<?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-1273691592241411811</id><updated>2012-03-19T00:21:30.124-07:00</updated><category term='Fotogenio Video'/><category term='Fotogenio Galeria'/><category term='Fotogenio Taller'/><category term='Comunicados'/><category term='Taller'/><category term='Información'/><category term='Mundial'/><category term='Molinos'/><category term='Falgas Paseo del Malecón'/><category term='Falgas'/><title type='text'>Asociación Fotoestenopeica Murciana</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default?start-index=101&amp;max-results=100'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>187</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-6672808633123307028</id><published>2012-03-19T00:21:00.000-07:00</published><updated>2012-03-19T00:21:30.130-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Video'/><title type='text'>Video del Taller de Fotografia Estenopeica en Fotogenio</title><content type='html'>&lt;div style="color: black; display: inline; font-family: 'Calibri'; font-size: small; font-style: normal; font-weight: normal; text-decoration: none;"&gt; &lt;/div&gt;&lt;div style="color: black; display: inline; font-family: 'Calibri'; font-size: small; font-style: normal; font-weight: normal; text-decoration: none;"&gt; &lt;table border="0" cellpadding="0" cellspacing="0" style="color: black;"&gt;&lt;tbody&gt;&lt;tr valign="middle"&gt; &lt;td align="left" width="180"&gt;&lt;a href="http://www.youtube.com/"&gt;&lt;img alt="YouTube" border="0" height="33" src="http://s.ytimg.com/yt/img/email_logo_no_tagline.png" width="175" /&gt; &lt;/a&gt;&lt;/td&gt; &lt;td align="right"&gt;&lt;a href="http://support.google.com/youtube/"&gt;centro de  asistencia&lt;/a&gt; | &lt;a href="http://www.youtube.com/account_notifications"&gt;opciones  de correo electrónico&lt;/a&gt; | &lt;a href="http://www.youtube.com/email_spam?v=1a&amp;amp;c=r-svhqqSJdoX-Ia9Q52ZzxqZCENUibF0TSvGUYsE2AJ80dP-GBEAZiXXrz82cHRDzHFN7zlyRS3cK6A-DP0YfZHTHDqiElgak6zzzLX6E60kTTPN8h96P-B0VvPZCdNShIpZvBmJC0JDsW38r4kq6sw1XV2lH8ORXrfs5BHe7hSolHRY3ddHcWlWuD9lSXLXjbttFbCd-qFCRM5VIWtlBcP94oAGr8NMC7_nngHxw0WJd7He2-bARYnmYHo9BsYpb_gZ7BwBNg6OVqjLPP620zGtzourrjOotpq048L2vwcOGY0cRgthFJMLEQVg60pruMvou8ytniBO7gzWiUubK4UKJoC4Kwye"&gt;notificar  envío de spam&lt;/a&gt; &lt;/td&gt;&lt;/tr&gt;&lt;tr&gt; &lt;td colspan="2" style="padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 10px;"&gt; &lt;a href="http://www.youtube.com/user/FotogenioEstenopeica?email=share_video_user"&gt;FotogenioEstenopeica&lt;/a&gt;  ha compartido un vídeo contigo en YouTube:&lt;br /&gt;&lt;div style="background-color: white; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; margin: 15px 0px 0px 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt; &lt;div dir="ltr" style="margin-bottom: 15px;"&gt;Fotogenio: Taller de Fotografía  Estenopeica&lt;br /&gt;Asociación Fotoestenopeica Murciana&lt;br /&gt;afoesmur@gmail.com &lt;/div&gt;&lt;div style="background-color: #f9f9fd; border-bottom: #ccf 1px solid; border-left: #ccf 1px solid; border-right: #ccf 1px solid; border-top: #ccf 1px solid; margin-bottom: 15px; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 10px;"&gt; &lt;div style="border-bottom: #999 1px solid; border-left: #999 1px solid; border-right: #999 1px solid; border-top: #999 1px solid; float: left; margin: 0px 10px 5px 0px; width: 122px;"&gt; &lt;div style="background-color: white; border-bottom: #fff 1px solid; border-left: #fff 1px solid; border-right: #fff 1px solid; border-top: #fff 1px solid; height: 72px; overflow: hidden; width: 120px;"&gt;&lt;a href="http://www.youtube.com/watch?v=p_2wx8xOcBg&amp;amp;feature=email"&gt;&lt;img src="http://i1.ytimg.com/vi/p_2wx8xOcBg/default.jpg" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; height: 90px; width: 120px;" /&gt; &lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div dir="ltr" style="font-weight: bold; margin-bottom: 5px;"&gt;&lt;a href="http://www.youtube.com/watch?v=p_2wx8xOcBg&amp;amp;feature=email"&gt;Fotogenio  Fotografia Estenopeica.avi&lt;/a&gt; &lt;/div&gt;&lt;div dir="ltr" style="margin-bottom: 5px;"&gt;"Fotogenio somos todos, respetando al  máximo&lt;br /&gt;vuestras sugerencias de la pasada edición. Además de nuestro empeño en  defender que&lt;br /&gt;la fotografía no tiene porqué ser cara y que se puede hacer algo  muy grande a un precio&lt;br /&gt;absolutamente accesible para todo el mundo" Juan  Sánchez Calventus (Director de Fotogenio) &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-6672808633123307028?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/6672808633123307028/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/video-del-taller-de-fotografia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/6672808633123307028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/6672808633123307028'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/video-del-taller-de-fotografia.html' title='Video del Taller de Fotografia Estenopeica en Fotogenio'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-8525734594229555089</id><published>2012-03-18T14:18:00.000-07:00</published><updated>2012-03-18T14:18:04.751-07:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-8525734594229555089?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/8525734594229555089/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/blog-post_18.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8525734594229555089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8525734594229555089'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/blog-post_18.html' title=''/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2309995705762205748</id><published>2012-03-18T12:35:00.001-07:00</published><updated>2012-03-18T12:37:23.383-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Chary Lucas nos envía la Ciudad Encantada de Bolnuevo (Mazarrón)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-labBrFCFDO0/T2Y4cbFsExI/AAAAAAAADaA/wEZyxkdt1Jc/s1600/Estenopeica+copia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-labBrFCFDO0/T2Y4cbFsExI/AAAAAAAADaA/wEZyxkdt1Jc/s400/Estenopeica+copia.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;Estimado Sr. García: &lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Le envío la fotografía que realicé en fotogenio, tal y como le prometí. He  realizado los pasos que me comentó en el photoshop y ha mejorado un poquito,  aunque la foto estaba movida.&lt;/div&gt;&lt;div&gt;Muchas gracias por su amabilidad y espero que nos encontremos en otra  sesión de fotogenio.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Un abrazo&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-2309995705762205748?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2309995705762205748/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/chary-lucas-nos-envia-la-ciudad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2309995705762205748'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2309995705762205748'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/chary-lucas-nos-envia-la-ciudad.html' title='Chary Lucas nos envía la Ciudad Encantada de Bolnuevo (Mazarrón)'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-labBrFCFDO0/T2Y4cbFsExI/AAAAAAAADaA/wEZyxkdt1Jc/s72-c/Estenopeica+copia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-7478630446757156021</id><published>2012-03-17T04:32:00.000-07:00</published><updated>2012-03-17T04:32:19.023-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Tomás Peñalver, una aportación más con su foto.</title><content type='html'>&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OoixYiMVSbA/T2R2DJPiSUI/AAAAAAAADZ4/olpkHXPeYNg/s1600/fe_tpg_162.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-OoixYiMVSbA/T2R2DJPiSUI/AAAAAAAADZ4/olpkHXPeYNg/s400/fe_tpg_162.jpg" width="278" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;Hola, &lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Os adjunto la foto 162 que hicimos con las latas en fotogenio.&lt;br clear="all" /&gt; &lt;div&gt;Escaneada y girada....siento la calidad pero es escaner que tengo es de una  calidad algo baja!!&lt;/div&gt;-- &lt;br /&gt;Un saludo, &lt;br /&gt;Tomás  Peñalver&lt;br /&gt;----------------------------&lt;br /&gt;&lt;a href="http://www.tomaspenalver.es/"&gt;www.tomaspenalver.es&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.santiagodelaribera.org/"&gt;www.santiagodelaribera.org&lt;/a&gt;&lt;br /&gt;&lt;a href="http://tomaspenalver.tumblr.com/"&gt;http://tomaspenalver.tumblr.com/&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.flickr.com/photos/tpenalver/"&gt;http://www.flickr.com/photos/tpenalver/&lt;/a&gt;&lt;br /&gt;&lt;a href="http://twitter.com/tomaspenalver"&gt;http://twitter.com/tomaspenalver&lt;/a&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/1273691592241411811-7478630446757156021?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/7478630446757156021/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tomas-penalver-una-aportacion-mas-con.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7478630446757156021'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7478630446757156021'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tomas-penalver-una-aportacion-mas-con.html' title='Tomás Peñalver, una aportación más con su foto.'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-OoixYiMVSbA/T2R2DJPiSUI/AAAAAAAADZ4/olpkHXPeYNg/s72-c/fe_tpg_162.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-8125547313134918344</id><published>2012-03-15T22:59:00.000-07:00</published><updated>2012-03-15T22:59:06.732-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Virginia Fernández López</title><content type='html'>&lt;div&gt;Hola Juan y compañía...&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Participé en la actividad que llevasteis a Fotogenio, y este es el  resultado.Os lo envío.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; Corresponde a la cámara nº42, y el tiempo de exposición fue de 17".&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Simplemente la he escaneado y girado, sin retoques :-).&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Gracias por la actividad que llevasteisa cabo  y las ganas con que nos  explicasteis todo.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Un saludo!&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Virginia&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-wVGKD7NteRo/T2LWf291PHI/AAAAAAAADZs/PUUmpzuzJNc/s1600/Virginia+fern%C3%A1ndez+L%C3%B3pez.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="278" src="http://4.bp.blogspot.com/-wVGKD7NteRo/T2LWf291PHI/AAAAAAAADZs/PUUmpzuzJNc/s400/Virginia+fern%C3%A1ndez+L%C3%B3pez.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-8125547313134918344?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/8125547313134918344/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/virginia-fernandez-lopez.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8125547313134918344'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8125547313134918344'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/virginia-fernandez-lopez.html' title='Virginia Fernández López'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-wVGKD7NteRo/T2LWf291PHI/AAAAAAAADZs/PUUmpzuzJNc/s72-c/Virginia+fern%C3%A1ndez+L%C3%B3pez.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-16706236924580313</id><published>2012-03-15T02:17:00.001-07:00</published><updated>2012-03-15T02:17:55.316-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Torre de Santa Isabel (Puerto de Mazarrón) por Jesús Martínez</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-M1EWmvpqHjs/T2Gzl4fv62I/AAAAAAAADZk/tI9ZYG5G9Xw/s1600/TORRE+SANTA+ISABEL%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="312" src="http://4.bp.blogspot.com/-M1EWmvpqHjs/T2Gzl4fv62I/AAAAAAAADZk/tI9ZYG5G9Xw/s400/TORRE+SANTA+ISABEL%5B1%5D.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-16706236924580313?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/16706236924580313/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/torre-de-santa-isabel-puerto-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/16706236924580313'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/16706236924580313'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/torre-de-santa-isabel-puerto-de.html' title='Torre de Santa Isabel (Puerto de Mazarrón) por Jesús Martínez'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-M1EWmvpqHjs/T2Gzl4fv62I/AAAAAAAADZk/tI9ZYG5G9Xw/s72-c/TORRE+SANTA+ISABEL%5B1%5D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-5469128669962385510</id><published>2012-03-14T03:30:00.001-07:00</published><updated>2012-03-14T04:26:19.271-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Fotografías que quedaron sin recoger. ¿Está la tuya?</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-g_jL1BZJ1tE/T2B_2RmnDZI/AAAAAAAADZU/I4rszPNkWjs/s1600/134_Fotogenio017.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://4.bp.blogspot.com/-g_jL1BZJ1tE/T2B_2RmnDZI/AAAAAAAADZU/I4rszPNkWjs/s400/134_Fotogenio017.jpg" width="400" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;134.- Rafael Martínez Palao "Interior"&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-HKr4fARd0nk/T2B7j1OHfvI/AAAAAAAADY8/Id_stZShsqA/s1600/116_Fotogenio019.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-HKr4fARd0nk/T2B7j1OHfvI/AAAAAAAADY8/Id_stZShsqA/s400/116_Fotogenio019.jpg" width="278" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;123.- Amparo Torres Puch "Interior"&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-hFzKZEeOf5Y/T2B7lqpFi8I/AAAAAAAADZE/yjCymFJPBC0/s1600/123_Fotogenio018.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://4.bp.blogspot.com/-hFzKZEeOf5Y/T2B7lqpFi8I/AAAAAAAADZE/yjCymFJPBC0/s400/123_Fotogenio018.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;116.- Chema Mora Ferri "Interior"&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-49DpBhPYVfE/T2B7qt2B6eI/AAAAAAAADZM/CXbYsY8n19I/s1600/1Bis_Fotogenio+Interior.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://2.bp.blogspot.com/-49DpBhPYVfE/T2B7qt2B6eI/AAAAAAAADZM/CXbYsY8n19I/s400/1Bis_Fotogenio+Interior.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;1Bis.- Bernar "En la comida"&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-6B21Ah1oLjY/T2Bxq7wzTFI/AAAAAAAADXU/I4Lsl-vBgRA/s1600/118_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://1.bp.blogspot.com/-6B21Ah1oLjY/T2Bxq7wzTFI/AAAAAAAADXU/I4Lsl-vBgRA/s400/118_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;118.- César Desviat García&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-6IWsEXRc-u4/T2Bxv74cTDI/AAAAAAAADXc/p6R_jeeYxHY/s1600/126_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://4.bp.blogspot.com/-6IWsEXRc-u4/T2Bxv74cTDI/AAAAAAAADXc/p6R_jeeYxHY/s400/126_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;126.- Lidia Val Gómez&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-l8hoeVFigf8/T2Bx0E0b0aI/AAAAAAAADXk/souobKiSHaw/s1600/135_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://1.bp.blogspot.com/-l8hoeVFigf8/T2Bx0E0b0aI/AAAAAAAADXk/souobKiSHaw/s400/135_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;135.- José Quintanilla&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OIQWQHSr67Y/T2Bx3nsGNUI/AAAAAAAADXs/HkROpxi1StQ/s1600/153_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://1.bp.blogspot.com/-OIQWQHSr67Y/T2Bx3nsGNUI/AAAAAAAADXs/HkROpxi1StQ/s400/153_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;153.- Javier Díaz Romero&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-OqOOmGfM7uk/T2Bx8RDtOoI/AAAAAAAADX0/gMt-xTyof5s/s1600/157_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-OqOOmGfM7uk/T2Bx8RDtOoI/AAAAAAAADX0/gMt-xTyof5s/s400/157_Fotogenio.jpg" width="278" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;157.- Alberto Rosa Navarro&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-3fEhc-fKVhg/T2ByCinuiII/AAAAAAAADX8/MsI2NhxQAD0/s1600/174_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="312" src="http://2.bp.blogspot.com/-3fEhc-fKVhg/T2ByCinuiII/AAAAAAAADX8/MsI2NhxQAD0/s400/174_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;174.- César Cantó Cantó&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-U2ccSEL0M1I/T2ByGOuX13I/AAAAAAAADYE/E2u4ZhRq9aI/s1600/17_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://4.bp.blogspot.com/-U2ccSEL0M1I/T2ByGOuX13I/AAAAAAAADYE/E2u4ZhRq9aI/s400/17_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;17.- José Diego Miñano Sánchez&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-uJG2MIPPgZU/T2ByK7I3cuI/AAAAAAAADYM/sDx3cm9o2pE/s1600/181_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://3.bp.blogspot.com/-uJG2MIPPgZU/T2ByK7I3cuI/AAAAAAAADYM/sDx3cm9o2pE/s400/181_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;181.- Ismael Cuenca González&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-LzHz_iqov6o/T2ByQNm0yVI/AAAAAAAADYU/8YoP9S1qnTc/s1600/185_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://3.bp.blogspot.com/-LzHz_iqov6o/T2ByQNm0yVI/AAAAAAAADYU/8YoP9S1qnTc/s400/185_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;185.- Yolanda G. Arjona Sierra&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-RaLKSuAKo_0/T2ByVTs33cI/AAAAAAAADYc/9gwJqnCz3bo/s1600/194b_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://1.bp.blogspot.com/-RaLKSuAKo_0/T2ByVTs33cI/AAAAAAAADYc/9gwJqnCz3bo/s400/194b_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;194Bis.- Oscar Tarazona&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-7NtJYey9CGo/T2Bybs6M-wI/AAAAAAAADYk/YRKVaVKm-wQ/s1600/82_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://2.bp.blogspot.com/-7NtJYey9CGo/T2Bybs6M-wI/AAAAAAAADYk/YRKVaVKm-wQ/s400/82_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;82.- José AntonioLópez Sánchez&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Phz-0C2oSD4/T2BygE_5QmI/AAAAAAAADYs/SgTemgamyzs/s1600/86_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="278" src="http://2.bp.blogspot.com/-Phz-0C2oSD4/T2BygE_5QmI/AAAAAAAADYs/SgTemgamyzs/s400/86_Fotogenio.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;86.- José Navarro Ramírez&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-nAE2K1z4j5c/T2BykbB3_RI/AAAAAAAADY0/-nlt4rBgPBk/s1600/90_Fotogenio.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-nAE2K1z4j5c/T2BykbB3_RI/AAAAAAAADY0/-nlt4rBgPBk/s400/90_Fotogenio.jpg" width="278" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;90.- José Navarro Morell&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-5469128669962385510?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/5469128669962385510/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotografias-que-quedaron-sin-recoger.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/5469128669962385510'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/5469128669962385510'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotografias-que-quedaron-sin-recoger.html' title='Fotografías que quedaron sin recoger. ¿Está la tuya?'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-g_jL1BZJ1tE/T2B_2RmnDZI/AAAAAAAADZU/I4rszPNkWjs/s72-c/134_Fotogenio017.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-4832528163093090653</id><published>2012-03-13T19:27:00.005-07:00</published><updated>2012-03-14T10:59:32.286-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Ricardo Morejon de Girón Fernández</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-qUYNJpiIYBo/T2DcZ3yxQyI/AAAAAAAADZc/_07YL4-fYpU/s1600/Ricardo4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-qUYNJpiIYBo/T2DcZ3yxQyI/AAAAAAAADZc/_07YL4-fYpU/s320/Ricardo4.jpg" width="223" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-8lduS6Bmhdk/T2BHc4hr7rI/AAAAAAAADXM/O5v3YzjI-8s/s1600/Ricardo2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="326" src="http://4.bp.blogspot.com/-8lduS6Bmhdk/T2BHc4hr7rI/AAAAAAAADXM/O5v3YzjI-8s/s400/Ricardo2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_pQyCVO86qY/T2AAxBNGAjI/AAAAAAAADXE/5NX2CcQFAQw/s1600/Ricardo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD"&gt;Para que luego digan que los fotógrafos  viven bien.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD"&gt;Adjunto remito fotografía estenopeica del  pasado domingo en Mazarrón que casi que me cuesta partirme la cara con los  padres de las niñas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD"&gt;De momento hemos podido salvar la cara  pero no la foto.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD"&gt;Salu2&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD"&gt;Ricardo&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/1273691592241411811-4832528163093090653?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/4832528163093090653/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/ricardo-morejon-de-giron-fernandez.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/4832528163093090653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/4832528163093090653'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/ricardo-morejon-de-giron-fernandez.html' title='Ricardo Morejon de Girón Fernández'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-qUYNJpiIYBo/T2DcZ3yxQyI/AAAAAAAADZc/_07YL4-fYpU/s72-c/Ricardo4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-7411009184291785380</id><published>2012-03-13T13:18:00.000-07:00</published><updated>2012-03-13T13:18:56.460-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicados'/><title type='text'>Joan Porredon nos muestra sus fotografias estenopeicas</title><content type='html'>&lt;div class="Section1"&gt; &lt;div class="MsoNormal"&gt;&lt;span lang="CA"&gt;&lt;a href="http://www.joanporredon.com/JoanPorredon/Principal/PaginaPrincipalINICI.html"&gt;http://www.joanporredon.com/JoanPorredon/Principal/PaginaPrincipalINICI.html&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="CA" style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Hola Juan  Bautista,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Coincidimos en Fotogenio y como  éramos muchos no se si te acordarás de mi. Te hablé que tenia una cámara  estenopieca de 360º... bueno, te mando el enlace a mi página web y para ver un  resumen de las cosas que he hecho y hago tendrías que acceder al menú superior  “Joan Porredon” y después, en el que aparece a la izquierda posicionarte en el  submenú “Galeria” y entrar en la sección “Estenopeica”. Verás unos ejemplos de  fotografías con las cámaras que se han usado… lamentablemente el constructor de  las cámaras “Joaquin Casado” ya ha cerrado su negocio y tiene su web  inactiva…&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Ya me  dirás…&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Creo que hicisteis una muy buena  movida en Fotogenio.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Muchas  gracias!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Saludos!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #1f497d;"&gt;Joan Porredon  &lt;/span&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/1273691592241411811-7411009184291785380?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/7411009184291785380/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/joan-porredon-nos-muestra-sus.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7411009184291785380'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7411009184291785380'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/joan-porredon-nos-muestra-sus.html' title='Joan Porredon nos muestra sus fotografias estenopeicas'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-1294988600635219207</id><published>2012-03-13T13:16:00.000-07:00</published><updated>2012-03-13T13:16:24.926-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Fotos de Bernabé Ferrer</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-6HTDrThQ-Dw/T1-qgKCa9AI/AAAAAAAADW0/8AKhTZZx_Mc/s1600/%21cid_B042E723-6F17-4479-A602-0E9B9C7F21D6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-6HTDrThQ-Dw/T1-qgKCa9AI/AAAAAAAADW0/8AKhTZZx_Mc/s400/%21cid_B042E723-6F17-4479-A602-0E9B9C7F21D6.jpg" width="303" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-kw5rBHxgS_E/T1-q2yA2RvI/AAAAAAAADW8/x2sqTAzO9Dg/s1600/%21cid_DBC5A2DC-A3D2-4F12-AF89-0E7FBC3C8D20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-kw5rBHxgS_E/T1-q2yA2RvI/AAAAAAAADW8/x2sqTAzO9Dg/s400/%21cid_DBC5A2DC-A3D2-4F12-AF89-0E7FBC3C8D20.jpg" width="303" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Buenas tardes, mi nombre es Bernabé y asistí a Fotogenio 2012.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Os adjunto la foto que realicé, una es la original escaneada y la otra le  he cambiado un poco los valores para ver si conseguía algo, como no estoy seguro  de haberlo conseguido, envío las dos.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Tan solo decirles que me gusto mucho la ponencia de Juan Bautista y la  experiencia con la cámara estenopeica, la cual desconocía totalmente, ha sido un  grato descubrimiento, desde el viernes tienen un seguidor más.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Un saludo.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-1294988600635219207?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/1294988600635219207/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotos-de-bernabe-ferrer.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1294988600635219207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1294988600635219207'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotos-de-bernabe-ferrer.html' title='Fotos de Bernabé Ferrer'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-6HTDrThQ-Dw/T1-qgKCa9AI/AAAAAAAADW0/8AKhTZZx_Mc/s72-c/%21cid_B042E723-6F17-4479-A602-0E9B9C7F21D6.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-1573858025549439754</id><published>2012-03-13T07:39:00.000-07:00</published><updated>2012-03-13T07:39:08.982-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Participación en el taller de Juan Bautista García Esteve</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-dm-9HEJmAf4/T19bqtDHqPI/AAAAAAAADWk/Dcnt8H3t1Qw/s1600/Bolnuevo+vertical.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-dm-9HEJmAf4/T19bqtDHqPI/AAAAAAAADWk/Dcnt8H3t1Qw/s400/Bolnuevo+vertical.jpg" width="278" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-U17RaxGC6_s/T19bvB3LvmI/AAAAAAAADWs/Ge5WEw4XV-s/s1600/Bolnuevo00retocada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="278" src="http://3.bp.blogspot.com/-U17RaxGC6_s/T19bvB3LvmI/AAAAAAAADWs/Ge5WEw4XV-s/s400/Bolnuevo00retocada.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-1573858025549439754?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/1573858025549439754/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/participacion-en-el-taller-de-juan.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1573858025549439754'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1573858025549439754'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/participacion-en-el-taller-de-juan.html' title='Participación en el taller de Juan Bautista García Esteve'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dm-9HEJmAf4/T19bqtDHqPI/AAAAAAAADWk/Dcnt8H3t1Qw/s72-c/Bolnuevo+vertical.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2992776685927134996</id><published>2012-03-13T04:47:00.002-07:00</published><updated>2012-03-13T04:49:36.005-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Galeria'/><title type='text'>Maria José Tesón y su hija Laura, nos regalas las siguientes fotos.</title><content type='html'>Aquí os mando las fotos de Fotogenio que tenemos con vosotros.&lt;br /&gt;Las iré  mandando de tres en tres para no tener problemas ya que son un&lt;br /&gt;poco  grandes.&lt;br /&gt;Un saludo,&lt;br /&gt;Maria José&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OJ8eYqKtFVM/T18wjyM3MMI/AAAAAAAADSE/GaPywqFkk2w/s1600/A_514x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-OJ8eYqKtFVM/T18wjyM3MMI/AAAAAAAADSE/GaPywqFkk2w/s400/A_514x768.jpg" width="267" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://1.bp.blogspot.com/-4zH3XINdXPA/T18wng3cXtI/AAAAAAAADSM/9DWOvE8iuS4/s1600/B_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-4zH3XINdXPA/T18wng3cXtI/AAAAAAAADSM/9DWOvE8iuS4/s400/B_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-m-euQPfLrM8/T18wrRPJXDI/AAAAAAAADSU/Fj4GxFnR2_Y/s1600/C_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-m-euQPfLrM8/T18wrRPJXDI/AAAAAAAADSU/Fj4GxFnR2_Y/s400/C_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_XgJbf9f9uU/T18wu3D1HeI/AAAAAAAADSc/fd0JyUTJyg4/s1600/D_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-_XgJbf9f9uU/T18wu3D1HeI/AAAAAAAADSc/fd0JyUTJyg4/s400/D_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-0DZl6_kvFiA/T18wyjxU9EI/AAAAAAAADSk/ejic_lXNyek/s1600/E_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-0DZl6_kvFiA/T18wyjxU9EI/AAAAAAAADSk/ejic_lXNyek/s400/E_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-A6rH6yKojhg/T18w2ayg68I/AAAAAAAADSs/5eL_tKzXOzY/s1600/F_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-A6rH6yKojhg/T18w2ayg68I/AAAAAAAADSs/5eL_tKzXOzY/s400/F_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-9Cr7DP1Rcco/T18w5yDHXAI/AAAAAAAADS0/wR2LxZmk6wg/s1600/G_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-9Cr7DP1Rcco/T18w5yDHXAI/AAAAAAAADS0/wR2LxZmk6wg/s400/G_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VUcH-1WUfeY/T18w-HLWR6I/AAAAAAAADS8/Xqy80SxjNaM/s1600/H_1024x731.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="285" src="http://2.bp.blogspot.com/-VUcH-1WUfeY/T18w-HLWR6I/AAAAAAAADS8/Xqy80SxjNaM/s400/H_1024x731.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-dFKvmRCbjzM/T18xB_aWwnI/AAAAAAAADTE/pJMD7dslJ3k/s1600/I_1024x626.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="243" src="http://4.bp.blogspot.com/-dFKvmRCbjzM/T18xB_aWwnI/AAAAAAAADTE/pJMD7dslJ3k/s400/I_1024x626.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-CRamV9Hawh0/T18xF0LHsgI/AAAAAAAADTM/cBJNd0VrG-4/s1600/J_1024x723.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="281" src="http://2.bp.blogspot.com/-CRamV9Hawh0/T18xF0LHsgI/AAAAAAAADTM/cBJNd0VrG-4/s400/J_1024x723.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-pyZLrCby12g/T18xJiFXhuI/AAAAAAAADTU/B59h51R6rik/s1600/K_974x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="315" src="http://2.bp.blogspot.com/-pyZLrCby12g/T18xJiFXhuI/AAAAAAAADTU/B59h51R6rik/s400/K_974x768.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-sayNAhmQgaw/T18xNiF8PlI/AAAAAAAADTc/AwvI8qSeEsA/s1600/L_862x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="356" src="http://4.bp.blogspot.com/-sayNAhmQgaw/T18xNiF8PlI/AAAAAAAADTc/AwvI8qSeEsA/s400/L_862x768.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-R424pBGeg5U/T18xQNMLu6I/AAAAAAAADTk/re9xS9ZWjpA/s1600/M_514x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-R424pBGeg5U/T18xQNMLu6I/AAAAAAAADTk/re9xS9ZWjpA/s400/M_514x768.jpg" width="267" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0idwrKzt2xY/T18xUP9D1aI/AAAAAAAADTs/K8DxWMzu5Vs/s1600/N_514x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-0idwrKzt2xY/T18xUP9D1aI/AAAAAAAADTs/K8DxWMzu5Vs/s400/N_514x768.jpg" width="267" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-x45TK4axzLQ/T18xXts817I/AAAAAAAADT0/ZHJAbn3lxdA/s1600/O_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-x45TK4axzLQ/T18xXts817I/AAAAAAAADT0/ZHJAbn3lxdA/s400/O_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-YuxjtrtNJ74/T18xaglOsXI/AAAAAAAADT8/D6EHzzbW26Y/s1600/P_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-YuxjtrtNJ74/T18xaglOsXI/AAAAAAAADT8/D6EHzzbW26Y/s400/P_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-NRQqDiVtpqE/T18xd9oc0XI/AAAAAAAADUE/7e_4LB6i-rA/s1600/Q_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-NRQqDiVtpqE/T18xd9oc0XI/AAAAAAAADUE/7e_4LB6i-rA/s400/Q_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GOZj69yQTOk/T18xhXlY0dI/AAAAAAAADUM/PASQo1eUhCg/s1600/R_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-GOZj69yQTOk/T18xhXlY0dI/AAAAAAAADUM/PASQo1eUhCg/s400/R_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-HVW4S89MnT8/T18xlTFkm8I/AAAAAAAADUU/Yp80gYUXdtU/s1600/S_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-HVW4S89MnT8/T18xlTFkm8I/AAAAAAAADUU/Yp80gYUXdtU/s400/S_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-cO8p-OiG3gY/T18xpJzRpTI/AAAAAAAADUc/V-ayOAzIYiQ/s1600/T_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-cO8p-OiG3gY/T18xpJzRpTI/AAAAAAAADUc/V-ayOAzIYiQ/s400/T_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Gz-nBodr1Nc/T18xsX2ec2I/AAAAAAAADUk/63LL_Qk8jJs/s1600/U_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-Gz-nBodr1Nc/T18xsX2ec2I/AAAAAAAADUk/63LL_Qk8jJs/s400/U_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-2I2_ET9C3Tk/T18xv3fEOKI/AAAAAAAADUs/blGbBv6X71U/s1600/V_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-2I2_ET9C3Tk/T18xv3fEOKI/AAAAAAAADUs/blGbBv6X71U/s400/V_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-aRzM_l3NSyk/T18xzalakpI/AAAAAAAADU0/QZVU84vd-B8/s1600/W_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-aRzM_l3NSyk/T18xzalakpI/AAAAAAAADU0/QZVU84vd-B8/s400/W_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-b6odl57UOWY/T18x3DCw5OI/AAAAAAAADU8/wGs2p9CxazM/s1600/Y_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-b6odl57UOWY/T18x3DCw5OI/AAAAAAAADU8/wGs2p9CxazM/s400/Y_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-JExmpXaAXLo/T18x6w2124I/AAAAAAAADVE/EWKdvsob9VI/s1600/Z0_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-JExmpXaAXLo/T18x6w2124I/AAAAAAAADVE/EWKdvsob9VI/s400/Z0_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-v5Nl7LGyyV4/T18x-bbWAmI/AAAAAAAADVM/ANumPfOuD0Y/s1600/Z1_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://1.bp.blogspot.com/-v5Nl7LGyyV4/T18x-bbWAmI/AAAAAAAADVM/ANumPfOuD0Y/s400/Z1_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-UPt529XBAHc/T18yBspMSAI/AAAAAAAADVU/LdhTOj9xXok/s1600/Z2_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-UPt529XBAHc/T18yBspMSAI/AAAAAAAADVU/LdhTOj9xXok/s400/Z2_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_LTKwQmHbnA/T18yFOzxa9I/AAAAAAAADVc/nZk-n0roUYU/s1600/Z3_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-_LTKwQmHbnA/T18yFOzxa9I/AAAAAAAADVc/nZk-n0roUYU/s400/Z3_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-IWhBtEktrAE/T18yIKbTcfI/AAAAAAAADVk/paGUOu5IwAg/s1600/Z4_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-IWhBtEktrAE/T18yIKbTcfI/AAAAAAAADVk/paGUOu5IwAg/s400/Z4_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-KANRcV630QI/T18yLmpSh1I/AAAAAAAADVs/K4xoiEecir4/s1600/Z5_1024x638.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="248" src="http://2.bp.blogspot.com/-KANRcV630QI/T18yLmpSh1I/AAAAAAAADVs/K4xoiEecir4/s400/Z5_1024x638.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-4jka7pOBrpc/T18yPOICwLI/AAAAAAAADV0/1qHdtxjO1RU/s1600/Z6_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://4.bp.blogspot.com/-4jka7pOBrpc/T18yPOICwLI/AAAAAAAADV0/1qHdtxjO1RU/s400/Z6_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Ct1amrdSnw0/T18ySbe6FCI/AAAAAAAADV8/n8Ru6SSxtGo/s1600/Z7_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://2.bp.blogspot.com/-Ct1amrdSnw0/T18ySbe6FCI/AAAAAAAADV8/n8Ru6SSxtGo/s400/Z7_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-2Jj-mSX1HyM/T18yUt7U08I/AAAAAAAADWE/PqIhSf4NS00/s1600/Z8_514x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-2Jj-mSX1HyM/T18yUt7U08I/AAAAAAAADWE/PqIhSf4NS00/s400/Z8_514x768.jpg" width="267" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-aso7ZY3C99w/T18yW2eEwOI/AAAAAAAADWM/pStlfXZit6w/s1600/Z9_514x768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-aso7ZY3C99w/T18yW2eEwOI/AAAAAAAADWM/pStlfXZit6w/s400/Z9_514x768.jpg" width="267" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-OjItOpO7__Y/T18yafmD8OI/AAAAAAAADWU/oe46V3BLCwQ/s1600/Z_1024x685.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-OjItOpO7__Y/T18yafmD8OI/AAAAAAAADWU/oe46V3BLCwQ/s400/Z_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-bQK238mczR4/T18ydcqgEQI/AAAAAAAADWc/-Fm4rpFBzGc/s1600/%C3%91_1024x685.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://3.bp.blogspot.com/-bQK238mczR4/T18ydcqgEQI/AAAAAAAADWc/-Fm4rpFBzGc/s400/%C3%91_1024x685.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-2992776685927134996?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2992776685927134996/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/maria-jose-teson-y-su-hija-laura-nos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2992776685927134996'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2992776685927134996'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/maria-jose-teson-y-su-hija-laura-nos.html' title='Maria José Tesón y su hija Laura, nos regalas las siguientes fotos.'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-OJ8eYqKtFVM/T18wjyM3MMI/AAAAAAAADSE/GaPywqFkk2w/s72-c/A_514x768.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2927809808541530013</id><published>2012-03-13T04:08:00.001-07:00</published><updated>2012-03-13T07:52:05.321-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Inmaculada Pérez nos envia sus fotos y comentarios</title><content type='html'>&lt;div style="background-color: white; color: black; font-family: verdana, helvetica, sans-serif; font-size: 10pt;"&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;Buenos días:&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;Tal como hablamos, hemos  escaneado y revelado las fotos que hicimos y os las enviamos. Ahi van&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;Si hay algún problema con el  formato o con cualquier cosa, no tenéis mas que decirlo y lo cambiamos.&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;Solo decirros que la  experiencia nos ha parecido muy interesante y Gracias por todo.&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-0J7k41Vdy6M/T18pm50NrwI/AAAAAAAADR0/qRWm6t7O77Q/s1600/Fotogenio+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="288" src="http://2.bp.blogspot.com/-0J7k41Vdy6M/T18pm50NrwI/AAAAAAAADR0/qRWm6t7O77Q/s400/Fotogenio+1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5-InUxFCPPw/T18ponbSqkI/AAAAAAAADR8/1uLx9_6iUSk/s1600/Fotogenio+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="253" src="http://3.bp.blogspot.com/-5-InUxFCPPw/T18ponbSqkI/AAAAAAAADR8/1uLx9_6iUSk/s400/Fotogenio+2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id="yiv1093394651yui_3_2_0_17_133162596768340"&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/1273691592241411811-2927809808541530013?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2927809808541530013/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/inmaculada-perez-nos-envia-sus-fotos-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2927809808541530013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2927809808541530013'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/inmaculada-perez-nos-envia-sus-fotos-y.html' title='Inmaculada Pérez nos envia sus fotos y comentarios'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-0J7k41Vdy6M/T18pm50NrwI/AAAAAAAADR0/qRWm6t7O77Q/s72-c/Fotogenio+1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-3179114688046986882</id><published>2012-03-13T01:50:00.006-07:00</published><updated>2012-03-13T02:11:36.579-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicados'/><title type='text'>www.quesabesde.com, nos hace esta referencia en su crónica</title><content type='html'>&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td rowspan="4" width="20"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;   &lt;td colspan="3"&gt;&lt;img height="10" src="http://www.quesabesde.com/images/blank.gif" width="1" /&gt;&lt;/td&gt;     &lt;td rowspan="4" width="10"&gt;&lt;img height="1" src="http://www.quesabesde.com/images/blank.gif" width="10" /&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;   &lt;td style="height: 15px;" valign="bottom"&gt;&lt;div style="padding-bottom: 23px;"&gt;&lt;/div&gt;&lt;/td&gt;&lt;td colspan="2"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr valign="top"&gt;&lt;td&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="height: 15px;" valign="bottom"&gt;&lt;div&gt;&lt;span class="text9" style="height: 10px;"&gt;lunes, 12 de marzo de 2012&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;div align="left" class="entrevista" style="margin-bottom: 7px;"&gt;&lt;span style="font-size: x-small;"&gt;CRÓNICA&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="text17b"&gt;&lt;b&gt;Fotogenio 2012: una pequeña gran cita fotográfica&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Pero no hemos venido este fin de semana hasta Mazarrón para hablar de  ruido o megapíxeles. Puestos a quedarnos con algún modelo, elegimos sin  duda las latas de refresco convertidas en cámaras estenopeicas en el  taller impartido por &lt;b&gt;Juan Bautista García Esteve&lt;/b&gt;. Justo al lado también  merecía la pena detenerse un momento para ver el visionado de porfolios  organizado por el colectivo Cien Ojos. Al fin y al cabo, de eso se  trata: de sacar y ver fotos.(''quesabesde.com'')&lt;br /&gt;&lt;br /&gt;NOTA:&lt;br /&gt;&lt;br /&gt;* También vuestras opiniones relacionados con la conferencia y taller de Fotografía Estenopeica las subiremos a este blog para compartirlas con todos.&lt;br /&gt;&lt;br /&gt;* Me encantaría recibir las fotos que habéis realizado en el taller, volteada horizontalmete (espejo) y&amp;nbsp; con los ajustes que creási oportunos. Todas vuestras fotos las subiré a blog como la de alguno de vuestros compañeros.&lt;br /&gt;&lt;br /&gt;* Si alguno de los participantes hizo fotos de la conferencia y taller de estenopeica, os agradecería que me la enviarais porque con todo el material recibido (opiniones, fotos del taller y fotos del evento) vamos a realizar la memoria de nuestra presencia en Fotogenio. GRACIAS. Juan Bautista García Esteve.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-3179114688046986882?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/3179114688046986882/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/wwwquesabesdecom-nos-hace-esta.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/3179114688046986882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/3179114688046986882'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/wwwquesabesdecom-nos-hace-esta.html' title='www.quesabesde.com, nos hace esta referencia en su crónica'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-7291358405016593951</id><published>2012-03-12T14:49:00.001-07:00</published><updated>2012-03-16T05:25:45.143-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Lola Díaz Giménez</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-pqyUUzRPf4U/T15u_AqISOI/AAAAAAAADRs/rc5NRuS2b3g/s1600/P1010117%28OLIVO%292.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-pqyUUzRPf4U/T15u_AqISOI/AAAAAAAADRs/rc5NRuS2b3g/s400/P1010117%28OLIVO%292.jpg" width="400" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Olivo centenario de la Casona de Mazarrón&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-7291358405016593951?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/7291358405016593951/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/lola-diaz-gimenez.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7291358405016593951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/7291358405016593951'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/lola-diaz-gimenez.html' title='Lola Díaz Giménez'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-pqyUUzRPf4U/T15u_AqISOI/AAAAAAAADRs/rc5NRuS2b3g/s72-c/P1010117%28OLIVO%292.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-433265218243991923</id><published>2012-03-12T14:38:00.000-07:00</published><updated>2012-03-12T14:38:43.979-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Taller'/><title type='text'>Fotogenio 2012. Foto Estenopeica de la Casona de Mazarrón</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-JFHYys4JkCA/T15sefX83TI/AAAAAAAADRk/dRt-zh5QJTM/s1600/422500_3493296976196_1384696329_3344542_588397315_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="278" src="http://2.bp.blogspot.com/-JFHYys4JkCA/T15sefX83TI/AAAAAAAADRk/dRt-zh5QJTM/s400/422500_3493296976196_1384696329_3344542_588397315_n.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-433265218243991923?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/433265218243991923/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotogenio-2012-foto-estenopeica-de-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/433265218243991923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/433265218243991923'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/fotogenio-2012-foto-estenopeica-de-la.html' title='Fotogenio 2012. Foto Estenopeica de la Casona de Mazarrón'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-JFHYys4JkCA/T15sefX83TI/AAAAAAAADRk/dRt-zh5QJTM/s72-c/422500_3493296976196_1384696329_3344542_588397315_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-8564312239595135088</id><published>2012-03-12T14:12:00.000-07:00</published><updated>2012-03-12T14:12:37.369-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comunicados'/><title type='text'>Informacion que nos remite el Sr. Emilio Vilaró, por si es de vuestro interés</title><content type='html'>&lt;div style="color: black; font-family: 'Arial Narrow'; font-size: 12pt;"&gt; &lt;div&gt; &lt;div&gt;Hola Sr. García&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Fue un placer el conocerle en Fotogenio.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Soy Emilio Vilaró 93 211 69 68&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Escuche su charla... muy interesante y&lt;/div&gt;&lt;div&gt;estuvimos charlando sobre EvilFOTO, el programa GRATUITO que hago para  ordenar,&lt;/div&gt;&lt;div&gt;clasificar y buscar las imagenes.&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.evilfoto.eu/"&gt;www.evilfoto.eu&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Comencé con él hace 15 años y como bien sabe, como la gente no  clasifica,&lt;/div&gt;&lt;div&gt;pues escribí un pequeño artículo sobre La Filosofía de la Clasificación de  Imagenes Digitales&lt;/div&gt;&lt;div&gt;(ojo 135 páginas &lt;img alt="Guiño" class="wlEmoticon wlEmoticon-winkingsmile" src="wlmailhtml:%7B85FE0016-DCFE-436F-AA4C-6721E8C22DF8%7Dmid://00000006/%21cid:E5EEE021DE2B49658CC6A09E20B64A08@Emilii7" style="border-bottom-style: none; border-left-style: none; border-right-style: none; border-top-style: none;" /&gt;  )&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.evilfoto.eu/pdf/la_filosofia_de_la_clasificacion.pdf" title="http://www.evilfoto.eu/pdf/la_filosofia_de_la_clasificacion.pdf"&gt;http://www.evilfoto.eu/pdf/la_filosofia_de_la_clasificacion.pdf&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Y a causa de él he acabado dando charlas (básicamente gratuitas) sobre este  tema.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;El programa es una potente base de datos pero no retoca.&lt;/div&gt;&lt;div&gt;El sistema para la búsqueda y organización es un poco diferente de los  demás.&lt;/div&gt;&lt;div&gt;Por supuesto busca por palabras claves, pero lo facilita usando iconos  gráficos.&lt;/div&gt;&lt;div&gt;Pera además de esto busca, tal como te dije por otros muchos  conceptos&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;Al Azar&lt;/div&gt;&lt;div&gt;Usando el calendario&lt;/div&gt;&lt;div&gt;Usando la agenda&lt;/div&gt;&lt;div&gt;Por los colores predominantes en la foto&lt;/div&gt;&lt;div&gt;Por las fotos que estén CERCA de la foto encontrada&lt;/div&gt;&lt;div&gt;Por colores, estrellas, puntos euros etc&lt;/div&gt;&lt;div&gt;Imágenes duplicadas &lt;/div&gt;&lt;div&gt;Aquí hay un breve resumen.&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.evilfoto.eu/pdf/puntos_fuertes_evilfoto.pdf" title="http://www.evilfoto.eu/pdf/puntos_fuertes_evilfoto.pdf"&gt;http://www.evilfoto.eu/pdf/puntos_fuertes_evilfoto.pdf&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Si esté asunto, puede ser interesante para usted o sus asociados&lt;/div&gt;&lt;div&gt;estaría encantado en colaborar.&lt;/div&gt;&lt;div&gt;Un saludo&lt;/div&gt;&lt;div&gt;Emilio Vilaró&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;/div&gt;&lt;div style="color: black; font-family: 'Arial Narrow'; font-size: 12pt;"&gt;___________________________________________&lt;br /&gt;¿Cómo  que no encuentra sus fotos?  www.evilfoto.eu&lt;br /&gt;*****************************************************************&lt;br /&gt;&lt;br /&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/1273691592241411811-8564312239595135088?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/8564312239595135088/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/informacion-que-nos-remite-el-sr-emilio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8564312239595135088'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8564312239595135088'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/informacion-que-nos-remite-el-sr-emilio.html' title='Informacion que nos remite el Sr. Emilio Vilaró, por si es de vuestro interés'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2719654815097260721</id><published>2012-03-12T04:53:00.000-07:00</published><updated>2012-03-12T04:53:57.077-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Información'/><title type='text'>Tablas para calcular la exposición de una cámara estenopeica</title><content type='html'>&lt;b&gt;Asociación Fotoestenopeica Murciana&lt;/b&gt;afoesmur@gmail.com&lt;br /&gt;&lt;br /&gt;Tabla para calcular la exposición de una cámara estenopeica a partir de los datos que nos da un fotómetro normal.&lt;br /&gt;Instrucciones:&lt;br /&gt;Imprime esta hoja sobre una cartulina.&lt;br /&gt;Recorta los tres discos:&lt;br /&gt;El 1º por el círculo exterior, &amp;nbsp;correspondiente a la escala de la  sensibilidad ISO El 2º por el círculo de en medio correspondiente a &amp;nbsp;la  escala de los diafragmas.Y el 3º por el círculo inferior correspondiente  a la escala de la exposición.&lt;br /&gt;Por el punto central unes los tres círculos con un encuadernador. Ya tenemos la tabla calculadora de exposición.&lt;br /&gt;Un ejemplo: Un fotómetro da los datos siguientes:100º ISO - f:8 - Exposición: 1/250&lt;br /&gt;En la tabla hacer coincidir, girando los discos, los tres datos del ejemplo propuesto uno debajo de otro.&lt;br /&gt;Seguidamente, si el negativo que estamos utilizando en la cámara  estenopeica &amp;nbsp;es de 6º ISO de sensibilidad, &amp;nbsp;giraremos el disco inferior,  el de la exposición, haciendo coincidir la casilla de 1/250 del disco  interior con &amp;nbsp;la casilla de los 6º ISO, que se encuentra en el disco  exterior, (manteniendo fijos y sin mover los otros dos discos)&lt;br /&gt;Los nuevos valores corresponden al nº f de la cámara estenopeica que estamos usando.&lt;br /&gt;Si nuestra cámara estenopeica tiene un nº f de 180, la exposición correcta será de 30 segundos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tablas realizadas por:&amp;nbsp;Juan Bautista García Esteve&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-80Q1oM2DnYI/T13jhs7ddRI/AAAAAAAADRc/bMXaNFleU98/s1600/Disco+diafragma_obturador.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-80Q1oM2DnYI/T13jhs7ddRI/AAAAAAAADRc/bMXaNFleU98/s1600/Disco+diafragma_obturador.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-GapVMPNIu34/T13jZe-cLaI/AAAAAAAADRU/XlMqfNiRrUg/s1600/Disco+diafragma_obturador.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-GapVMPNIu34/T13jZe-cLaI/AAAAAAAADRU/XlMqfNiRrUg/s1600/Disco+diafragma_obturador.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-iEUR1rnXifE/T13jUK5ZS9I/AAAAAAAADRM/uUdVgheGCJw/s1600/Disco+diafragma_obturador.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-iEUR1rnXifE/T13jUK5ZS9I/AAAAAAAADRM/uUdVgheGCJw/s1600/Disco+diafragma_obturador.jpg" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-2719654815097260721?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2719654815097260721/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tablas-para-calcular-la-exposicion-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2719654815097260721'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2719654815097260721'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tablas-para-calcular-la-exposicion-de.html' title='Tablas para calcular la exposición de una cámara estenopeica'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-80Q1oM2DnYI/T13jhs7ddRI/AAAAAAAADRc/bMXaNFleU98/s72-c/Disco+diafragma_obturador.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-852532878460555397</id><published>2012-03-12T03:59:00.001-07:00</published><updated>2012-03-12T04:00:56.630-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Información'/><title type='text'>TUTORIAL USO ESTENOPEICA por Juan Bautista García Esteve</title><content type='html'>&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Asociación Fotoestenopeica Murciana (AFOESMUR)&lt;br /&gt;e-mail: &lt;a href="mailto:afoesmur@gmail.com"&gt;afoesmur@gmail.com&lt;/a&gt;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal"&gt;http://fotoestenopeicamurciana.blogspot.com&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;LA CAMARA QUE VAMOS A UTILIZAR ES UN BOTE DE RFRESCOS RECICLADA&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Datos técnicos de la cámara: Nº f/130&amp;nbsp; –&amp;nbsp; DF = 65 mm&amp;nbsp; –&amp;nbsp; Diámetro del Estenopo = 0.50 mm.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;TUTORIAL PARA LA UTILIZACIÓN DE LA CÁMARA ESTENOPEICA:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;1.- &lt;b&gt;No abras&lt;/b&gt; la tapa de este bote, dentro hay un material sensible a la luz&lt;/div&gt;&lt;div class="MsoNormal"&gt;2.- La cámara y lo que se va a fotografiar tienen que &lt;b&gt;permanecer inmóviles&lt;/b&gt; mientras se hace la foto.&lt;/div&gt;&lt;div class="MsoNormal"&gt;3.- Por utilizar exposiciones superiores a 10 segundos resulta un poco complicado &lt;b&gt;fotografiar personas&lt;/b&gt;.&lt;/div&gt;&lt;div class="MsoNormal"&gt;3.- No se pueden hacer fotos en &lt;b&gt;contra luz&lt;/b&gt; (cara el sol)&lt;/div&gt;&lt;div class="MsoNormal"&gt;4.- Al no tener mirilla, el agujerito (estenopo) se debe de dirigir al objeto que se quiere fotografiar.&lt;/div&gt;&lt;div class="MsoNormal"&gt;5.- Todas &lt;b&gt;las fotos salen enfocadas&lt;/b&gt; sin importar la distancia entre la cámara y el sujeto. Teóricamente su&amp;nbsp;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; campo de profundidad es infinito.&lt;/div&gt;&lt;div class="MsoNormal"&gt;5.- Pueden &lt;b&gt;sujetar la cámara&lt;/b&gt; colocando un imán en el trípode o con cinta de carrocero a un trípode, &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; farola, poste,&amp;nbsp; reja de una ventana, &amp;nbsp;ponerla sobre una mesa.... con el fin de colocarla a una cierta &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; altura. También se puede colocar en el suelo pero &lt;b&gt;Nunca tenerla en las manos&lt;/b&gt;.&lt;/div&gt;&lt;div class="MsoNormal"&gt;6.- No tiene mucha importancia que objetos en movimiento (vehículos, personas….) &lt;b&gt;crucen por delante&lt;/b&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; de la cámara mientas se esté realizando la exposición.&lt;/div&gt;&lt;div class="MsoNormal"&gt;7.-&lt;b style="mso-bidi-font-weight: normal;"&gt; Procura que haya un primer plano al realizar la foto &lt;/b&gt;(un motivo entre uno o dos metros de la &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; cámara) para conseguir detalles del tal manera que el fondo salga como contexto.&lt;/div&gt;&lt;div class="MsoNormal"&gt;8.- La colocación del negativo dentro del bote está en posición horizontal lo que significa que para hacer &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; una foto horizontal (paisaje)&amp;nbsp; debéis de colocar la cámara en vertical y si&amp;nbsp; la queréis hacer una foto en &lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; vertical (una torre)&amp;nbsp; la cámara la tenéis que colocar en horizontal.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Tiempo de Exposición: (ISO 6) &lt;/b&gt;"La exposición se realiza &lt;b style="mso-bidi-font-weight: normal;"&gt;retirando completamente la cinta aislante&lt;/b&gt; que cubre el estenopo y aplicando los tiempos indicados a continuación"&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Si el objeto a fotografiar está:&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;1.- En pleno sol, dar una exposición de 8 a 10 segundos, (&lt;b&gt;reloj en mano&lt;/b&gt;)&lt;/div&gt;&lt;div class="MsoNormal"&gt;2.- Soleado con algunas sombras: de 10 a 12 &amp;nbsp;segundos&lt;/div&gt;&lt;div class="MsoNormal"&gt;3.- Soleado con sombra muy clara,: de 12 a 15 segundos&lt;/div&gt;&lt;div class="MsoNormal"&gt;4.- Soleado con zona de sombra oscura: de 15 a 20 segundos&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Nota:&lt;/b&gt; Realizad las fotos &lt;b&gt;por las mañanas&lt;/b&gt;. Contad el tiempo con &lt;b&gt;un cronómetro&lt;/b&gt;, reloj o con el móvil.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En día nublado, por las tardes&amp;nbsp; o en interior utilizad un &lt;b&gt;fotómetro&lt;/b&gt;.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;u&gt;&lt;span style="font-size: 10pt;"&gt;Cortar&amp;nbsp; por la línea y entregar a la organización &lt;b&gt;junto con la cámara estenopeica&lt;/b&gt; (Pegar la etiqueta a la cámara)&lt;/span&gt; &lt;/u&gt;&amp;nbsp;.......................................................................................................................................................&lt;u&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;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Nº Cámara………….&amp;nbsp; Fecha:………………………Hora:……….… Tiempo de exposición: ……….&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Título de la fotografía: ……………………………………………………....................................................&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Autor: ………………………………………………………………………………………………………..&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ciudad: .............................................Telf. Fijo:......................………. Telf. Móvil: ………......................…&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;e-mail: (en mayúsculas) ………....…………..................................................................................................&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-852532878460555397?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/852532878460555397/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tutorial-uso-estenopeica-por-juan.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/852532878460555397'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/852532878460555397'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/tutorial-uso-estenopeica-por-juan.html' title='TUTORIAL USO ESTENOPEICA por Juan Bautista García Esteve'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-8439671929581726310</id><published>2012-03-12T03:35:00.000-07:00</published><updated>2012-03-12T03:35:17.763-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Información'/><title type='text'>Cámara Estenopeica</title><content type='html'>&lt;div class="posttitle"&gt;      &lt;h2 class="pagetitle"&gt;Cámaras&amp;nbsp;estenopeicas&lt;/h2&gt;&lt;/div&gt;Las &lt;strong&gt;cámaras estenopeicas&lt;/strong&gt; son todas aquellas &lt;strong&gt;que sustituyen el objetivo de la cámara por un simple agujero&lt;/strong&gt;, de hecho, estenopo es el agujero. &amp;nbsp;Están basadas en el principio de la&lt;strong&gt; cámara oscura&lt;/strong&gt;:  en una caja o habitación convenientemente oscurecidas en las que sólo  entre la luz a través de un diminuto agujero se proyectará en la pared  que esté enfrente del agujero una imagen del exterior que estará  invertida de izquierda a derecha y de arriba a abajo. Este fenómeno es  la base &amp;nbsp;de la fotografía.&lt;br /&gt;Por supuesto, hay muchos seguidores de este tipo de fotografía y en internet hay muchísima información sobre como construirse&lt;strong&gt; cámaras básicas con una caja de cartón y una chapa de aluminio.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;AFOESMUR, construye sus cámaras con envases de refrescos. Puedes seguir paso a paso la construcción de tu cámara en: &lt;/strong&gt;  &lt;a href="http://www.regmurcia.com/servlet/s.Sl?sit=a,0,c,371,m,0&amp;amp;r=ReP-28562-DETALLE_REPORTAJESPADRE"&gt;http://www.regmurcia.com/servlet/s.Sl?sit=a,0,c,371,m,0&amp;amp;r=ReP-28562-DETALLE_REPORTAJESPADRE&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;Estamos a vuestra disposición para resolveros cualquier duda en afoesmur@gmail.com&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;Juan Bautista García Esteve&lt;br /&gt;Presidente de AFOESMUR&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt; &lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-8439671929581726310?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/8439671929581726310/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/camara-estenopeica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8439671929581726310'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/8439671929581726310'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/camara-estenopeica.html' title='Cámara Estenopeica'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-1290533269963853721</id><published>2012-03-12T03:12:00.001-07:00</published><updated>2012-03-12T03:13:04.480-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Galeria'/><title type='text'>Gentileza de Bernardino Palazón Pérez</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_7TEI95Wrs8/T13LM8jbUQI/AAAAAAAADQk/u5S-ZwZW3Bo/s1600/Fotogenio1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://1.bp.blogspot.com/-_7TEI95Wrs8/T13LM8jbUQI/AAAAAAAADQk/u5S-ZwZW3Bo/s400/Fotogenio1.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OLEQH3rB1zw/T13LUj4nw2I/AAAAAAAADQs/4jne2JC6CjU/s1600/Fotogenio2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://4.bp.blogspot.com/-OLEQH3rB1zw/T13LUj4nw2I/AAAAAAAADQs/4jne2JC6CjU/s400/Fotogenio2.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-BQBUbbtFaIo/T13LbyhkKAI/AAAAAAAADQ0/QJoTOg1VVUA/s1600/Fotogenio3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://2.bp.blogspot.com/-BQBUbbtFaIo/T13LbyhkKAI/AAAAAAAADQ0/QJoTOg1VVUA/s400/Fotogenio3.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-exAaHZSyaM0/T13LkgrhG7I/AAAAAAAADQ8/enGLWYwsQD4/s1600/IMG_2141.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://3.bp.blogspot.com/-exAaHZSyaM0/T13LkgrhG7I/AAAAAAAADQ8/enGLWYwsQD4/s400/IMG_2141.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-1290533269963853721?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/1290533269963853721/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/blog-post.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1290533269963853721'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/1290533269963853721'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/blog-post.html' title='Gentileza de Bernardino Palazón Pérez'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-_7TEI95Wrs8/T13LM8jbUQI/AAAAAAAADQk/u5S-ZwZW3Bo/s72-c/Fotogenio1.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2441237018467136929</id><published>2012-03-12T02:58:00.002-07:00</published><updated>2012-03-12T03:14:17.390-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Galeria'/><title type='text'>Por gentileza de Rafael Antonio Hortal Navarro (más fotos en su Facebook)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-lx-Sb0op_s0/T13IFhRAcqI/AAAAAAAADP8/JyCqwZHbego/s1600/FOTOGENIO+0002W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://1.bp.blogspot.com/-lx-Sb0op_s0/T13IFhRAcqI/AAAAAAAADP8/JyCqwZHbego/s400/FOTOGENIO+0002W.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-iFA_1y0nIvw/T13IJG4rUPI/AAAAAAAADQE/PUhndg0YlXU/s1600/FOTOGENIO+0008W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://4.bp.blogspot.com/-iFA_1y0nIvw/T13IJG4rUPI/AAAAAAAADQE/PUhndg0YlXU/s400/FOTOGENIO+0008W.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-j2Yl1UPZ0AI/T13IM1tDVsI/AAAAAAAADQM/DWlxrVG0Jh8/s1600/FOTOGENIO+0010W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://1.bp.blogspot.com/-j2Yl1UPZ0AI/T13IM1tDVsI/AAAAAAAADQM/DWlxrVG0Jh8/s400/FOTOGENIO+0010W.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Wq1P_JqZE74/T13IRlY-XuI/AAAAAAAADQU/pny2OgIYc8Q/s1600/FOTOGENIO+0011W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://1.bp.blogspot.com/-Wq1P_JqZE74/T13IRlY-XuI/AAAAAAAADQU/pny2OgIYc8Q/s400/FOTOGENIO+0011W.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-DT-3teNd98g/T13IVltud7I/AAAAAAAADQc/SbAVolUsTFc/s1600/FOTOGENIO+0015W.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://3.bp.blogspot.com/-DT-3teNd98g/T13IVltud7I/AAAAAAAADQc/SbAVolUsTFc/s400/FOTOGENIO+0015W.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-2441237018467136929?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2441237018467136929/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/por-gentileza-de-rafael-antonio-hortal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2441237018467136929'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2441237018467136929'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/por-gentileza-de-rafael-antonio-hortal.html' title='Por gentileza de Rafael Antonio Hortal Navarro (más fotos en su Facebook)'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-lx-Sb0op_s0/T13IFhRAcqI/AAAAAAAADP8/JyCqwZHbego/s72-c/FOTOGENIO+0002W.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-3126922280342791950</id><published>2012-03-12T02:53:00.002-07:00</published><updated>2012-03-12T03:15:01.326-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Juan Bautista García Esteve</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-fUH2od4JBb4/T13HaNRg_oI/AAAAAAAADP0/D-O_HYUe9p0/s1600/Presentaci%C3%B3n+FotogenioTarjeta+definitiva.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="338" src="http://3.bp.blogspot.com/-fUH2od4JBb4/T13HaNRg_oI/AAAAAAAADP0/D-O_HYUe9p0/s400/Presentaci%C3%B3n+FotogenioTarjeta+definitiva.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1273691592241411811-3126922280342791950?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/3126922280342791950/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/juan-bautista-garcia-esteve.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/3126922280342791950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/3126922280342791950'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/juan-bautista-garcia-esteve.html' title='Juan Bautista García Esteve'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-fUH2od4JBb4/T13HaNRg_oI/AAAAAAAADP0/D-O_HYUe9p0/s72-c/Presentaci%C3%B3n+FotogenioTarjeta+definitiva.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-2643227711055909503</id><published>2012-03-12T02:49:00.003-07:00</published><updated>2012-03-13T05:28:04.907-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Autor: José Carlos Vivero y Vik</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-azLRBuy9roo/T13GIIMzUqI/AAAAAAAADPc/s8IOnoIXXi4/s1600/Car+1+retocada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-azLRBuy9roo/T13GIIMzUqI/AAAAAAAADPc/s8IOnoIXXi4/s400/Car+1+retocada.jpg" width="321" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-0o0I-kVbz-s/T13GMtdqPmI/AAAAAAAADPk/tF2E_O0WIK8/s1600/Car+2+retocada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="230" src="http://1.bp.blogspot.com/-0o0I-kVbz-s/T13GMtdqPmI/AAAAAAAADPk/tF2E_O0WIK8/s400/Car+2+retocada.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Sd78IuggwdE/T13GQRqAGtI/AAAAAAAADPs/fRRfhb19Mow/s1600/Vik+2+retocada.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="193" src="http://2.bp.blogspot.com/-Sd78IuggwdE/T13GQRqAGtI/AAAAAAAADPs/fRRfhb19Mow/s400/Vik+2+retocada.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Section1"&gt; &lt;div class="MsoNormal"&gt;Aquí os dejo las 199, 200, y 25, como buenamente y mejor he  podido hacerlas llegar.&lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;Seguimos en contacto.&lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;Mi trabajo, paisajista, &lt;a href="http://www.jardinesdelsur.com/"&gt;www.jardinesdelsur.com&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;Mi otro email: jcauci@yahoo.es&lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;En facebook soy: jo carlos auci garcia &lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;Mis blogs: uno es &lt;a href="http://jardinesdelsur.blogspot.es/"&gt;http://jardinesdelsur.blogspot.es/&lt;/a&gt;   y otro &lt;a href="http://elephantourism.blogspot.com/"&gt;http://elephantourism.blogspot.com/&lt;/a&gt;   ( pero este segundo tengo que cambiarlo de sitio en fin)&lt;/div&gt;&lt;div class="MsoNormal"&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;Seguimos en contacto, muchas gracias&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/1273691592241411811-2643227711055909503?l=fotoestenopeicamurciana.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fotoestenopeicamurciana.blogspot.com/feeds/2643227711055909503/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/autor-jose-carlos-vivero-y-vik.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2643227711055909503'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1273691592241411811/posts/default/2643227711055909503'/><link rel='alternate' type='text/html' href='http://fotoestenopeicamurciana.blogspot.com/2012/03/autor-jose-carlos-vivero-y-vik.html' title='Autor: José Carlos Vivero y Vik'/><author><name>afoesmur@gmail.com</name><uri>http://www.blogger.com/profile/13592621659191318525</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='26' src='http://1.bp.blogspot.com/-WYK7CccnBww/Tt_IQeU2glI/AAAAAAAADNc/TS8C3u1rv9I/s220/camara%2Bantigua%2Bde%2Bfuelle%2Bpara%2Blogotipo2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-azLRBuy9roo/T13GIIMzUqI/AAAAAAAADPc/s8IOnoIXXi4/s72-c/Car+1+retocada.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1273691592241411811.post-73950235900485056</id><published>2012-03-11T13:33:00.005-07:00</published><updated>2012-03-13T05:19:46.548-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fotogenio Taller'/><title type='text'>Autor: José Manuel Ureña</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-hcU3YcWgKn4/T10MMzXLfWI/AAAAAAAADPU/TA_EoS-wlX0/s1600/IMG_0005.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5718740515915791714" src="http://2.bp.blogspot.com/-hcU3YcWgKn4/T10MMzXLfWI/AAAAAAAADPU/TA_EoS-wlX0/s400/IMG_0005.jpg" style="cursor: pointer; height: 428px; width: 551px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="data:image/jpeg;base64,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
