<?xml version="1.0" encoding="UTF-8"?>
<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;CEYGSXY6eSp7ImA9WhRaEk8.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594</id><updated>2012-02-14T13:22:08.811+01:00</updated><title>Recessionista</title><subtitle type="html">COMO PUEDEN LAS FASHIONISTAS SOBREVIVIR A LA CRISIS</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://berecessionista.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>399</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/blogspot/zOgk" /><feedburner:info uri="blogspot/zogk" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;CEYGSXY5eSp7ImA9WhRaEk8.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-4858270440379754355</id><published>2012-02-14T13:22:00.001+01:00</published><updated>2012-02-14T13:22:08.821+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-14T13:22:08.821+01:00</app:edited><title>pero que les pasa a los hombres????</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;estaba echando un vistazo a los looks de los TP de Oro y casi me indigno de lo horribles vestidos que van nuestros hombres de la tele,,,&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Pero vamos a ver, señores, con lo facil que es hacerse con un smoking clásico o con un buén traje oscuro, con su camisa y su corbata...&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;A ver cuando los hombres aprenden que el traje sin corbata o eres Clive Owen o como que no.......te da una imagen de dejao que no veas.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-8qSTgMZxjuo/TzpQkhPj_aI/AAAAAAAACVI/YKFmTs8kzwc/s1600/arturo+valls.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-8qSTgMZxjuo/TzpQkhPj_aI/AAAAAAAACVI/YKFmTs8kzwc/s320/arturo+valls.jpg" width="212" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Y que me decís de esos trajes brilli brilli poligoneros??? o peor aún , esa chaqueta de velour con chaleco y tejanos, pero hombre......&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-NO5ucLrc-Kg/TzpQqlaFL-I/AAAAAAAACVQ/-Xnhi49Zp6o/s1600/manu+carre%C3%B1o+y+nico+abad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-NO5ucLrc-Kg/TzpQqlaFL-I/AAAAAAAACVQ/-Xnhi49Zp6o/s320/manu+carre%C3%B1o+y+nico+abad.jpg" width="212" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;Y ya pa rematar la faena Carlos Sobera, hijo mio, en que momento te pones una camisa morada....deberían estar prohibidas, y ese conjun con la chaqueta y ese pantalon.....al infierno de los mal vestidos de cabeza.&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-nuyG1reufFk/TzpRzSJogUI/AAAAAAAACVY/K9aQFNTBLko/s1600/carlos+sobera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-nuyG1reufFk/TzpRzSJogUI/AAAAAAAACVY/K9aQFNTBLko/s320/carlos+sobera.jpg" width="216" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-4858270440379754355?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/mVAD2-RXKeHNaulDbf_PJrizeh0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/mVAD2-RXKeHNaulDbf_PJrizeh0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/mVAD2-RXKeHNaulDbf_PJrizeh0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/mVAD2-RXKeHNaulDbf_PJrizeh0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/bzjNNP1Ii58" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/4858270440379754355/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/02/pero-que-les-pasa-los-hombres.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/4858270440379754355?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/4858270440379754355?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/bzjNNP1Ii58/pero-que-les-pasa-los-hombres.html" title="pero que les pasa a los hombres????" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-8qSTgMZxjuo/TzpQkhPj_aI/AAAAAAAACVI/YKFmTs8kzwc/s72-c/arturo+valls.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/02/pero-que-les-pasa-los-hombres.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ck8NSXs_eSp7ImA9WhRbEkw.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-5005741766027663972</id><published>2012-02-02T20:28:00.001+01:00</published><updated>2012-02-02T20:28:18.541+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-02T20:28:18.541+01:00</app:edited><title>En Cibeles</title><content type="html">Hola mis niñas primer día de Cibeles, después de ver Juanjo Oliva con chaqueta rollo Chanel de Hakei y mis botines de Sandro, por cierto , ideal la Lomana con una estola de visón verde y increíble Bibi Andersen con unos botines negros con tachas en oro..,,&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-KPu8HSBPn74/Tyrj0LngFxI/AAAAAAAACVA/xyENqMe6IFU/s640/blogger-image--1690005403.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-KPu8HSBPn74/Tyrj0LngFxI/AAAAAAAACVA/xyENqMe6IFU/s640/blogger-image--1690005403.jpg" /&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/565164922650561594-5005741766027663972?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/jyFdtHboKlXPnz8ivkrECa0elns/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jyFdtHboKlXPnz8ivkrECa0elns/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/jyFdtHboKlXPnz8ivkrECa0elns/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jyFdtHboKlXPnz8ivkrECa0elns/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/NvkXyKYEbUw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/5005741766027663972/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/02/en-cibeles_02.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5005741766027663972?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5005741766027663972?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/NvkXyKYEbUw/en-cibeles_02.html" title="En Cibeles" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-KPu8HSBPn74/Tyrj0LngFxI/AAAAAAAACVA/xyENqMe6IFU/s72-c/blogger-image--1690005403.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/02/en-cibeles_02.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkUAQH45eip7ImA9WhRbEUw.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-5507893170835891211</id><published>2012-02-01T18:44:00.001+01:00</published><updated>2012-02-01T18:44:01.022+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-01T18:44:01.022+01:00</app:edited><title>Primeras rebajas</title><content type="html">Hola niñas&lt;br /&gt;
Aquí va mi primera compra de rebajas... Como se nota q sigo Recessionista total....&lt;br /&gt;
Vestido color caramelo de señorita de Les Petites .....&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-Z1rCcsOz7CM/Tyl53_RSkKI/AAAAAAAACUw/obEdhA2BEE8/s640/blogger-image-1151827709.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-Z1rCcsOz7CM/Tyl53_RSkKI/AAAAAAAACUw/obEdhA2BEE8/s640/blogger-image-1151827709.jpg" /&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/565164922650561594-5507893170835891211?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/RL0SYtR8Ub2tXcF3eAqJyy8UB5s/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RL0SYtR8Ub2tXcF3eAqJyy8UB5s/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/RL0SYtR8Ub2tXcF3eAqJyy8UB5s/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RL0SYtR8Ub2tXcF3eAqJyy8UB5s/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/iGwvxbadpSs" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/5507893170835891211/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/02/primeras-rebajas.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5507893170835891211?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5507893170835891211?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/iGwvxbadpSs/primeras-rebajas.html" title="Primeras rebajas" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-Z1rCcsOz7CM/Tyl53_RSkKI/AAAAAAAACUw/obEdhA2BEE8/s72-c/blogger-image-1151827709.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/02/primeras-rebajas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUMAQX0-fCp7ImA9WhRUGUw.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-2076696705124193119</id><published>2012-01-30T10:57:00.001+01:00</published><updated>2012-01-30T10:57:20.354+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-30T10:57:20.354+01:00</app:edited><title>De Fotos</title><content type="html">Hola mis niñas&lt;br /&gt;
Hace siglos q no posteo... Pero hoy estoy de fotos en una casa ideal !!! en pleno barrio de Salamanca en una casa puesta con un gusto... Súper masculina y con piezas muy buscadas.&lt;br /&gt;
Está en venta.....Por si a alguna le interesa!!!&lt;br /&gt;
&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/--hfvjAkepDM/TyZpUJJjlAI/AAAAAAAACUI/d67hM7xEKMw/s640/blogger-image-884994649.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/--hfvjAkepDM/TyZpUJJjlAI/AAAAAAAACUI/d67hM7xEKMw/s640/blogger-image-884994649.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-O4fUteXuIgU/TyZpXR4WqiI/AAAAAAAACUQ/fk-CmkesUOA/s640/blogger-image-797232297.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-O4fUteXuIgU/TyZpXR4WqiI/AAAAAAAACUQ/fk-CmkesUOA/s640/blogger-image-797232297.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-LIRol3-5V1Q/TyZpaAK8wMI/AAAAAAAACUY/8VqQrswsDv0/s640/blogger-image--2031351593.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-LIRol3-5V1Q/TyZpaAK8wMI/AAAAAAAACUY/8VqQrswsDv0/s640/blogger-image--2031351593.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-HR7HqkPoc0w/TyZpcUuVLwI/AAAAAAAACUg/RZgCvdiw8ZQ/s640/blogger-image--462958944.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-HR7HqkPoc0w/TyZpcUuVLwI/AAAAAAAACUg/RZgCvdiw8ZQ/s640/blogger-image--462958944.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-592P0f4RykA/TyZpf4Xj0bI/AAAAAAAACUo/8f66OOOGx4I/s640/blogger-image--473111364.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-592P0f4RykA/TyZpf4Xj0bI/AAAAAAAACUo/8f66OOOGx4I/s640/blogger-image--473111364.jpg" /&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/565164922650561594-2076696705124193119?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/RDCh_monfba2vpeW06j2E-l3j3Y/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RDCh_monfba2vpeW06j2E-l3j3Y/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/RDCh_monfba2vpeW06j2E-l3j3Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RDCh_monfba2vpeW06j2E-l3j3Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/RqGaq29kHzI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/2076696705124193119/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/01/de-fotos.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2076696705124193119?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2076696705124193119?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/RqGaq29kHzI/de-fotos.html" title="De Fotos" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh6.googleusercontent.com/--hfvjAkepDM/TyZpUJJjlAI/AAAAAAAACUI/d67hM7xEKMw/s72-c/blogger-image-884994649.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/01/de-fotos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0EGRX09fCp7ImA9WhRVF04.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-961373697348946859</id><published>2012-01-16T16:08:00.000+01:00</published><updated>2012-01-16T17:33:44.364+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-16T17:33:44.364+01:00</app:edited><title>Los Globos de Oro....empieza el "despelleje"</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;hacía mucho que no teníamos ninguna ocasión de "despelleje" y como me ha recordado mi amiga I., ya estoy tardando en postear los Globos de Oro.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Primera impresión, mucho mas monas todas que otras veces, Segunda Impresión: la que no tenga una &lt;b&gt;diademita&lt;/b&gt; para ponerse con el moño ya está corriendo al Claires a por una.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Y ahora a lo nuestro,&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Muy guapa &lt;b&gt;Jessica Alba,&lt;/b&gt; esta niña no tiene un pero nunca o que ???&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-Id43qpZwRs0/TxQY6k5ICVI/AAAAAAAACSQ/-6qI9EXQAME/s1600/slide_204838_614791_large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="232" src="http://3.bp.blogspot.com/-Id43qpZwRs0/TxQY6k5ICVI/AAAAAAAACSQ/-6qI9EXQAME/s320/slide_204838_614791_large.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; Muy guapa estaba &lt;b&gt;Helen Mirren,&lt;/b&gt; un ejemplo de como envejecer estupendamente..&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-Kx--wq18_NE/TxQ8NVx5k7I/AAAAAAAACSY/Sdv8BAQukp0/s1600/todas_las_fotos_de_los_globos_de_oro_2012_120063901_562x908.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-Kx--wq18_NE/TxQ8NVx5k7I/AAAAAAAACSY/Sdv8BAQukp0/s320/todas_las_fotos_de_los_globos_de_oro_2012_120063901_562x908.jpg" width="198" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;Claire Danes&lt;/b&gt; me encanta, impecable en este vestido blanco y negro&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-g7JbCzoOtuI/TxRQ_ZHyiEI/AAAAAAAACUA/a28TBguFhjc/s1600/todas_las_fotos_de_los_globos_de_oro_2012_578947997_562x908.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-g7JbCzoOtuI/TxRQ_ZHyiEI/AAAAAAAACUA/a28TBguFhjc/s320/todas_las_fotos_de_los_globos_de_oro_2012_578947997_562x908.jpg" width="198" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;George Clooney, &lt;/b&gt;muy guapo, pero hombre, saca esa mano del bolsillo...&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-2-g_m-an3CU/TxQ8-jTda-I/AAAAAAAACSo/tqiYNpR80k8/s1600/slide_204838_614499_large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="232" src="http://2.bp.blogspot.com/-2-g_m-an3CU/TxQ8-jTda-I/AAAAAAAACSo/tqiYNpR80k8/s320/slide_204838_614499_large.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;Nicole Kidman&lt;/b&gt;, de blanco, un poco grimosa no?? demasiado blanco junto ....&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-Hf2rJMGnGA8/TxQ9M5hppEI/AAAAAAAACSw/4vgpsyg9N3A/s1600/todas_las_fotos_de_los_globos_de_oro_2012_713139498_562x908.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-Hf2rJMGnGA8/TxQ9M5hppEI/AAAAAAAACSw/4vgpsyg9N3A/s320/todas_las_fotos_de_los_globos_de_oro_2012_713139498_562x908.jpg" width="198" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Y &lt;b&gt;Tilda Swinton&lt;/b&gt;, mirad como está de bién echo el vestido de Haider Ackerman....eso es costura...&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://3.bp.blogspot.com/-FeDbPHM7VUg/TxRQ8FxBjOI/AAAAAAAACTw/vnBGt5yrE9s/s1600/todas_las_fotos_de_los_globos_de_oro_2012_792686833_562x908.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-FeDbPHM7VUg/TxRQ8FxBjOI/AAAAAAAACTw/vnBGt5yrE9s/s320/todas_las_fotos_de_los_globos_de_oro_2012_792686833_562x908.jpg" width="198" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;No me ha dado tiempo de nada mas , y vosotras, alguna favorita???&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-961373697348946859?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/1bq06s7eD0VpgxVH3KTj1ipt2Uo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1bq06s7eD0VpgxVH3KTj1ipt2Uo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/1bq06s7eD0VpgxVH3KTj1ipt2Uo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1bq06s7eD0VpgxVH3KTj1ipt2Uo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/h0_Jvd0KOGw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/961373697348946859/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/01/los-globos-de-oroempieza-el-despelleje.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/961373697348946859?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/961373697348946859?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/h0_Jvd0KOGw/los-globos-de-oroempieza-el-despelleje.html" title="Los Globos de Oro....empieza el &quot;despelleje&quot;" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Id43qpZwRs0/TxQY6k5ICVI/AAAAAAAACSQ/-6qI9EXQAME/s72-c/slide_204838_614791_large.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/01/los-globos-de-oroempieza-el-despelleje.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEADQHY6cCp7ImA9WhRWGEk.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-1369310516996022865</id><published>2012-01-06T11:46:00.001+01:00</published><updated>2012-01-06T11:46:11.818+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-06T11:46:11.818+01:00</app:edited><title>Tengo Bicii</title><content type="html">Hola mis niñas,&lt;br /&gt;
Los reyes me han traído una súper bici, a ver si así me voy pareciendo a las chicas thesartorialist.&lt;br /&gt;
Eso si, no me veréis con mallas de colorinchis, pero he cambiado mis tejanos por unos jeggins ( quien me lo iba a decir a mi...)&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-QBpo3HYDd7A/TwbQ8VZMyKI/AAAAAAAACSA/LfEueslZJrc/s640/blogger-image--381812901.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-QBpo3HYDd7A/TwbQ8VZMyKI/AAAAAAAACSA/LfEueslZJrc/s640/blogger-image--381812901.jpg" /&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/565164922650561594-1369310516996022865?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/nvaUg4NHx2pZI5sf2S75UTy74y0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nvaUg4NHx2pZI5sf2S75UTy74y0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/nvaUg4NHx2pZI5sf2S75UTy74y0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nvaUg4NHx2pZI5sf2S75UTy74y0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/Gmr3Teaee-A" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/1369310516996022865/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2012/01/tengo-bicii.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1369310516996022865?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1369310516996022865?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/Gmr3Teaee-A/tengo-bicii.html" title="Tengo Bicii" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-QBpo3HYDd7A/TwbQ8VZMyKI/AAAAAAAACSA/LfEueslZJrc/s72-c/blogger-image--381812901.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2012/01/tengo-bicii.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkYFRn04eSp7ImA9WhRWE0s.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-5983105045610689260</id><published>2011-12-31T21:41:00.001+01:00</published><updated>2011-12-31T21:41:57.331+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-31T21:41:57.331+01:00</app:edited><title>Brilli brilli para Nochevieja</title><content type="html">Un poco de brilli brilli para animar la noche con mi falda de Stradivarius , y  para contrarrestar camisa blanca de Maje.&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-utdh5YGPaLQ/Tv9zk2ZlNJI/AAAAAAAACR4/cRdAF0lhIP8/s640/blogger-image-1092930150.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-utdh5YGPaLQ/Tv9zk2ZlNJI/AAAAAAAACR4/cRdAF0lhIP8/s640/blogger-image-1092930150.jpg" /&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/565164922650561594-5983105045610689260?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/jOiwn2QPxqTQ6um3iuKEkszW6ck/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jOiwn2QPxqTQ6um3iuKEkszW6ck/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/jOiwn2QPxqTQ6um3iuKEkszW6ck/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jOiwn2QPxqTQ6um3iuKEkszW6ck/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/njhYD8E0CmI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/5983105045610689260/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/12/brilli-brilli-para-nochevieja.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5983105045610689260?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5983105045610689260?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/njhYD8E0CmI/brilli-brilli-para-nochevieja.html" title="Brilli brilli para Nochevieja" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-utdh5YGPaLQ/Tv9zk2ZlNJI/AAAAAAAACR4/cRdAF0lhIP8/s72-c/blogger-image-1092930150.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/12/brilli-brilli-para-nochevieja.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkMGQXo5fip7ImA9WhRWE08.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-1902674134818721488</id><published>2011-12-31T11:47:00.001+01:00</published><updated>2011-12-31T11:47:00.426+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-31T11:47:00.426+01:00</app:edited><title>Look lady</title><content type="html">Hola mis niñas&lt;br /&gt;
&lt;br /&gt;
Camino del aperitivo de Nochevieja con abrigo de Seven y vestido color camel de Les Petites. &lt;br /&gt;
Feliz año para todas!!!!&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-pZ5PxivPsBg/Tv7oHAJNKEI/AAAAAAAACRo/azpKAAiGIt0/s640/blogger-image-1126159468.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-pZ5PxivPsBg/Tv7oHAJNKEI/AAAAAAAACRo/azpKAAiGIt0/s640/blogger-image-1126159468.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-HpUx3nLk3VY/Tv7oHzJe2wI/AAAAAAAACRw/XMRzvTDwSto/s640/blogger-image--1127901494.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-HpUx3nLk3VY/Tv7oHzJe2wI/AAAAAAAACRw/XMRzvTDwSto/s640/blogger-image--1127901494.jpg" /&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/565164922650561594-1902674134818721488?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/jl8t7o2MU5cYZs-IAdqUbnVHtk4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jl8t7o2MU5cYZs-IAdqUbnVHtk4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/jl8t7o2MU5cYZs-IAdqUbnVHtk4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jl8t7o2MU5cYZs-IAdqUbnVHtk4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/Jc_aSivzJSE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/1902674134818721488/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/12/look-lady.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1902674134818721488?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1902674134818721488?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/Jc_aSivzJSE/look-lady.html" title="Look lady" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-pZ5PxivPsBg/Tv7oHAJNKEI/AAAAAAAACRo/azpKAAiGIt0/s72-c/blogger-image-1126159468.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/12/look-lady.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk4MRXY6fCp7ImA9WhRXFk4.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-833072539582259482</id><published>2011-12-23T11:09:00.003+01:00</published><updated>2011-12-23T11:09:44.814+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-23T11:09:44.814+01:00</app:edited><title>Feliz Navidad mis niñas</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;cuidaros todas mucho ....y os dejo mi capricho para estas fiestas, a ver si he sido buena este año y me lo traen los reyes&lt;/span&gt;....&lt;br /&gt;
&lt;br /&gt;
&lt;img alt="" height="320" src="data:image/png;base64,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" width="273" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-833072539582259482?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/nKAUHDE0wcZF6Dbgakozd5nNfXo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nKAUHDE0wcZF6Dbgakozd5nNfXo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/nKAUHDE0wcZF6Dbgakozd5nNfXo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nKAUHDE0wcZF6Dbgakozd5nNfXo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/_EuXXl9A3ZY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/833072539582259482/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/12/feliz-navidad-mis-ninas.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/833072539582259482?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/833072539582259482?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/_EuXXl9A3ZY/feliz-navidad-mis-ninas.html" title="Feliz Navidad mis niñas" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/12/feliz-navidad-mis-ninas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkUARHk_eSp7ImA9WhRQGEo.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-2227128116174144778</id><published>2011-12-14T15:49:00.001+01:00</published><updated>2011-12-14T15:50:45.741+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-14T15:50:45.741+01:00</app:edited><title>Les Petites</title><content type="html">Hola mis niñas&lt;br /&gt;
De comida de Navidad de la OFI con vestido de cachemir de Les Petites , el color es un rojo anaranjao ideal &lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-FhrMQGzLnNA/Tui3wDfl5uI/AAAAAAAACRg/CK9dKsnO_pc/s640/blogger-image--1852798886.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-FhrMQGzLnNA/Tui3wDfl5uI/AAAAAAAACRg/CK9dKsnO_pc/s640/blogger-image--1852798886.jpg" /&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/565164922650561594-2227128116174144778?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/IsBL7Xj9Akq5yjZ25wUh7_Vs8yQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/IsBL7Xj9Akq5yjZ25wUh7_Vs8yQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/IsBL7Xj9Akq5yjZ25wUh7_Vs8yQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/IsBL7Xj9Akq5yjZ25wUh7_Vs8yQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/VJh7sR6OIG4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/2227128116174144778/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/12/les-petites.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2227128116174144778?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2227128116174144778?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/VJh7sR6OIG4/les-petites.html" title="Les Petites" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh6.googleusercontent.com/-FhrMQGzLnNA/Tui3wDfl5uI/AAAAAAAACRg/CK9dKsnO_pc/s72-c/blogger-image--1852798886.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/12/les-petites.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE4DR389fyp7ImA9WhRQEkg.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-3853014262504635860</id><published>2011-12-07T12:22:00.001+01:00</published><updated>2011-12-07T12:22:56.167+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-07T12:22:56.167+01:00</app:edited><title>Look de montaña</title><content type="html">Hola mis niñas , pasando unos días en la montaña, no me quito mi parka de Wunderdon y mis UGG ... &lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-qrHd9NQIkNY/Tt9Mjcl31YI/AAAAAAAACRY/NByH7Ki-vwo/s640/blogger-image--1578481789.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-qrHd9NQIkNY/Tt9Mjcl31YI/AAAAAAAACRY/NByH7Ki-vwo/s640/blogger-image--1578481789.jpg" /&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/565164922650561594-3853014262504635860?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/zeZFaMJapVAu9-tYQZoD0vNcjh8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/zeZFaMJapVAu9-tYQZoD0vNcjh8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/zeZFaMJapVAu9-tYQZoD0vNcjh8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/zeZFaMJapVAu9-tYQZoD0vNcjh8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/4bd7NLFlKOo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/3853014262504635860/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/12/look-de-montana.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/3853014262504635860?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/3853014262504635860?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/4bd7NLFlKOo/look-de-montana.html" title="Look de montaña" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-qrHd9NQIkNY/Tt9Mjcl31YI/AAAAAAAACRY/NByH7Ki-vwo/s72-c/blogger-image--1578481789.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/12/look-de-montana.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0cBRXs-cCp7ImA9WhRRFU8.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-4913956887096929911</id><published>2011-11-28T23:57:00.001+01:00</published><updated>2011-11-28T23:57:34.558+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T23:57:34.558+01:00</app:edited><title>Like a Rolling Stone</title><content type="html">Ya en casa después de la fiesta de Rolling, conclusiones;&lt;br /&gt;
Encantadora Estrella Morente, suuuuuper atractivo JOSE Coronado, Miguel Bosé enseñando las fotos de sus niños y Luz Casal Pa llevartela a casa...ya estáis comprando todas la Rolling del mes q viene para verme&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-qLXD-W6o8Cg/TtQR2sZR_hI/AAAAAAAACRI/0O9CKN4gl7s/s640/blogger-image--1925146557.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-qLXD-W6o8Cg/TtQR2sZR_hI/AAAAAAAACRI/0O9CKN4gl7s/s640/blogger-image--1925146557.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-7RcbvETAS9M/TtQR3fQzxPI/AAAAAAAACRM/JzvjDPcvmlY/s640/blogger-image-1886596164.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-7RcbvETAS9M/TtQR3fQzxPI/AAAAAAAACRM/JzvjDPcvmlY/s640/blogger-image-1886596164.jpg" /&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/565164922650561594-4913956887096929911?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/W8nc0hTjW7ynfe6vcUBNSdSoVOA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/W8nc0hTjW7ynfe6vcUBNSdSoVOA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/W8nc0hTjW7ynfe6vcUBNSdSoVOA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/W8nc0hTjW7ynfe6vcUBNSdSoVOA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/GIKlgnrBO4k" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/4913956887096929911/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/like-rolling-stone.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/4913956887096929911?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/4913956887096929911?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/GIKlgnrBO4k/like-rolling-stone.html" title="Like a Rolling Stone" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-qLXD-W6o8Cg/TtQR2sZR_hI/AAAAAAAACRI/0O9CKN4gl7s/s72-c/blogger-image--1925146557.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/like-rolling-stone.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkQHRH0zfip7ImA9WhRRE0Q.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-7748971431780358861</id><published>2011-11-27T13:51:00.001+01:00</published><updated>2011-11-27T13:52:15.386+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-27T13:52:15.386+01:00</app:edited><title>The Kooples</title><content type="html">Aquí me tenéis con mi nueva parka de The Kooples, es súper calentita.&lt;br /&gt;
Por cierto hasta el 4 de diciembre tenéis ventas privadas en Maje, Sandro y The Kooples.&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-4iYMp5uzsb4/TtIyfUtUIWI/AAAAAAAACRA/SQ1HyLSeQZA/s640/blogger-image-2108535433.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-4iYMp5uzsb4/TtIyfUtUIWI/AAAAAAAACRA/SQ1HyLSeQZA/s640/blogger-image-2108535433.jpg" /&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/565164922650561594-7748971431780358861?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/WP9S18fNY4XbkNVL6bTpbjepWZs/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WP9S18fNY4XbkNVL6bTpbjepWZs/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/WP9S18fNY4XbkNVL6bTpbjepWZs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WP9S18fNY4XbkNVL6bTpbjepWZs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/bZtsvBJ2bnE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/7748971431780358861/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/kooples.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/7748971431780358861?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/7748971431780358861?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/bZtsvBJ2bnE/kooples.html" title="The Kooples" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/-4iYMp5uzsb4/TtIyfUtUIWI/AAAAAAAACRA/SQ1HyLSeQZA/s72-c/blogger-image-2108535433.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/kooples.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0UCQX8-eyp7ImA9WhRSE00.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-2922413148970694020</id><published>2011-11-14T21:07:00.001+01:00</published><updated>2011-11-14T21:07:40.153+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-14T21:07:40.153+01:00</app:edited><title>Les Petites</title><content type="html">Hola mis niñas&lt;br /&gt;
&lt;br /&gt;
Abrió hace poco en Madrid Les Petites , yo ya me he agenciado un par de vestidos, este de las fotos es de niña        ( talla 14) , la falda es como de bailarina ... &lt;br /&gt;
Y como me apetecía enseñaros el vestido pues he convencido a I. para q me acompañara al Día y me hiciera las fotos; así q aquí os dejo la sesión, unas risas q nos hemos echao q no veas...&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-K9qS2ZTkpCc/TsF1BaVUfKI/AAAAAAAACQo/kzTF9VSDDRI/s640/blogger-image--1287974270.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-K9qS2ZTkpCc/TsF1BaVUfKI/AAAAAAAACQo/kzTF9VSDDRI/s640/blogger-image--1287974270.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-0OPV1khsf18/TsF1B3goKvI/AAAAAAAACQw/JdBsakSgHYo/s640/blogger-image-566086955.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-0OPV1khsf18/TsF1B3goKvI/AAAAAAAACQw/JdBsakSgHYo/s640/blogger-image-566086955.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-11mO_uVCwbg/TsF1CUiS8BI/AAAAAAAACQ4/fkPWAFvrDM4/s640/blogger-image--1696528693.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-11mO_uVCwbg/TsF1CUiS8BI/AAAAAAAACQ4/fkPWAFvrDM4/s640/blogger-image--1696528693.jpg" /&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/565164922650561594-2922413148970694020?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/3j0cDoGlicgjzfuPgMoWYbIVN9I/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/3j0cDoGlicgjzfuPgMoWYbIVN9I/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/3j0cDoGlicgjzfuPgMoWYbIVN9I/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/3j0cDoGlicgjzfuPgMoWYbIVN9I/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/Ozv2Nc34kRI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/2922413148970694020/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/les-petites.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2922413148970694020?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/2922413148970694020?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/Ozv2Nc34kRI/les-petites.html" title="Les Petites" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-K9qS2ZTkpCc/TsF1BaVUfKI/AAAAAAAACQo/kzTF9VSDDRI/s72-c/blogger-image--1287974270.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/les-petites.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEcAQX0_eCp7ImA9WhRSEUU.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-7560853046669607775</id><published>2011-11-13T12:00:00.001+01:00</published><updated>2011-11-13T12:00:40.340+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-13T12:00:40.340+01:00</app:edited><title>Topshop vintage</title><content type="html">Hola mis niñas&lt;br /&gt;
&lt;br /&gt;
Look de fin de semana , día gris en  Madrid, con camisa de cuadros de hace mil años de Topshop y mis pelos del año pasado de Stradivarius. &lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-TMbtuxBRl8Y/Tr-jU6-SSZI/AAAAAAAACQQ/SUKXGuuzfw0/s640/blogger-image-259711069.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-TMbtuxBRl8Y/Tr-jU6-SSZI/AAAAAAAACQQ/SUKXGuuzfw0/s640/blogger-image-259711069.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-bsSJftDq4OE/Tr-jVkuSGJI/AAAAAAAACQY/N0F4HpFF67g/s640/blogger-image--1064812730.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-bsSJftDq4OE/Tr-jVkuSGJI/AAAAAAAACQY/N0F4HpFF67g/s640/blogger-image--1064812730.jpg" /&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/565164922650561594-7560853046669607775?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/njGMJgyTJIxBPhYC5d1cDLJOO9g/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/njGMJgyTJIxBPhYC5d1cDLJOO9g/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/njGMJgyTJIxBPhYC5d1cDLJOO9g/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/njGMJgyTJIxBPhYC5d1cDLJOO9g/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/J766h3KGzBI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/7560853046669607775/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/topshop-vintage.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/7560853046669607775?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/7560853046669607775?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/J766h3KGzBI/topshop-vintage.html" title="Topshop vintage" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/-TMbtuxBRl8Y/Tr-jU6-SSZI/AAAAAAAACQQ/SUKXGuuzfw0/s72-c/blogger-image-259711069.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/topshop-vintage.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0UBRHY5fip7ImA9WhRTGU4.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-3257778783792196824</id><published>2011-11-10T15:27:00.002+01:00</published><updated>2011-11-10T15:27:35.826+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-10T15:27:35.826+01:00</app:edited><title>Zapatouring</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;mi amiga C. que es mas lista que pa que , ha montado &lt;b&gt;Zapatouring.&lt;/b&gt;..que mirar que plan.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Te reservas un finde con las amigas, te vas a Alicante a ponerte morenita y aprovechas para ir con Zapatouring a ver los mejores outlets de calzado de la zona&lt;/span&gt;... &lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;te haces con unas botas de &lt;b&gt;El Dantes&lt;/b&gt; , unas manoletinas de &lt;b&gt;Rebeca Sanver&lt;/b&gt; y pa los cachorros unos &lt;b&gt;Geox&lt;/b&gt; y oye, todo tirao....&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Aqui os dejo la web para que la miréis con cariño...&lt;/span&gt;&lt;br /&gt;
&lt;a href="http://zapatouring.com/index.php"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;http://zapatouring.com/index.php&lt;/span&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-3257778783792196824?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/eILN300B3kehfO7zhvTWhdtkuRY/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/eILN300B3kehfO7zhvTWhdtkuRY/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/eILN300B3kehfO7zhvTWhdtkuRY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/eILN300B3kehfO7zhvTWhdtkuRY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/S7cPnh0HwXU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/3257778783792196824/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/zapatouring.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/3257778783792196824?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/3257778783792196824?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/S7cPnh0HwXU/zapatouring.html" title="Zapatouring" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/zapatouring.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEQMRXk-fSp7ImA9WhRTFU0.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-5910340401116584535</id><published>2011-11-05T15:13:00.001+01:00</published><updated>2011-11-05T15:13:04.755+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-05T15:13:04.755+01:00</app:edited><title>G Vine y collar de Patricia Nicolas</title><content type="html">Hola mis niñas&lt;br /&gt;
Vaya semanita que llevo... Ayer fiestuqui en un pedazo ático encima de Louis Vuitton ... Con Vestido azul klein de Sandro y collar de Patricia Nicolas&lt;br /&gt;
( y copichuela y carica de borrachilla)&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-HaVQc0eadvU/TrVEbwqAD7I/AAAAAAAACQI/pE-16bfiHCQ/s640/blogger-image-38182566.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-HaVQc0eadvU/TrVEbwqAD7I/AAAAAAAACQI/pE-16bfiHCQ/s640/blogger-image-38182566.jpg" /&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/565164922650561594-5910340401116584535?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/OXbHhnz9j4bKliz1y5n_aDOdxeo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/OXbHhnz9j4bKliz1y5n_aDOdxeo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/OXbHhnz9j4bKliz1y5n_aDOdxeo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/OXbHhnz9j4bKliz1y5n_aDOdxeo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/16VBtdHmct4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/5910340401116584535/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/g-vine-y-collar-de-patricia-nicolas.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5910340401116584535?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/5910340401116584535?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/16VBtdHmct4/g-vine-y-collar-de-patricia-nicolas.html" title="G Vine y collar de Patricia Nicolas" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/-HaVQc0eadvU/TrVEbwqAD7I/AAAAAAAACQI/pE-16bfiHCQ/s72-c/blogger-image-38182566.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/g-vine-y-collar-de-patricia-nicolas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkABSH4_cCp7ImA9WhRTE0g.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-1908158472417584272</id><published>2011-11-03T21:05:00.001+01:00</published><updated>2011-11-03T21:05:59.048+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-03T21:05:59.048+01:00</app:edited><title>Falda de Maje</title><content type="html">Hola mis niñas&lt;br /&gt;
&lt;br /&gt;
Hoy Look lady , con camisa blanca y falda en tweed azul de Maje.&lt;br /&gt;
Con un poco de cara de muerta y es q ayer estuve en Fortuny con la gente de PremiumFest dándole al G Vine ... Q ricos xd &lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-oS7jvQqoWyY/TrL0JVT3btI/AAAAAAAACQA/0wM77QMf9lM/s640/blogger-image--1744487510.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-oS7jvQqoWyY/TrL0JVT3btI/AAAAAAAACQA/0wM77QMf9lM/s640/blogger-image--1744487510.jpg" /&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/565164922650561594-1908158472417584272?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/syewiIBKGj9-OBjKAuKoOKtZU6c/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/syewiIBKGj9-OBjKAuKoOKtZU6c/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/syewiIBKGj9-OBjKAuKoOKtZU6c/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/syewiIBKGj9-OBjKAuKoOKtZU6c/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/ORjX5wxr9iU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/1908158472417584272/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/11/falda-de-maje.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1908158472417584272?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1908158472417584272?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/ORjX5wxr9iU/falda-de-maje.html" title="Falda de Maje" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-oS7jvQqoWyY/TrL0JVT3btI/AAAAAAAACQA/0wM77QMf9lM/s72-c/blogger-image--1744487510.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/11/falda-de-maje.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CU8DQ3Y4fSp7ImA9WhdaF0Q.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-363098261868533624</id><published>2011-10-28T11:24:00.001+02:00</published><updated>2011-10-28T11:24:32.835+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-28T11:24:32.835+02:00</app:edited><title>Vestido de Sfera</title><content type="html">Hola mis niñas&lt;br /&gt;
&lt;br /&gt;
Tenéis q echar un ojo a la colección de Sfera... Mirad q vestido mas mono ... venia con un collar babero q me lo pondré seguro con un jersey negro y pitillos.&lt;br /&gt;
&lt;br /&gt;
En la foto llevo abrigo de The Kooples y cuñas de Zara ( todo del año pasado).&lt;br /&gt;
Y gracias a I. q me busca estos chollos ....&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-NkgMCN35V0g/Tqp0y4jsFLI/AAAAAAAACPw/KvEKa_WJHCg/s640/blogger-image--854277038.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-NkgMCN35V0g/Tqp0y4jsFLI/AAAAAAAACPw/KvEKa_WJHCg/s640/blogger-image--854277038.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-ebz0mAmORkw/Tqp0zyIIPRI/AAAAAAAACP4/flhbJxJ8mZ8/s640/blogger-image-1598205184.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-ebz0mAmORkw/Tqp0zyIIPRI/AAAAAAAACP4/flhbJxJ8mZ8/s640/blogger-image-1598205184.jpg" /&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/565164922650561594-363098261868533624?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/X8BhEOz0V5ZwI503D8CvD_Ha980/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/X8BhEOz0V5ZwI503D8CvD_Ha980/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/X8BhEOz0V5ZwI503D8CvD_Ha980/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/X8BhEOz0V5ZwI503D8CvD_Ha980/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/zRgA0ToG2io" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/363098261868533624/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/10/vestido-de-sfera.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/363098261868533624?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/363098261868533624?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/zRgA0ToG2io/vestido-de-sfera.html" title="Vestido de Sfera" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh6.googleusercontent.com/-NkgMCN35V0g/Tqp0y4jsFLI/AAAAAAAACPw/KvEKa_WJHCg/s72-c/blogger-image--854277038.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/10/vestido-de-sfera.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkYERns7cSp7ImA9WhdaFUs.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-274744817041799916</id><published>2011-10-25T19:35:00.001+02:00</published><updated>2011-10-25T19:35:07.509+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-25T19:35:07.509+02:00</app:edited><title>Los T de Toston</title><content type="html">Q mal esta la cosa cuando hasta en los T de Telva te cuesta encontrar gente bien vestida ....,&lt;br /&gt;
&lt;br /&gt;
Y como hoy estoy venenosa aquí van las joyas de la corona,&lt;br /&gt;
Tremenda Arancha de Benito , esas medias deberían estar prohibidas.&lt;br /&gt;
Y lo del pelo de Yvone Reyes de juzgado de guardia, y que me decís de Mar Flores , mono el smoking pero no para los T ....&lt;br /&gt;
Y la que se lleva la palma es la chica de Borja Thyssen, señor que cruz.&lt;br /&gt;
En fin q si Tamara es de las mejor vestidas como debía ir el resto,&lt;br /&gt;
 &lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-vLZKGj29TXg/TqbzQ1xxcAI/AAAAAAAACPE/le8GL8r_-0k/s640/blogger-image-2096158926.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-vLZKGj29TXg/TqbzQ1xxcAI/AAAAAAAACPE/le8GL8r_-0k/s640/blogger-image-2096158926.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-5L-2okdUpro/TqbzRZRrk4I/AAAAAAAACPI/-nya3ExSm_Y/s640/blogger-image-359969389.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-5L-2okdUpro/TqbzRZRrk4I/AAAAAAAACPI/-nya3ExSm_Y/s640/blogger-image-359969389.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh6.googleusercontent.com/-B0KBGio9LEU/TqbzRweUh8I/AAAAAAAACPQ/R_cU0-UO8d8/s640/blogger-image--1511597240.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh6.googleusercontent.com/-B0KBGio9LEU/TqbzRweUh8I/AAAAAAAACPQ/R_cU0-UO8d8/s640/blogger-image--1511597240.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/-4amJFPoaSek/TqbzSYkwKyI/AAAAAAAACPY/sQCljW56J-U/s640/blogger-image-666310776.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/-4amJFPoaSek/TqbzSYkwKyI/AAAAAAAACPY/sQCljW56J-U/s640/blogger-image-666310776.jpg" /&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/565164922650561594-274744817041799916?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/jSRbi7baOOOMqROaLxZb121vm9A/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jSRbi7baOOOMqROaLxZb121vm9A/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/jSRbi7baOOOMqROaLxZb121vm9A/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jSRbi7baOOOMqROaLxZb121vm9A/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/y7Mf-B_zGeU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/274744817041799916/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/10/los-t-de-toston.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/274744817041799916?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/274744817041799916?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/y7Mf-B_zGeU/los-t-de-toston.html" title="Los T de Toston" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh3.googleusercontent.com/-vLZKGj29TXg/TqbzQ1xxcAI/AAAAAAAACPE/le8GL8r_-0k/s72-c/blogger-image-2096158926.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/10/los-t-de-toston.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU4NQX8yeip7ImA9WhdaEkU.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-6795909187618427566</id><published>2011-10-22T14:50:00.001+02:00</published><updated>2011-10-22T14:53:10.192+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-22T14:53:10.192+02:00</app:edited><title>Colores de Otoño</title><content type="html">Hola mis niñas&lt;br /&gt;
Q os he tenido abandonadas , pero ahora q si q ha llegado el Otoño aquí va mi primer Look.&lt;br /&gt;
Top de Sfera, Pantalones verdes encerados de Zara y mis &lt;br /&gt;
Ah y trenka de Maje "robada" a mi hermanica.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh5.googleusercontent.com/-mwZ6kHRVISQ/TqK8sJdqV0I/AAAAAAAACOs/AaLlAwHfXgA/s640/blogger-image--706742191.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh5.googleusercontent.com/-mwZ6kHRVISQ/TqK8sJdqV0I/AAAAAAAACOs/AaLlAwHfXgA/s640/blogger-image--706742191.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh3.googleusercontent.com/-cEnR2trqg7M/TqK8soR2emI/AAAAAAAACO0/BxIMTcitnck/s640/blogger-image-1509494354.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh3.googleusercontent.com/-cEnR2trqg7M/TqK8soR2emI/AAAAAAAACO0/BxIMTcitnck/s640/blogger-image-1509494354.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator"style="clear: both; text-align: center;"&gt;&lt;a href="https://lh4.googleusercontent.com/--XGLgFo8ZI0/TqK8tOCFdKI/AAAAAAAACO8/8kZxfv6My4o/s640/blogger-image--1928399369.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://lh4.googleusercontent.com/--XGLgFo8ZI0/TqK8tOCFdKI/AAAAAAAACO8/8kZxfv6My4o/s640/blogger-image--1928399369.jpg" /&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/565164922650561594-6795909187618427566?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/8sosykZIbtIWbVAA0dyYJ2bc9L4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/8sosykZIbtIWbVAA0dyYJ2bc9L4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/8sosykZIbtIWbVAA0dyYJ2bc9L4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/8sosykZIbtIWbVAA0dyYJ2bc9L4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/TrtqHuTcb3M" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/6795909187618427566/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/10/colores-de-otono.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/6795909187618427566?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/6795909187618427566?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/TrtqHuTcb3M/colores-de-otono.html" title="Colores de Otoño" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/-mwZ6kHRVISQ/TqK8sJdqV0I/AAAAAAAACOs/AaLlAwHfXgA/s72-c/blogger-image--706742191.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/10/colores-de-otono.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0cNR384eyp7ImA9WhdUGUw.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-13220534512402396</id><published>2011-10-06T17:31:00.000+02:00</published><updated>2011-10-06T17:31:36.133+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-06T17:31:36.133+02:00</app:edited><title>El vestido de la Duquesa</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas...&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Pues a mi me ha encantao el vestido de la boda....de las veces que mejor vestida he visto a la Duquesa...ideal el lazo verde a la cintura...y la verdad es que hasta por detrás le quedaba bien...&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;el resto no opino..cada uno hace con su vida lo q puede...&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;y a vosotras q os ha parecido el vestido????&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GEjdlNhbDgY/To3Jh0pPEJI/AAAAAAAACOk/sgMXYt3BFXE/s1600/boda-foton1-a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-GEjdlNhbDgY/To3Jh0pPEJI/AAAAAAAACOk/sgMXYt3BFXE/s320/boda-foton1-a.jpg" width="282" /&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/-U_r5lI2hXX8/To3JmRBuuKI/AAAAAAAACOo/NUFAVEezcng/s1600/boda-foton2-a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-U_r5lI2hXX8/To3JmRBuuKI/AAAAAAAACOo/NUFAVEezcng/s320/boda-foton2-a.jpg" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-13220534512402396?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/16Vd1NxpA4bnOYj82GF7JLnlc6Y/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/16Vd1NxpA4bnOYj82GF7JLnlc6Y/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/16Vd1NxpA4bnOYj82GF7JLnlc6Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/16Vd1NxpA4bnOYj82GF7JLnlc6Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/zWjiKQSGrJc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/13220534512402396/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/10/el-vestido-de-la-duquesa.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/13220534512402396?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/13220534512402396?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/zWjiKQSGrJc/el-vestido-de-la-duquesa.html" title="El vestido de la Duquesa" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-GEjdlNhbDgY/To3Jh0pPEJI/AAAAAAAACOk/sgMXYt3BFXE/s72-c/boda-foton1-a.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/10/el-vestido-de-la-duquesa.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CE4DQ3Y-eCp7ImA9WhdUFUU.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-1649978289428051225</id><published>2011-10-02T21:16:00.000+02:00</published><updated>2011-10-02T21:16:12.850+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-02T21:16:12.850+02:00</app:edited><title>Trenka de Stradivarius</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;a pesar del calor tremendo q tenemos el sábado me puse mi nueva trenka de &lt;b&gt;Stradivarius.&lt;/b&gt;..&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;es ligerita, con forro de cuadros y me va a venir fenomenal para la moto...&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-8iAOLvwOAgU/Toi4ZyqEIdI/AAAAAAAACOg/lZdAYb5mtvs/s1600/IMG00002-20111001-1842.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-8iAOLvwOAgU/Toi4ZyqEIdI/AAAAAAAACOg/lZdAYb5mtvs/s400/IMG00002-20111001-1842.jpg" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-1649978289428051225?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/pMgLPLB_bjgUYAlyRsS_tlRDmNg/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/pMgLPLB_bjgUYAlyRsS_tlRDmNg/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/pMgLPLB_bjgUYAlyRsS_tlRDmNg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/pMgLPLB_bjgUYAlyRsS_tlRDmNg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/95rmdxhDBrM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/1649978289428051225/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/10/trenka-de-stradivarius.html#comment-form" title="1 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1649978289428051225?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/1649978289428051225?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/95rmdxhDBrM/trenka-de-stradivarius.html" title="Trenka de Stradivarius" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-8iAOLvwOAgU/Toi4ZyqEIdI/AAAAAAAACOg/lZdAYb5mtvs/s72-c/IMG00002-20111001-1842.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/10/trenka-de-stradivarius.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0QMQHw9eCp7ImA9WhdUEEs.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-8911329955128169520</id><published>2011-09-26T20:23:00.000+02:00</published><updated>2011-09-26T20:23:01.260+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-26T20:23:01.260+02:00</app:edited><title>Vestido de Marchesa</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Hola mis niñas&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;el sábado estuve de boda en Madrid y rescaté del fondo de armario un vestido de&lt;b&gt; Marchesa&lt;/b&gt; que compré hace años y que es ideal... con mis salones nuevos de &lt;b&gt;Ursula Mascaró&lt;/b&gt; no necesité mas...&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-zZRFAq9EBgg/ToDBbzJ0m-I/AAAAAAAACOU/nbiRED0qG6g/s1600/IMG_0846.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-zZRFAq9EBgg/ToDBbzJ0m-I/AAAAAAAACOU/nbiRED0qG6g/s640/IMG_0846.JPG" width="332" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; Bueno miento, una peineta y unos pendientes de mi suegra y un peinado y maquillaje ideal que me hicieron en&lt;b&gt; Teen&lt;/b&gt; (&lt;a href="http://www.teenmadrid.es/"&gt; teenmadrid.es&lt;/a&gt;)&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-19Fo-AGjSug/ToDChL2HQfI/AAAAAAAACOY/UvW_sj98ZlY/s1600/IMG_0878.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-19Fo-AGjSug/ToDChL2HQfI/AAAAAAAACOY/UvW_sj98ZlY/s400/IMG_0878.JPG" width="265" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-CbN9rhmeUao/ToDC18du-UI/AAAAAAAACOc/uTHZG8DDHng/s1600/IMG_0877.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-CbN9rhmeUao/ToDC18du-UI/AAAAAAAACOc/uTHZG8DDHng/s400/IMG_0877.JPG" width="313" /&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/565164922650561594-8911329955128169520?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/AkPOvgESydvIWr1pFBNDb6gFT7g/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/AkPOvgESydvIWr1pFBNDb6gFT7g/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/AkPOvgESydvIWr1pFBNDb6gFT7g/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/AkPOvgESydvIWr1pFBNDb6gFT7g/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/MNA7_HlA_UM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/8911329955128169520/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/09/vestido-de-marchesa.html#comment-form" title="2 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/8911329955128169520?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/8911329955128169520?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/MNA7_HlA_UM/vestido-de-marchesa.html" title="Vestido de Marchesa" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-zZRFAq9EBgg/ToDBbzJ0m-I/AAAAAAAACOU/nbiRED0qG6g/s72-c/IMG_0846.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/09/vestido-de-marchesa.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0IHRng-fSp7ImA9WhdUEE4.&quot;"><id>tag:blogger.com,1999:blog-565164922650561594.post-6672802184604447249</id><published>2011-09-26T11:55:00.001+02:00</published><updated>2011-09-26T12:05:37.655+02:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-26T12:05:37.655+02:00</app:edited><title>Kate Bosworth para Vanessa Bruno</title><content type="html">&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;no sé lo que me gusta mas si ella o la ropa....&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/_172WXgc5Sg/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/_172WXgc5Sg&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/_172WXgc5Sg&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;para la versión entera entrar en &lt;a href="http://www.youtube.com/watch?v=2jpj94rPGIE"&gt;http://www.youtube.com/watch?v=2jpj94rPGIE&lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/565164922650561594-6672802184604447249?l=berecessionista.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/LNP6R1xqp0zxelqW7BrTNWGAX9I/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LNP6R1xqp0zxelqW7BrTNWGAX9I/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/LNP6R1xqp0zxelqW7BrTNWGAX9I/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/LNP6R1xqp0zxelqW7BrTNWGAX9I/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/zOgk/~4/PazJfKksssc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://berecessionista.blogspot.com/feeds/6672802184604447249/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://berecessionista.blogspot.com/2011/09/kate-bosworth-para-vanessa-bruno.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/6672802184604447249?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/565164922650561594/posts/default/6672802184604447249?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/blogspot/zOgk/~3/PazJfKksssc/kate-bosworth-para-vanessa-bruno.html" title="Kate Bosworth para Vanessa Bruno" /><author><name>RECESSIONISTA</name><uri>http://www.blogger.com/profile/04194598734961683441</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://berecessionista.blogspot.com/2011/09/kate-bosworth-para-vanessa-bruno.html</feedburner:origLink></entry></feed>

