<?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-37832104</id><updated>2012-02-21T16:20:33.960-06:00</updated><category term='FOTOPERIODISMO'/><category term='Per Bak Jensen'/><category term='TALLER INTIMIDAD Y DISTANCIA'/><category term='CICLO LITERARIO'/><category term='CAMARA HOLGA'/><category term='DESDE LA CIUDAD'/><category term='Curso intermedio de fotografía'/><category term='RESULTADOS DEL TALLER VITTORIO'/><category term='Percepción no visual'/><category term='TECNICAS DE IMPRESIÓN ANTÍGUA Y LIBRO OBJETO'/><category term='TALLER MENOS ES MÁS'/><category term='TALLER AUTORRETRATO'/><category term='TALLERES NOVIEMBRE CFMAB'/><category term='Descubriendo Photoshop tips y trucos'/><category term='EDUCACIÓN PARA LA PAZ EN EL PROCESO CREATIVO'/><category term='Luis Paredes'/><category term='NOV'/><category term='LIBROS DE ARTÍSTA'/><category term='CUARTO OSCURO'/><category term='Descubriendo Photoshop tips y trucosII'/><category term='TALLER DE FOTOGRAFÍA DIGITAL E IMPRESIÓN FINA'/><category term='AGITE Y SIRVA'/><category term='PORTAFOLIO'/><category term='OAXACA WEAR'/><category term='TALLER IDENTIDAD'/><category term='TALLERES VERANO  2009'/><category term='LILIANA MAYA'/><category term='IDENTIDAD'/><category term='Tierney Fellowship 2010'/><category term='INVESTIGACIÓN FOTOPERIODÍSTICA'/><category term='TALLER AUTORETRATO'/><category term='CÁMARAS LOMOGRÁFICAS'/><category term='FAUSTO NAHÚM PEREZ'/><category term='CÁMARA ESTENOPEICA / INFANTIL'/><category term='JORGE ACEVEDO'/><category term='MARY ELLEN MARK'/><category term='ASESORÍA DE PROYECTOS'/><category term='NEUROARTES'/><category term='CURSO DE PRODUCCION DE DOCUMENTALES'/><category term='CÁMARA ESTENOPEICA'/><category term='LA FOTOGRAFÍA COMO HERRAMIENTA PARA CONTAR TU ENTORNO'/><category term='DANIEL WEINSTOCK'/><category term='CFMAB VITTORIO TALLERES'/><category term='JAVIER RAMÍREZ LIMÓN'/><category term='ATLAS SUBJETIVO'/><category term='PHOTOSHOP'/><category term='ANTONIO TUROK'/><category term='TALLER LIBROS'/><category term='TALLER BÁSICO DE FOTOGRAFÍA DIGITAL'/><category term='investigación fotoperiodistica jorge acevedo'/><category term='PHOTOESPAÑA'/><category term='ISAUMIR NACIMIENTO'/><category term='MENOS ES MÁS'/><category term='REPORTAJE FOTOGRÁFICO'/><category term='retrato de una ciudad Vittorio'/><category term='CURSO BÁSICO ESENCIAL DE FOTOGRAFÍA'/><category term='EL ACTO FOTOGRÁFICO'/><category term='POMPI GARCÌA'/><category term='PROYECTO OAXACA'/><category term='DIRECCION DE ARTE'/><category term='RETRATO Y AUTORRETRATO'/><category term='LA VISIÓN FOTOGRÁFICA'/><category term='SEMINARIO DE FOTOGRAFÍA CONTEMPORÁNEA'/><category term='Creación de proyectos fotográficos'/><category term='SONDEO EDUCATIVO'/><category term='CÁMARA DE 35mm'/><category term='LA POÉTICA DE LA IMAGEN'/><category term='WEINSTOCK'/><title type='text'>Talleres CFMAB</title><subtitle type='html'>M. Bravo # 116 Esq. García Vigil Centro Historico Oaxaca, Oax. Tel. (01 951) 51 6 98 00</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://tallerescfmab.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default?start-index=101&amp;max-results=100'/><author><name>gfl</name><uri>http://www.blogger.com/profile/03705533034456957670</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='http://2.bp.blogspot.com/_xEoPCvodV-U/SQNIaMusuqI/AAAAAAAAAIE/evGuVIy4TaE/S220/N16139.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>110</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-37832104.post-3482131795954798327</id><published>2012-02-21T16:13:00.005-06:00</published><updated>2012-02-21T16:20:33.974-06:00</updated><title type='text'></title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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Este taller nos invita a conocer una técnica que promueve el trabajo fotográfico 100% artesanal a lado del fotógrafo mexicano estenepeico de más proyección en el mundo. La técnica se caracteriza por su particular color, y la atmosfera única que recrea.  &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:arial;"&gt;Este taller esta dirigido sobre todo a fotógrafos y artistas visuales mexicanos ó que radiquen en el país, que utilicen la cámara estenopeica como medio para obtener imágenes, y que mínimamente conozcan la teoría del color y separación del mismo. El cupo para este taller será de tan sólo seis personas, que trabajarán a lo largo de una semana junto con el maestro Carlos Jurado. Y tendrá una cuota de recuperación de 1800 (un mil ochocientos pesos). Incluyendo materiales de uso común. El alumno deberá  contar con una cámara estenopeica de placa 4x 5 pulgadas.  &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:arial;"&gt;Los interesados deberán enviar dos archivos pdf:   &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-family:arial;"&gt;En el primero incluirán su portafolio de 10 a 15 imágenes con ficha técnica (título, técnica, año) de tema libre. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-family:arial;"&gt;Un segundo archivo PDF incluirá su currículum de máximo una cuartilla así como nombre, correo electrónico, domicilio y teléfonos.   &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-family:arial;"&gt;Los PDF llevarán como título  un seudónimo que el participante elija, este no tendrá que tener relación alguna con el nombre y apellidos del participante.   &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-family:arial;"&gt;Estos datos se enviarán a la dirección difusion.cfab@gmail.com  bajo el asunto #TallerAdicromo  a más tardar el día domingo 1 de abril a las 12 de la noche. No se aceptará ningún trabajo que llegue después de la fecha y hora estipuladas   Los archivos recibidos serán revisados por un jurado calificador, quienes determinarán la participación de los talleristas. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;span style="font-family:arial;"&gt;Los resultados serán publicados en nuestro sitio de facebook y blogspot el 9 de abril.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:arial;"&gt;&lt;span style="font-size:85%;"&gt;Más información Centro Fotográfico Manuel Álvarez Bravo.  M. Bravo 116, esquina García Vigil&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family:arial;"&gt; Col. Centro, CP. 68000, Oaxaca, México.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family:arial;"&gt; www.cfmab.blogspot.com / http://tallerescfmab.blogspot.com/&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family:arial;"&gt; Tel/Fax:             01 (951) 516 9800      &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-family:arial;"&gt; Correo electrónico: difusion.cfab@gmail.com / cfab_difusion@yahoo.com.mx&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/37832104-3482131795954798327?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/3482131795954798327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/3482131795954798327'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2012/02/normal-0-21-false-false-false-es-mx-x.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-6205194048663088282</id><published>2012-02-11T14:25:00.003-06:00</published><updated>2012-02-13T15:20:40.143-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='JORGE ACEVEDO'/><title type='text'></title><content type='html'>&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="MsoSubtleReference"&gt;&lt;b&gt;El Centro Fotográfico Manuel Álvarez Bravo&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="MsoSubtleReference"&gt;&lt;b&gt;invita al&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="MsoSubtleReference"&gt;&lt;b&gt;TALLER LA VOZ DE LA FOTOGRAFÍA&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="MsoSubtleReference"&gt;Imparte Jorge Acevedo&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;img alt="" height="223" 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" width="320" /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD" style="color: #333333;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Del lunes 5 de marzo al viernes 9 de marzo de 2012 | De 17 h a 20 h&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Cuota de recuperación 650 pesos&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Cupo límitado&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El objetivo del taller, es que los participantes escriban con imágenes&amp;nbsp; una historia o cuento literario que narre visualmente sin necesidad de texto algo comprensible al receptor.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Para este taller los integrantes del mismo, tendrán lecturas iniciales, escribirán su propia historia que posteriormente traducirán a nivel visual.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Desarrollo del taller:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Lectura de textos breves o poesía que contenga gran carga visual.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Comentar y traducir verbalmente los textos a imágenes en sesiones colectivas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Realizar su propio texto.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Traducir a imagen su propio texto.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Revelar e imprimir su texto fotográfico.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El resultado final, será un cuento visual de 10 a 12 fotografías.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Jorge Acevedo &lt;/b&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;(México, 1949)&lt;b&gt; &lt;/b&gt;Fotoperiodista con una trayectoria de más de 40 años y más de 26 exposiciones individuales de las que destacan &lt;b&gt;&lt;i&gt;Fotografiar por la vida&lt;/i&gt;&lt;/b&gt; en el Centro Fotográfico Manuel Álvarez Bravo. Con una vasta colaboración con museos comunitarios indígenas, amplio número de publicaciones en&amp;nbsp; libros y constante colaboración en revistas como &lt;i&gt;Ojarasca&lt;/i&gt; y &lt;i&gt;México en la Cultura de Siempre&lt;/i&gt;. &lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Su incursión en el fotoperiodismo fue por su documentación de los movimientos populares emergentes&amp;nbsp; en la década de los 70 tales como asociaciones de pobres urbanos, sindicalistas, campesinos, defensores de los derechos humanos y mujeres&amp;nbsp; mismos que&amp;nbsp; irrumpieron en la vida política del país para obtener el reconocimiento de las autoridades y conseguir la solución a sus demandas. Su lente capto lo suscitado con los sismos de 1985 que sacudieron la capital de la República y la conciencia pública. Jorge Acevedo documentó la resistencia y ayudó a darle una visibilidad permanente. Apostó por la memoria contra el olvido, sin tener que renunciar a la calidad, al manejo de la técnica y al arte. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; 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/37832104-6205194048663088282?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/6205194048663088282'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/6205194048663088282'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2012/02/v-behaviorurldefaultvmlo.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-7181516343525731146</id><published>2012-01-31T10:03:00.006-06:00</published><updated>2012-02-10T12:00:52.881-06:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;El Centro Fotográfico Manuel Álvarez Bravo&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&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;&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;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&amp;nbsp; Invita al &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Taller de desnudo&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Imparte&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&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 style="color: black; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Marcela Taboada y Jorge Acevedo&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Del jueves 1 al sábado 3 de marzo de 2012 | Jueves y viernes de 17 a 20 h&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&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; Sábado de 10 a 14 h y de 16 a 20 h&lt;/span&gt;&lt;b&gt;&lt;span style="color: black; font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Tahoma&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Donativo 1500 pesos&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;Este taller se llevará a cabo en:&lt;/span&gt;&lt;span style="font-size: small; line-height: 115%;"&gt; 1era Priv. de Sabinos 103, casi esq. Av. de las Etnias (dos cuadras antes Hotel Casa de Adobe), San Felipe del Agua. Oaxaca, Oax.&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;Inscripciones: Centro Fotográfico Manuel Álvarez Bravo. M. Bravo 116 esq. García Vigil. Teléfono (01 951) 51 6 98 00, correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com"&gt;difusion.cfab@gmail.com&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Este taller esta dirigido a todo público con conocimientos básicos de fotografía interesados en acercarse al desnudo fotográfico. Explorando este género desde una visión histórica.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El taller será tanto teórico como práctico. Por lo que se desarrollarán diferentes sesiones de estudio con modelo utilizando distintos tipos de iluminación. Así como una revisión y edición del material obtenido.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;DESCRIPCIÓN DE ACTIVIDADES&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Día 1&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;De 17:00 a 20:00 duración 3 horas&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Visión histórica del desnudo en pintura, escultura y fotografía.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Discusión colectiva sobre las espectativas e intereses que se tienen del taller.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Día 2&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;De 17:00 a 20:00 hrs. duración 3 horas&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Fotografía en estudio con modelo utilizando equipo de iluminación artificial (destello y/o tungsteno).&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Día 3&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;10:00 a 14:00 hrs. duración 4 horas.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Fotografía en estudio con modelo utilizando luz natural.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;16:00 a 20:hrs duración 4 horas&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Revisión y edición de material y conclusión del taller.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Marcela Taboada Avilés &lt;/b&gt;(1958 Puebla, México)&lt;b&gt; &lt;/b&gt;Licenciatura en Artes Gráficas y Diseño, Universidad de las Américas, A.C. Fotógrafa independiente y autodidacta, radica en las ciudad de Oaxaca desde 1986. Su trabajo ha sido publicado en periódicos y revistas mexicanas y extranjeras como Cuartoscuro,&amp;nbsp; La Jornada, Milenio, Reforma, Artes de México, Travesías, Deep, Elle Decor, Quien, Hasselblad Forum, Green Mountains, GEO Germany, Caminos, The New York Times, The London Telegraph Magazine entre otras.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;También ha participado en numerosos libros y catálogos de arte. Ha sido catedrática de fotografía en Universidades y escuelas de enseñanza media; así como en talleres para niños en el Museo de Arte Contemporáneo y el Centro Fotográfico Álvarez Bravo de Oaxaca. Además impartió los talleres de fotografía de Santa Fé Photographic Workshops y PhotoCamp de National Geographic.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Durante 15 años fue productora para Maine Photographic Workshop, Seattle Photographic Center y PhotoXpeditions de los talleres internacionales de la fotógrafa estadounidense Mary Ellen Mark en Oaxaca.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Su trabajo ha sido exhibido en diversos museos y galerías de México y el extranjero.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Jorge Acevedo &lt;/b&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;(México, 1949)&lt;b&gt; &lt;/b&gt;Fotoperiodista con una trayectoria de más de 40 años y más de 26 exposiciones individuales de las que destacan &lt;b&gt;&lt;i&gt;Fotografiar por la vida&lt;/i&gt;&lt;/b&gt; en el Centro Fotográfico Manuel Álvarez Bravo. Con una vasta colaboración con museos comunitarios indígenas, amplio número de publicaciones en&amp;nbsp; libros y constante colaboración en revistas como &lt;i&gt;Ojarasca&lt;/i&gt; y &lt;i&gt;México en la Cultura de Siempre&lt;/i&gt;.&amp;nbsp; &lt;b&gt;&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Su incursión en el fotoperiodismo fue por su documentación de los movimientos populares emergentes&amp;nbsp; en la década de los 70 tales como asociaciones de pobres urbanos, sindicalistas, campesinos, defensores de los derechos humanos y mujeres&amp;nbsp; mismos que&amp;nbsp; irrumpieron en la vida política del país para obtener el reconocimiento de las autoridades y conseguir la solución a sus demandas. Su lente capto lo suscitado con los sismos de 1985 que sacudieron la capital de la República y la conciencia pública. Jorge Acevedo documentó la resistencia y ayudó a darle una visibilidad permanente. Apostó por la memoria contra el olvido, sin tener que renunciar a la calidad, al manejo de la técnica y al arte. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&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/37832104-7181516343525731146?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/7181516343525731146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/7181516343525731146'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2012/01/normal-0-21-false-false-false-es-mx-x.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-8588873393484546504</id><published>2012-01-14T15:10:00.001-06:00</published><updated>2012-02-03T13:54:33.118-06:00</updated><title type='text'></title><content type='html'>&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;El Centro Fotográfico Manuel Álvarez Bravo&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;invita al taller&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-E4XWcaSNxHE/TxHsk8GSCLI/AAAAAAAAAXU/m_yH3-oB96k/s1600/CARTELFOTOGRAFICO-01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="207" src="http://3.bp.blogspot.com/-E4XWcaSNxHE/TxHsk8GSCLI/AAAAAAAAAXU/m_yH3-oB96k/s320/CARTELFOTOGRAFICO-01.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;i&gt;&lt;span lang="IT"&gt;“Autorretrato”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;  &lt;span class="il"&gt;Taller&lt;/span&gt; de producción de imágenes&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;Imparte &lt;b&gt;Vittorio D' Onofri&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;Viernes a sábado del 3 al 10 de febrero | 17:00 a 21:00 h&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;Dontativo 700 pesos | Cierre de inscripciones lunes 30 de enero&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;“&lt;/span&gt;&lt;i style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;Autorretratarse significa utilizar la fotografía para mirarnos adentro, trabajar en nuestro mundo interior como metodología para activar el proceso creativo. Iniciar un discurso entre mente e interioridad, para conectarse a un manantial sin fin de contenidos que tienen que ser expresados&lt;/i&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;.” P. C.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Este taller representa un ejercicio visual para investigar los diferentes aspectos de cada individuo que se muestra a sí mismo como en un juego de espejos.&lt;span style="color: black;"&gt; De esta manera se construye un recuento autobiográfico en el cual se toma conciencia de la dimensión de su propio Yo, de su parte inconciente y psiquica y de una imagen corporal que no siempre coincide con la mental.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;Este taller tiene un cupo limitado de 16 participantes, está dirigido a toda aquella persona que quiera crear a través&amp;nbsp; de la fotografía, un retrato íntimo de si mismo. No requiere ninguna educación fotográfica previa ni teórica, ni práctica. El alumno podrá usar como medio de captura de imágenes desde celulares hasta cámaras digitales.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Vittorio D´Onofri&lt;/b&gt; (Lanuvio, Italia 1960). Fotógrafo contemporáneo residente de Oaxaca  desde 1995. Ha realizado reportajes fotográficos en Europa, África,  Centro y Sudamérica. Entre sus documentales fotográficos realizados en  Oaxaca están: 13 grupos étnicos del estado de Oaxaca, Muxhes y Playa  Cangrejo. Desde el 1997 enseña fotografía en el Centro Fotográfico  Manuel Álvarez Bravo y en otras instituciones,&amp;nbsp; reconocidas en Oaxaca,  parte de su obra se puede consultar en el portal http://www.vittoriodonofri.com/site/home.asp&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; margin-left: 30pt;"&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp;  &lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&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/37832104-8588873393484546504?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/8588873393484546504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/8588873393484546504'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2012/01/el-centro-fotografico-manuel-alvarez.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-E4XWcaSNxHE/TxHsk8GSCLI/AAAAAAAAAXU/m_yH3-oB96k/s72-c/CARTELFOTOGRAFICO-01.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-1851710272965799532</id><published>2011-12-21T12:32:00.003-06:00</published><updated>2011-12-21T12:32:21.357-06:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;El Centro Fotográfico Manuel Álvarez Brav&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;o&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="WordSection1"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;                                                                                                                       Invita al taller   &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;                                                                                                                                                                                                  &lt;b&gt;“Elementos y herramientas de la&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; c&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;omposición  fotográfica”                                                                                                               &lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;Imparte                                                                                                                                                                                                                &lt;b&gt;Jorge Santiago&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s1600/the_egg_bw_web.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="214" src="http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s320/the_egg_bw_web.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;span style="font-size: 14pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Objetivo: &lt;/b&gt;Desarrollar  la capacidad de mirar a través de la cámara fotográfica, manipulado  elementos y herramientas de la composición para producir un discurso  fotográfico.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/span&gt;  &lt;br /&gt;&lt;div class="WordSection2" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Característica del curso: &lt;/b&gt;Teórico-práctico&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Dirigido a: &lt;/b&gt;Personas interesadas en la fotografía (mayores de 16 años)&amp;nbsp;&amp;nbsp;&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;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Requisitos: &lt;/b&gt;Contar con cámara fotográfica digital y computadora personal con photoshop.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Fechas: &lt;/b&gt;del 9 al 14 de enero&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Horarios de trabajo:&lt;/b&gt; 5 pm a 8 pm&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Cupo limitado: &lt;/b&gt;Teórico-Práctico&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Cuota de recuperación&lt;span style="color: black;"&gt;: &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;$ 900.00&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Inscripciones e informes: &lt;/b&gt;Centro Fotográfico Manuel Álvarez Bravo. M. Bravo 116 esq. García Vigil. Teléfono &lt;span class="skype_pnh_container" dir="ltr" tabindex="-1"&gt;&amp;nbsp;&lt;span class="skype_pnh_highlighting_inactive_common" dir="ltr" title="Call this phone number in Mexico with Skype: +529515169800"&gt;&lt;span class="skype_pnh_left_span" title="Skype actions"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span class="skype_pnh_dropart_span" title="Skype actions"&gt;&lt;span class="skype_pnh_dropart_flag_span" style="background-position: -3951px 1px !important;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span class="skype_pnh_textarea_span"&gt;&lt;span class="skype_pnh_text_span"&gt;(01 951) 51 6 98 00&lt;/span&gt;&lt;/span&gt;&lt;span class="skype_pnh_right_span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;, correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com"&gt;difusion.cfab@gmail.com&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;DESARROLLO DEL TALLER&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/span&gt;      &lt;br /&gt;&lt;div class="WordSection4" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;La cámara fotográfica.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Aprendiendo a leer imágenes.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Elementos y herramientas básicas de la composición fotográfica.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Ejercicios prácticos.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Ajustes básicos en Photoshop.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Edición de fotografías.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;b style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: #222222;"&gt;Jorge Luis Santiago &lt;/span&gt;&lt;/b&gt;&lt;span style="color: #222222;"&gt;(Guelatao de Juárez, Oaxaca, México. 1982)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: #222222;"&gt;Fotógrafo  independiente formado en el Taller Fotográfico de Guelatao y en el  Centro Fotográfico Manuel Álvarez Bravo (CFMAB) de Oaxaca. Colaboró en  el CFMAB como encargado del laboratorio blanco y negro. Entre sus  exposiciones destacan las realizadas, de manera colectiva, en el Centro  de la Imagen, Centro Fotográfico Manuel Álvarez Bravo, en el Instituto  de México en Madrid España y en el Convento de San Francisco de Asís en  Habana, Cuba. Individualmente ha mostrado su trabajo en la Alianza  Francesa de Oaxaca y en la Fototeca de Veracruz. Sus fotografías han  sido incluidas en los libros: Mapas abiertos: Fotografía Latinoamericana  (1991 – 2002) y Memorial de Agravios: Oaxaca, México 2006.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: #222222; font-family: Arial,Helvetica,sans-serif;"&gt;Su trabajo ha sido publicado en diversas revistas locales y nacionales. Su portafolio puede verse en &lt;/span&gt;&lt;span style="color: #1155cd; font-family: Arial,Helvetica,sans-serif;"&gt;http://jsphotography.co&lt;/span&gt;&lt;span style="color: black; font-family: Arial,Helvetica,sans-serif;"&gt;. Actualmente realiza un documental sobre el básquetbol en las comunidades&lt;/span&gt;&lt;span style="color: #222222; font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;span style="color: black; font-family: Arial,Helvetica,sans-serif;"&gt;de  la Sierra Norte de Oaxaca con el apoyo del Fondo Nacional para la  Cultura y las Artes a través del programa Jóvenes Creadores 2011.&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/37832104-1851710272965799532?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/1851710272965799532'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/1851710272965799532'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2011/12/el-centro-fotografico-manuel-alvarez_21.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s72-c/the_egg_bw_web.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-7393660266727034319</id><published>2011-12-20T10:04:00.001-06:00</published><updated>2011-12-20T10:05:47.982-06:00</updated><title type='text'></title><content type='html'>&lt;div class="WordSection1"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"&gt;&lt;b&gt;El Centro Fotográfico Manuel Álvarez Bravo&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;                                                                                                                      Invita a los &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Talleres de fotografía. &lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Básico&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-3mYB6DHrFqY/TvCtIyfZvvI/AAAAAAAAAWs/wZB7JzFnGEY/s1600/b2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-3mYB6DHrFqY/TvCtIyfZvvI/AAAAAAAAAWs/wZB7JzFnGEY/s320/b2.jpg" width="212" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Imparte&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Citlali Fabián Bautista                                                                                                                                                                                       &lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div align="center" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Objetivos: &lt;/b&gt;El alumno aprenderá los principios básicos de la fotografía, tanto teóricos como prácticos, como: la luz; la relación luz, ojo, cámara; el uso de la cámara; composición de la imagen entre otros. &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Característica del curso: &lt;/b&gt;Teórico- práctico.&amp;nbsp; Nivel básico.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Dirigido a: &lt;/b&gt;Personas con interés en la fotografía.&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Requisitos: &lt;/b&gt;Cámara fotográfica &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Fechas: 17 de enero al 14 de febrero&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Horarios de trabajo:&lt;/b&gt; Martes de 17:00 a 19:00 horas, Sábado de 10:00 a 12:00 horas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cupo limitado: &lt;/b&gt;15 personas &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cuota de recuperación&lt;span style="color: black;"&gt;: &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;500 pesos&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Inscripciones e informes: &lt;/b&gt;Centro Fotográfico Manuel Álvarez Bravo. M. Bravo 116 esq. García Vigil. Teléfono (01 951) 51 6 98 00, correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com"&gt;difusion.cfab@gmail.com&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;DESARROLLO DEL TALLER&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El taller estará dividido en dos sesiones a la semana, los días martes se abordarán aspectos teóricos y prácticos de la imagen fotográfica. Los días sábado se abordará la historia de la fotografía, abarcando desde sus inicios a la actualidad. El alumno aprenderá las propiedades y principios de la luz en la fotografía, el uso y partes de la cámara fotográfica y los principios básicos de la composición de la imagen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Teoría y Práctica &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Propiedades de la luz&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;La luz y la imagen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;El ojo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;La cámara oscura&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;La cámara estenopeica (elaboración y funcionamiento)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;La cámara réflex (partes y funcionamiento)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;La película y el papel fotográfico (características del material sensible)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Reglas básicas de composición.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Intermedio&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;imparte&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Citlali  Fabián Bautista                                                                                                                                                                                         &lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Objetivos: &lt;/b&gt;El alumno aprenderá a seleccionar su material fotográfico, desarrollando sus habilidades de composición. Estimulando su visión fotográfica. Promover el desarrollo de proyectos fotográficos.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;  &lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;     &lt;br /&gt;&lt;div class="WordSection2" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;div style="margin: 0cm 0cm 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Característica del curso: &lt;/b&gt;Teórico- práctico.&amp;nbsp; Nivel intermedio.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Dirigido a: &lt;/b&gt;Personas con interés en la fotografía.&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Requisitos: &lt;/b&gt;Saber los principios básicos de la fotografía. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Fechas: 19 de enero al 16 de febrero&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Horarios de trabajo:&lt;/b&gt; Jueves de 17:00 a 19:00 horas, Sábado de 10:00 a 12:00 horas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cupo limitado: &lt;/b&gt;12 personas &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cuota de recuperación&lt;span style="color: black;"&gt;: &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;500 pesos&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Inscripciones e informes: &lt;/b&gt;Centro Fotográfico Manuel Álvarez Bravo. M. Bravo 116 esq. García Vigil. Teléfono (01 951) 51 6 98 00, correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com"&gt;difusion.cfab@gmail.com&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;  &lt;br /&gt;&lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;DESARROLLO DEL TALLER&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El taller estará dividido en dos sesiones a la semana, los días jueves se abordarán aspectos teóricos y prácticos intermedios de la imagen fotográfica. Y los días sábado se abordará la historia de la fotografía, abarcando desde sus inicios a la actualidad. &lt;span style="color: black;"&gt;El alumno trabajará en proyectos fotográficos específicos, se le brindarán elementos y armas para mejorar y desarrollar su visión fotográfica. Con el fin de desarrollar un portafolio a mediano plazo, este taller busca brindarle al alumno un desarrollo en su visión fotográfica, para obtener mejores resultados, compartir experiencias y opiniones de los trabajos presentados, así como entablar un diálogo entre los fotógrafos locales. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;La dinámica de este taller radicará en la importancia del diálogo grupal, sin perder la importancia del proceso creativo individual, por lo que cada alumno tendrá asesoría en su proyecto a desarrollar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;   &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Citlali Fabián&lt;/b&gt;&lt;b&gt; &lt;/b&gt;es una fotógrafa originaria del estado de Oaxaca, inicio sus estudios en el Centro Fotográfico Manuel Álvarez Bravo en el año 2005, de 2007 al 2011 realizó la Licenciatura en Fotografía en la Facultad de Artes de la Universidad Veracruzana. En 2007 tomó el Taller de Diseño y Publicidad Cuba-&amp;nbsp;México, en la&amp;nbsp; Asociación Cubana de Comunicadores Sociales, La Habana,&amp;nbsp;Cuba. Ha tomado talleres y cursos con fotógrafos como: Joan Fontcuberta, Waldemaro Concha,&amp;nbsp;Byron Brauchli, Gabriela Ulloa, Canon Bernález, José Antonio Rodríguez, Laureana Toledo y Gerardo Nigenda. Este año participo en las exposiciones Del Paraíso al Apocalípsis,&amp;nbsp;en los Talleres Libres de Arte de Coatepec. Veracruz.&amp;nbsp; Identidades emergentes dentro del marco de Fotoseptiembre en el mismo lugar. Y Foto Emergente en el Ágora de la ciudad de Xalapa. &lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"&gt;&lt;br /&gt;&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/37832104-7393660266727034319?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/7393660266727034319'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/7393660266727034319'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2011/12/el-centro-fotografico-manuel-alvarez_20.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-3mYB6DHrFqY/TvCtIyfZvvI/AAAAAAAAAWs/wZB7JzFnGEY/s72-c/b2.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-6229682528505378400</id><published>2011-12-17T13:34:00.001-06:00</published><updated>2011-12-21T12:31:46.527-06:00</updated><title type='text'></title><content type='html'>&lt;div class="WordSection1"&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;El Centro Fotográfico Manuel Álvarez Brav&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;o&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="WordSection1"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;                                                                                                                     Invita al taller   &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;                                                                                                                                                                                               &lt;b&gt;“Elementos y herramientas de la&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; c&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;omposición fotográfica”                                                                                                              &lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;Imparte                                                                                                                                                                                                             &lt;b&gt;Jorge Santiago&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s1600/the_egg_bw_web.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="214" src="http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s320/the_egg_bw_web.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;span style="font-size: 14pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Objetivo: &lt;/b&gt;Desarrollar la capacidad de mirar a través de la cámara fotográfica, manipulado elementos y herramientas de la composición para producir un discurso fotográfico.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/span&gt;  &lt;br /&gt;&lt;div class="WordSection2" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Característica del curso: &lt;/b&gt;Teórico-práctico&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Dirigido a: &lt;/b&gt;Personas interesadas en la fotografía (mayores de 16 años)&amp;nbsp;&amp;nbsp;&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;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Requisitos: &lt;/b&gt;Contar con cámara fotográfica digital y computadora personal con photoshop.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Fechas: &lt;/b&gt;del 9 al 14 de enero&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Horarios de trabajo:&lt;/b&gt; 5 pm a 8 pm&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cupo limitado: &lt;/b&gt;Teórico-Práctico&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Cuota de recuperación&lt;span style="color: black;"&gt;: &lt;/span&gt;&lt;/b&gt;&lt;span style="color: black;"&gt;$ 900.00&lt;/span&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Inscripciones e informes: &lt;/b&gt;Centro Fotográfico Manuel Álvarez Bravo. M. Bravo 116 esq. García Vigil. Teléfono (01 951) 51 6 98 00, correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com"&gt;difusion.cfab@gmail.com&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;DESARROLLO DEL TALLER&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/span&gt;      &lt;br /&gt;&lt;div class="WordSection4" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;La cámara fotográfica.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Aprendiendo a leer imágenes.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Elementos y herramientas básicas de la composición fotográfica.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Ejercicios prácticos.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Ajustes básicos en Photoshop.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 12pt 0cm 0.0001pt 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;·&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Edición de fotografías.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;  &lt;/span&gt;&lt;b style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: black;"&gt;&lt;br clear="all" style="page-break-before: auto;" /&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: #222222;"&gt;Jorge Luis Santiago &lt;/span&gt;&lt;/b&gt;&lt;span style="color: #222222;"&gt;(Guelatao de Juárez, Oaxaca, México. 1982)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #222222;"&gt;Fotógrafo independiente formado en el Taller Fotográfico de Guelatao y en el Centro Fotográfico Manuel Álvarez Bravo (CFMAB) de Oaxaca. Colaboró en el CFMAB como encargado del laboratorio blanco y negro. Entre sus exposiciones destacan las realizadas, de manera colectiva, en el Centro de la Imagen, Centro Fotográfico Manuel Álvarez Bravo, en el Instituto de México en Madrid España y en el Convento de San Francisco de Asís en Habana, Cuba. Individualmente ha mostrado su trabajo en la Alianza Francesa de Oaxaca y en la Fototeca de Veracruz. Sus fotografías han sido incluidas en los libros: Mapas abiertos: Fotografía Latinoamericana (1991 – 2002) y Memorial de Agravios: Oaxaca, México 2006.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #222222; font-family: Arial,Helvetica,sans-serif;"&gt;Su trabajo ha sido publicado en diversas revistas locales y nacionales. Su portafolio puede verse en &lt;/span&gt;&lt;span style="color: #1155cd; font-family: Arial,Helvetica,sans-serif;"&gt;http://jsphotography.co&lt;/span&gt;&lt;span style="color: black; font-family: Arial,Helvetica,sans-serif;"&gt;. Actualmente realiza un documental sobre el básquetbol en las comunidades&lt;/span&gt;&lt;span style="color: #222222; font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;span style="color: black; font-family: Arial,Helvetica,sans-serif;"&gt;de la Sierra Norte de Oaxaca con el apoyo del Fondo Nacional para la Cultura y las Artes a través del programa Jóvenes Creadores 2011.&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #222222;"&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/37832104-6229682528505378400?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/6229682528505378400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/6229682528505378400'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2011/12/v-behaviorurldefaultvmlo.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-06Lau_2jI00/TuzuXxFq47I/AAAAAAAAAWk/Kgl_OV_SMIQ/s72-c/the_egg_bw_web.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-5675341647985510960</id><published>2011-12-13T12:55:00.000-06:00</published><updated>2011-12-13T12:55:54.340-06:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;                &lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;&lt;b&gt;El CENTRO FOTOGRÁFICO MANUEL ÁLVAREZ BRAVO,&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;se complace en anunciar&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;la lista de alumnos seleccionados para el taller&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt; &lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;                                           “MÁS ALLÁ DE LA IMAGEN FIJA”&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;                              TALLER DE EXPERIMENTACIÓN FOTOGRÁFICA. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;Impartido&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;  &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;RICARDO AUDIFFRED&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;y&lt;br /&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;                     GERARDO AUDIFFRED&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;Realizado en colaboración con &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;  LA SECRETARÍA DE LAS CULTURAS Y ARTES DEL ESTADO DE OAXACA&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;DENTRO DEL FORO DE ARTE URBANO &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;&lt;b&gt;"URBANIZARTE, POR UNA CULTURA EMERGENTE"&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div style="text-indent: 0px!important;"&gt;Participantes seleccionados&lt;/div&gt;&lt;div style="text-indent: 0px ! important;"&gt;&lt;br style="text-indent: 0px ! important;" /&gt;&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;&amp;nbsp;Mariana Altamirano.&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Manuel Valdez Valdez&amp;nbsp;&lt;/div&gt;&lt;div style="text-indent: 0px ! important;"&gt; Carolina Lopez&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Laura García&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Hugo Mendoza&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Dorian Alcazar&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Diego Tomás Gomez&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Edlyn Castellanos&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Karla Bautizta&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Elia Perez&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Itzel Toscano&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Jaziel Cerqueda&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Marco Antonio Bravo&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Mirna Guevara&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Raúl Fuentes&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Yadira Castañeda&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Barak Torres&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;Roxana Méndez Baigtz.&lt;/div&gt;&lt;div style="text-indent: 0px!important;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #888888;"&gt;&lt;img src="https://lh3.googleusercontent.com/_hFS6J75kX1Q/TXgWxba1TnI/AAAAAAAAABE/S_5SDmTSoCw/LOGOCFAB.jpg" /&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;M. Bravo 116, esquina García Vigil&lt;/span&gt;&lt;br style="color: black;" /&gt; &lt;span style="color: black;"&gt;Col. Centro, &lt;/span&gt;&lt;span style="color: black;"&gt;CP. 68000, &lt;/span&gt;&lt;span style="color: black;"&gt;Oaxaca, &lt;/span&gt;México.&lt;br style="color: black;" /&gt;&lt;a href="http://www.cfmab.blogspot.com/" rel="nofollow" style="color: #6633ff;" target="_blank"&gt;&lt;span style="text-decoration: underline;"&gt;www.cfmab.blogspot.com&lt;/span&gt;&lt;/a&gt; / &lt;a href="http://tallerescfmab.blogspot.com/" target="_blank"&gt;http://tallerescfmab.blogspot.&lt;wbr&gt;&lt;/wbr&gt;com/&lt;/a&gt;&lt;br style="color: black;" /&gt; &lt;span style="color: black;"&gt;Tel/Fax: &lt;span class="skype_pnh_container" dir="ltr" tabindex="-1"&gt;&amp;nbsp;&lt;span class="skype_pnh_highlighting_inactive_common" dir="ltr" title="Call this phone number in Mexico with Skype: +529515169800"&gt;&lt;span class="skype_pnh_left_span" title="Skype actions"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span class="skype_pnh_dropart_span" title="Skype actions"&gt;&lt;span class="skype_pnh_dropart_flag_span" style="background-position: -3951px 1px !important;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span class="skype_pnh_textarea_span"&gt;&lt;span class="skype_pnh_text_span"&gt;01 (951) 516 9800&lt;/span&gt;&lt;/span&gt;&lt;span class="skype_pnh_right_span"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Correo electrónico: &lt;a href="mailto:difusion.cfab@gmail.com" target="_blank"&gt;difusion.cfab@gmail.com&lt;/a&gt; / &lt;a href="mailto:cfab_difusion@yahoo.com.mx" target="_blank"&gt;cfab_difusion@yahoo.com.mx&lt;/a&gt;&lt;br /&gt;&lt;a href="http://facebook.com/CFMAB" target="_blank"&gt;facebook.com/CFMAB&lt;/a&gt;&amp;nbsp; &lt;a href="http://twitter.com/CFMAB" target="_blank"&gt;twitter@CFMAB&lt;/a&gt;&lt;br /&gt;Difusión/CFMAB&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt; &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/37832104-5675341647985510960?l=tallerescfmab.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/5675341647985510960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/37832104/posts/default/5675341647985510960'/><link rel='alternate' type='text/html' href='http://tallerescfmab.blogspot.com/2011/12/el-centro-fotografico-manuel-alvarez.html' title=''/><author><name>Difusión Centro Fotográfico Álvarez Bravo</name><uri>http://www.blogger.com/profile/07667103899385531860</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='https://lh3.googleusercontent.com/_hFS6J75kX1Q/TXgWxba1TnI/AAAAAAAAABE/S_5SDmTSoCw/s72-c/LOGOCFAB.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-37832104.post-2493928665939953377</id><published>2011-12-08T12:39:00.000-06:00</published><updated>2011-12-08T12:39:59.445-06:00</updated><title type='text'></title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &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; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Cambria","serif"; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin; mso-ansi-language:ES-TRAD; mso-fareast-language:EN-US;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&amp;nbsp;&lt;span style="font-size: small;"&gt;&lt;b&gt;El Centro Fotográfico Manuel Álvarez Bravo&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="font-size: small;"&gt;a través del&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="font-size: small;"&gt;Instituto de Artes de Boston&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="font-size: small;"&gt;invita a participar en la&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;CONVOCATORIA PARA OBTENER UNA BECA EN EL&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;“Workshop de Fotografía Documental en Oaxaca”&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;impartido por Stella Johnson&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-D15IFzRSw0Y/TuEDJrYqWtI/AAAAAAAAAWY/2tOUqnwELqI/s1600/Imagen+18.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="214" src="http://3.bp.blogspot.com/-D15IFzRSw0Y/TuEDJrYqWtI/AAAAAAAAAWY/2tOUqnwELqI/s320/Imagen+18.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;Stella Johnson a través del Instituto de Artes de Boston, está llevando a cabo un taller de Fotografía Documental en Oaxaca. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;El taller es intensivo, tiene una duración de 12 días. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;Del 30 de Diciembre al 10 de Enero.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;Consiste en la integración de los alumnos con familias de campesinos y artesanos, para aprender a acercarse, conocerlos, ser parte de las celebraciones, y desarrollar la capacidad de hacer fotografías con un alto contenido emocional, íntimo, visualmente impactante, que retrate la esencia del sujeto. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;Uno de los principales objetivos es aprender como hacer contacto con un solo sujeto y hacer el seguimiento por un determinado periodo de tiempo. Además de esto, Stella enseñará como ver y utilizar diversas&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;fuentes de iluminación, técnicas y detalles específicos para elaborar composiciones y encuadres, así como la elaboración de un portafolio.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;La clase esta conformada por alumnos matriculados en el Instituto de Artes de Boston; en la ciudad de Oaxaca, trabajamos con asistentes de la profesora, quienes tendrán las funciones de:&lt;/span&gt;&lt;span lang="ES-TRAD" style="font-size: 10pt;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span&gt;&lt;span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;Fotografiar con el grupo elaborando sus proyectos&lt;/span&gt;&lt;/span&gt;  &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span&gt;T&lt;/span&gt;&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;rabajar como traductores y guías de apoyo para los alumnos extranjeros &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;
