALOR POR UN TRABAJO DIGNO”&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;COMPAÑERO EN LUCHA&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;LA PRRESENTE ES:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;PARA INVITARLO COMO OBSERVADOR &amp;nbsp;A LA REUNION QUE TENDREMOS ACABO LOS DIAS
25,26 ,27 EN LA CIUDAD DE GUADALAJARA DICHA REUNION ES CON EL SINDICATO JAW &amp;nbsp;Y UN REPRESENTANTE DE FITIM PARA VER LA&amp;nbsp; SITUACION S.T.U.H.M Y&amp;nbsp; LA EMPRESA HONDA DE MEXICO.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;ESPERNANDO CONTAR CON SU PRESENCIA.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;LA EMPRESA HONDA DE MEXICO NO HA ACEPTADO REUNIRCE CON
FITIM Y S.T.U.H.M ESPERANDO QUE LOS COMPAÑEROS&amp;nbsp;
DE JAW LLEGUEN A UN ARREGLO CON LA EMPRESA Y RECIBA A LA FITIM Y
S.T.U.H.M&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;UBICADO EN EL HOTEL WESTIN UBICADO EL AV. DE LAS ROSAS
#2911 A UN COSTADO DE LA EXPO GUADALAJARA&amp;nbsp;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;JOSE LUIS SOLORIO ALCALA&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES" style="line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;SECRETARIO GENERAL&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-478474781553358264?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/478474781553358264/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=478474781553358264&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/478474781553358264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/478474781553358264'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/obreros-de-honda-planta-el-salto.html' title='Obreros de Honda planta el Salto.'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-6439963268203467810</id><published>2012-01-20T09:04:00.001-08:00</published><updated>2012-01-20T09:04:46.655-08:00</updated><title type='text'>Piden maestros anular acuerdos</title><content type='html'>&lt;div class="posttitle"&gt;
&lt;h2 class="pagetitle"&gt;

&lt;/h2&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div class="wp-caption alignleft" id="attachment_62552" style="width: 353px;"&gt;
&lt;a href="http://cronicadesociales.files.wordpress.com/2012/01/2467676.jpg"&gt;&lt;img alt="" class="size-full wp-image-62552" src="http://cronicadesociales.files.wordpress.com/2012/01/2467676.jpg?w=614" title="2467676" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class="wp-caption-text" style="text-align: justify;"&gt;
Piden maestros anular acuerdos&lt;/div&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;a href="http://www.blogger.com/blogger.g?blogID=3719037529474045831"&gt;&lt;b&gt;&lt;span style="text-decoration: underline;"&gt;Paulina Martínez&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;/Mural&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El Movimiento de Bases Magisteriales 
pidió al Congreso del Estado que elabore un exhorto a la Federación para
 que se declare como inconstitucional la Alianza por la Calidad de la 
Educación (ACE), puesta en marcha desde inicios del sexenio.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Un grupo de 40 maestros acudió ayer al Palacio Legislativo para 
entregar un documento en el que solicita a los diputados locales que 
apoyen su petición de echar para atrás los acuerdos tomados entre la 
Secretaría de Educación Pública (SEP) y el Sindicato Nacional de 
Trabajadores de la Educación (SNTE).&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
José Casillas, integrante de Bases Magisteriales, señaló que estos 
acuerdos se tomaron a espaldas de los trabajadores y perjudican los 
derechos laborales de los maestros, por ejemplo, con las nuevas 
condiciones del programa de Carrera Magisterial.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span id="more-62549"&gt;&lt;/span&gt;“Perjudica en que acentúa la división de
 los trabajadores, limita a los trabajadores, está obligando a que le 
entren a fuerzas a eso y además, a los que le entran, si no obtienen la 
puntuación adecuada, corren el riesgo de perder, y a nosotros nos parece
 un despropósito porque se está hablando de un incentivo, pero se violan
 también derechos de los trabajadores”, afirmó el docente.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“Nuestras condiciones de trabajo son precisas y están obligando a los
 trabajadores a irse a capacitación sábados, domingos, asistir a cursos 
fuera del horario, cuando la propia Ley Federal del Trabajo establece 
que el patrón está obligado, sí, a capacitar y a proporcionar las 
herramientas y las facilidades necesarias para que los trabajadores se 
capaciten”.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
En el caso de la evaluación universal a los maestros, otro de los 
acuerdos de la ACE, Casillas señaló que cuestionan su utilidad como 
herramienta para mejorar la calidad de la educación pues se ve como un 
instrumento para castigar a los docentes y no para mejorar.&lt;br /&gt;
.&lt;br /&gt;
Casillas agregó que, a pesar de que existen recursos etiquetados para el
 sistema educativo a través de la Alianza, todavía hay escuelas sin 
docentes o telesecundarias sin televisión.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
A nivel nacional, la Coordinadora Nacional de Trabajadores de la 
Educación (CNTE), entregó una petición similar a los legisladores 
federales y prepara un paro nacional para el 2 de febrero.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-6439963268203467810?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/6439963268203467810/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=6439963268203467810&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/6439963268203467810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/6439963268203467810'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/piden-maestros-anular-acuerdos_20.html' title='Piden maestros anular acuerdos'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2316121255667573624</id><published>2012-01-20T09:04:00.000-08:00</published><updated>2012-01-20T09:04:01.957-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='jerarquía retrógada'/><title type='text'></title><content type='html'>&lt;div style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES-MX" style="color: #c00000; font-size: 24.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;La
Jornada, El Correo Ilustrado.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;Jueves 19 de enero de 2012.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;Fernando Gómez Cruz&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El término retrógrado puede aplicarse a
quien en primera instancia no cumple, en la mínima expresión, la Constitución y
se extralimita al imponer, fuera de todo razonamiento, lo contrario a lo que
señala este mandato.&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El
artículo tercero constitucional es muy claro:&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;q&gt;La educación que imparta el Estado
tenderá a desarrollar armónicamente todas las facultades del ser humano, y
fomentará en él, a la vez, el amor a la Patria y la conciencia de la
solidaridad internacional&lt;/q&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La
actual eliminación de la enseñanza de las disciplinas filosóficas rompe de tajo
con el precepto constitucional del desarrollo armónico de la principal facultad
del ser humano, el razonamiento.&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Esta
eliminación es claramente anticonstitucional, toda vez que el Estado impone que
los mexicanos no sean seres pensantes sino simplemente autómatas, y a la vez
quebranta artículo 26 de la Declaración Universal de los Derechos Humanos, que
dice:&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;q&gt;La
educación tendrá por objeto el pleno desarrollo de la personalidad humana y el
fortalecimiento del respeto a los derechos humanos y a las libertades
fundamentales&lt;/q&gt;.&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La
fracción segunda del artículo tercero hace referencia a los criterios
educativos:&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;q&gt;Luchará
contra la ignorancia y sus efectos, las servidumbres, los fanatismos y los
perjuicios&lt;/q&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Qué
lamentable que quienes nos gobiernan no se den cuenta de que proponen la
ignorancia filosófica. Es más lamentable vivir bajo un Estado retrógrado y
absolutista. Sólo les falta mandar quemar todo vestigio literario-filosófico,
como en las dictaduras de Argentina y Chile.&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span lang="ES-MX" style="font-size: 16.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Parodio
a Shakespeare en el discurso de Marco Antonio:&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;q&gt;¡Oh
raciocinio! Has ido a buscar asilo en los irracionales, pues los gobernantes y
la SEP han perdido la razón&lt;/q&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2316121255667573624?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2316121255667573624/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2316121255667573624&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2316121255667573624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2316121255667573624'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/la-jornada-el-correo-ilustrado.html' title=''/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-4685447407277355691</id><published>2012-01-19T11:15:00.000-08:00</published><updated>2012-01-19T11:15:00.071-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='efectos perversos de la ACE'/><title type='text'>El magisterio prepara elección para secretario de la Sección 47</title><content type='html'>&lt;div class="posttitle"&gt;

     &lt;h2 class="pagetitle"&gt;
&lt;/h2&gt;
&lt;/div&gt;
&lt;br /&gt;&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;&lt;/strong&gt; &lt;img alt="" class="alignright" height="194" src="http://img.informador.com.mx/biblioteca/imagen/370x277/693/692435.jpg" width="259" /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Informador Redacción / GJD/EL informador&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El secretario general de la Sección 47 
del Sindicato Nacional de Trabajadores de la Educación (SNTE), Guadalupe
 Madera Godoy, anunció que será el 18 de febrero cuando se dé a conocer 
al nuevo titular de esta sección, tras concluir su periodo, al cual 
calificó como el más plural de la historia.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El líder sindical presumió que durante el tiempo que estuvo al frente
 de la sección, se hicieron acciones contundentes que mejoraron las 
condiciones de trabajo y la capacitación de los profesores.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span id="more-62543"&gt;&lt;/span&gt;Entre los logros alcanzados mencionó la 
consolidación a la reforma de la Ley de Pensiones del Estado, la cual, 
dijo, se impulsó por la Sección 47; también destacó el haber conseguido 
después de 23 años que los supervisores y jefes de sector de los niveles
 prescolar, primaria, secundaría y de educación especial pudieran 
obtener su doble plaza, pues reconoció que ellos trabajan en los dos 
turnos.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Comentó que también se avanzó para que se pudiera dar un despegue 
salarial entre todos los directivos del nivel básico y los docentes, y 
afirmó que la diferencia entre ellos era muy poca; agregó que a finales 
de 2011 se logró sumar un estímulo más a los profesores.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Entre los pendientes que aún quedan, Madera Godoy destacó el pago de 
400 horas de trabajo extra a profesores del nivel secundaria, y la 
carrera administrativa que, pese a contar con el presupuesto, no se 
puede concretar.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;Amenazan con paro&lt;/strong&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
En el mismo día en que se publicó la convocatoria para renovar la 
dirigencia de la Sección 47 del Sindicato Nacional de Trabajadores de la
 Educación, un grupo de profesores disidentes que trabajan “pidiendo la 
destitución de Elba Esther Gordillo”, se manifestaron la tarde de ayer a
 las afueras del Congreso del Estado, solicitando la firma de 13, de los
 39 diputados locales, para que promuevan una acción de 
inconstitucionalidad en contra de la Alianza por la Calidad de la 
Educación (ACE), que establece la evaluación universal a los docentes.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“Somos un grupo de maestros que estamos dentro del sindicato, pagamos
 cuotas, cotizamos, estamos dentro (…) Pero nos parece que esta alianza 
está fuera de lo que podemos hacer”, dijo José Casillas, vocero del 
movimiento que organizó a un aproximado de 40 profesores, tanto de la 
Sección 47, como de la 16, y que, sin obstaculizar las vialidades, 
gritaban “el maestro, luchando, también está enseñando”.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“Estamos emplazando a las autoridades a que nos den una respuesta, 
porque ya estamos organizando el paro nacional”, dijo Casillas, al 
momento que los profesores se agrupaban para formar equipos de trabajo.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
De acuerdo con la ley, se necesita de por lo menos una tercera parte 
de los diputados para que con su firma presenten un recurso legal ante 
la Suprema Corte de Justicia de la Nación (SCJN), para dar entrada al 
estudio de la ACE, la cual fue suscrita por la presidenta del Sindicato 
Nacional de Trabajadores de la Educación (SNTE), Elba Esther Gordillo.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
De acuerdo con José Casillas, esta movilización en Guadalajara hizo 
eco de manifestaciones similares impulsadas por los gremios disidentes 
del SNTE en el país.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“Y esta semana vamos a determinar la magnitud del paro, que representaría a casi 20% de los agremiados”.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;PARA SABER&lt;br /&gt;
¿Qué es la Alianza por la Calidad de la Educación?&lt;/strong&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Está conformada entre el Gobierno federal y el Sindicato Nacional de 
Trabajadores de la Educación, con el objetivo de impulsar una 
transformación por la calidad del Sistema Educativo Nacional.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Dicha alianza está enfocada en cinco ejes de trabajo: modernización 
de los centros escolares, profesionalización de maestros y autoridades 
educativas, bienestar y desarrollo integral de alumnos, formación 
integral de alumnos para la vida y el trabajo, así como evaluaciones 
permanentes para elevar la calidad educativa&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-4685447407277355691?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/4685447407277355691/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=4685447407277355691&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/4685447407277355691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/4685447407277355691'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/el-magisterio-prepara-eleccion-para.html' title='El magisterio prepara elección para secretario de la Sección 47'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-6059712691889465212</id><published>2012-01-19T11:09:00.001-08:00</published><updated>2012-01-19T11:09:09.629-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Charrismo sindical'/><category scheme='http://www.blogger.com/atom/ns#' term='ACE'/><title type='text'>Maestros insisten en impugnar la Alianza por la Calidad de la Educación</title><content type='html'>&lt;div class="posttitle"&gt;

     &lt;h2 class="pagetitle"&gt;
&lt;/h2&gt;
&lt;/div&gt;
&lt;br /&gt;&lt;div class="wp-caption alignleft" style="width: 330px;"&gt;
&lt;img alt="" height="240" src="http://impreso.milenio.com/media/imagecache/Principal/2012/01/19/gdl-cd-4.jpg" width="320" /&gt;&lt;div class="wp-caption-text"&gt;
Foto: Abraham Pérez&lt;/div&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;IPV&lt;/strong&gt;/Público&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Un grupo de 40 profesores del Movimiento 
de Bases Magisteriales (MBM) se manifestó la tarde de ayer frente al 
Congreso local para solicitar que por lo menos trece de los 39 diputados
 locales respalden con su firma una acción de inconstitucionalidad ante 
la Suprema Corte de Justicia de la Nación, en contra de la Alianza por 
la Calidad de la Educación (ACE), que establece como obligatoria la 
evaluación universal de docentes. Los maestros no pudieron dialogar con 
diputados de la Comisión de Educación, ya que tres de sus integrantes 
realizan una visita al Congreso de California. José Casillas, vocero del
 MBM, refirió que los docentes de educación básica entregaron ya 
solicitudes similares a diputados federales jaliscienses para impugnar 
la ACE.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-6059712691889465212?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/6059712691889465212/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=6059712691889465212&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/6059712691889465212'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/6059712691889465212'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/maestros-insisten-en-impugnar-la.html' title='Maestros insisten en impugnar la Alianza por la Calidad de la Educación'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2247674723856273941</id><published>2012-01-19T11:03:00.001-08:00</published><updated>2012-01-19T11:03:58.218-08:00</updated><title type='text'>Exigen maestros cancelación de la prueba ENLACE</title><content type='html'>&lt;div class="posttitle"&gt;

     &lt;h2 class="pagetitle"&gt;
&lt;/h2&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;Mauricio Ferrer/ Jorge Covarrubias/ &lt;a href="http://www.lajornadajalisco.com.mx/author/lajornadajalisco/" rel="author" title="Entradas de La Jornada Jalisco"&gt;La Jornada Jalisco&lt;/a&gt;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Maestros de las secciones 16 y 47 del 
Sindicato Nacional de Trabajadores de la Educación (SNTE) protestaron 
ayer en contra de la Alianza por la Calidad Educativa y entregaron a los
 diputados del Congreso del Estado una solicitud para que promuevan con 
su firma un recurso de inconstitucionalidad a este programa que 
establece la evaluación universal a los docentes.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Moisés Guerrero, integrante del 
Movimiento de Bases Magisteriales, explicó que la Alianza por la Calidad
 Educativa le impide a los docentes acceder a un salario digno, toda vez
 que impone obstáculos y metas que ningún profesor puede cumplir. 
Ejemplo de ello es que se les exige obtener 50 puntos en la aplicación 
de la prueba y trabajar 80 horas extras, cuando ya hacen esta labor al 
revisar tareas y calificar exámenes en casa.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span id="more-62558"&gt;&lt;/span&gt;“La prueba 
enlace está mal elaborada, tiene los reactivos que lo único que hacen es
 confundir a los alumnos, entonces no da resultados fehacientes de lo 
que trabaja el maestro. Entonces desde ahí, el tener el 50 por ciento en
 los exámenes enlace, obviamente deja a los maestros en el desamparo, 
porque por muy excelente que sea el maestro no va a obtener los 50 
puntos de enlace”, dijo.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“La evaluación universal, entre otras 
cosas, establece el concurso de plazas, limita que los trabajadores 
tengan base como se había venido dando. De entrada no estamos en contra 
de que se hagan evaluaciones, pero sí en contra de este tipo de medidas 
que usan modelos inadecuados de medición en contextos que difieren entre
 estados. Es injusto para niños y trabajadores”, agregó &amp;nbsp;José Casillas, 
miembro también del Movimiento de Bases Magisteriales (MBM).&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Los docentes explicaron que la prueba 
enlace es un instrumento que no considera las condiciones de enseñanza 
en cada una de las regiones del país, y las habilidades que tienen los 
estudiantes no se califican, sino que es un modelo impuesto por el 
gobierno federal y la Organización para la Cooperación y el Desarrollo 
Económico.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Ayer, cientos de maestros marcharon del 
Ángel de la Independencia hacia el Congreso de la Unión en el Distrito 
Federal, en demanda de la cancelación de los nuevos lineamientos para la
 carrera magisterial que incluye la evaluación universal.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-2247674723856273941?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/2247674723856273941/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=2247674723856273941&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2247674723856273941'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/2247674723856273941'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/exigen-maestros-cancelacion-de-la.html' title='Exigen maestros cancelación de la prueba ENLACE'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-9145641740017849196</id><published>2012-01-19T11:02:00.000-08:00</published><updated>2012-01-19T11:02:16.200-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACE'/><title type='text'>Piden maestros anular acuerdos</title><content type='html'>&lt;div class="posttitle"&gt;

     &lt;h2 class="pagetitle"&gt;
&lt;/h2&gt;
&lt;/div&gt;
&lt;br /&gt;&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div class="wp-caption alignleft" id="attachment_62552" style="width: 353px;"&gt;
&lt;a href="http://cronicadesociales.files.wordpress.com/2012/01/2467676.jpg"&gt;&lt;img alt="" class="size-full wp-image-62552" src="http://cronicadesociales.files.wordpress.com/2012/01/2467676.jpg?w=614" title="2467676" /&gt;&lt;/a&gt;&lt;div class="wp-caption-text"&gt;
Piden maestros anular acuerdos&lt;/div&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;a href=""&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;Paulina Martínez&lt;/span&gt;&lt;/strong&gt;&lt;/a&gt;/Mural&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El Movimiento de Bases Magisteriales 
pidió al Congreso del Estado que elabore un exhorto a la Federación para
 que se declare como inconstitucional la Alianza por la Calidad de la 
Educación (ACE), puesta en marcha desde inicios del sexenio.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Un grupo de 40 maestros acudió ayer al Palacio Legislativo para 
entregar un documento en el que solicita a los diputados locales que 
apoyen su petición de echar para atrás los acuerdos tomados entre la 
Secretaría de Educación Pública (SEP) y el Sindicato Nacional de 
Trabajadores de la Educación (SNTE).&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
José Casillas, integrante de Bases Magisteriales, señaló que estos 
acuerdos se tomaron a espaldas de los trabajadores y perjudican los 
derechos laborales de los maestros, por ejemplo, con las nuevas 
condiciones del programa de Carrera Magisterial.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span id="more-62549"&gt;&lt;/span&gt;“Perjudica en que acentúa la división de
 los trabajadores, limita a los trabajadores, está obligando a que le 
entren a fuerzas a eso y además, a los que le entran, si no obtienen la 
puntuación adecuada, corren el riesgo de perder, y a nosotros nos parece
 un despropósito porque se está hablando de un incentivo, pero se violan
 también derechos de los trabajadores”, afirmó el docente.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
“Nuestras condiciones de trabajo son precisas y están obligando a los
 trabajadores a irse a capacitación sábados, domingos, asistir a cursos 
fuera del horario, cuando la propia Ley Federal del Trabajo establece 
que el patrón está obligado, sí, a capacitar y a proporcionar las 
herramientas y las facilidades necesarias para que los trabajadores se 
capaciten”.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
En el caso de la evaluación universal a los maestros, otro de los 
acuerdos de la ACE, Casillas señaló que cuestionan su utilidad como 
herramienta para mejorar la calidad de la educación pues se ve como un 
instrumento para castigar a los docentes y no para mejorar.&lt;br /&gt;
.&lt;br /&gt;
Casillas agregó que, a pesar de que existen recursos etiquetados para el
 sistema educativo a través de la Alianza, todavía hay escuelas sin 
docentes o telesecundarias sin televisión.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;

&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
A nivel nacional, la Coordinadora Nacional de Trabajadores de la 
Educación (CNTE), entregó una petición similar a los legisladores 
federales y prepara un paro nacional para el 2 de febrero.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3719037529474045831-9145641740017849196?l=basesmagisteriales.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://basesmagisteriales.blogspot.com/feeds/9145641740017849196/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3719037529474045831&amp;postID=9145641740017849196&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/9145641740017849196'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3719037529474045831/posts/default/9145641740017849196'/><link rel='alternate' type='text/html' href='http://basesmagisteriales.blogspot.com/2012/01/piden-maestros-anular-acuerdos.html' title='Piden maestros anular acuerdos'/><author><name>Movimiento de Bases Magisteriales</name><uri>http://www.blogger.com/profile/04557649478387615724</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='23' src='http://2.bp.blogspot.com/_P7-NRx7wlaQ/TBqjNOKJ7AI/AAAAAAAAAQA/N7MeunXZ2W8/S220/LOGO+CNTE.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3719037529474045831.post-2412878682655378033</id><published>2012-01-18T08:47:00.001-08:00</published><updated>2012-01-18T08:51:13.244-08:00</updated><title type='text'>¡Peligrosísimo!</title><content type='html'>&lt;img alt="" height="364" src="data:image/png;base64,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
