<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3384551010915864801</id><updated>2012-02-16T08:47:01.659-03:00</updated><category term='anual'/><category term='arte'/><category term='radio'/><category term='palabras'/><category term='agena'/><category term='películas'/><category term='articulos'/><category term='intensivo'/><category term='Equipo'/><category term='distancia'/><category term='seminarios'/><category term='noticias'/><title type='text'>Astropsique. Psicología y Astrología</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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>93</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-4744061285028026170</id><published>2011-04-01T21:05:00.000-03:00</published><updated>2011-03-10T15:55:52.801-03:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: right;"&gt;&lt;div style="text-align: center;" align="left"&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="color: rgb(153, 51, 153);"&gt;&lt;span style="font-weight: bold;"&gt;LA ASTROLOGÍA ES LA HERMANA MAYOR DE LA PSICOLOGÍA&lt;/span&gt;.&lt;/span&gt; &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;C.G. Jung&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-4744061285028026170?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4744061285028026170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4744061285028026170'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2009/09/la-astrologia-es-la-hermana-mayor-de-la.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6337461937013647977</id><published>2011-03-31T13:06:00.000-03:00</published><updated>2011-12-26T13:10:34.233-03:00</updated><title type='text'></title><content type='html'>&lt;div align="center"&gt;&lt;strong&gt;&lt;span style="color: purple; font-family: MS Reference Sans Serif; font-size: x-large;"&gt;ACTIVIDADES DE VERANO 2012&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;strong&gt;&lt;/strong&gt;&amp;nbsp;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:DoNotOptimizeForBrowser/&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;  &lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;strong&gt;&lt;span style="color: purple; font-weight: normal;"&gt;SEMINARIO INTENSIVO &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: x-large;"&gt;  &lt;/span&gt;&lt;div align="center" class="MsoNormal" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;strong&gt;&lt;span style="color: purple; font-weight: normal;"&gt;INTRODUCCIÓN A LA ASTROLOGÍA&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;span style="color: purple;"&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-maJy9ayNrNY/Tvibp8LTMQI/AAAAAAAAAdY/pSGP73l1LnM/s1600/bodyworld.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="251" src="http://4.bp.blogspot.com/-maJy9ayNrNY/Tvibp8LTMQI/AAAAAAAAAdY/pSGP73l1LnM/s320/bodyworld.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;span style="color: purple;"&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: large;"&gt;&lt;strong&gt;Sábado 25  de Febrero&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: large;"&gt; &lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;-Astrología y  psicología&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;-Lenguaje sagrado. Energía, símbolo y  arquetipo&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;-Los 12 signos zodiacales. Cualidades  energéticas y psicológicas&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center"&gt;&amp;nbsp;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: large;"&gt;&lt;strong&gt;Sábado 17 de Marzo&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt; &lt;div align="center"&gt; &lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;-Los 7 planetas personales.&amp;nbsp;Funciones  psíquicas.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;-Planetas transpersonales: Urano, Neptuno  y Plutón&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;strong&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;-Las 12 casas y su  significado.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center"&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;Horario:&lt;/strong&gt; &lt;strong&gt;10 a 18hs&lt;/strong&gt; con un receso para  almorzar&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: small;"&gt;&lt;strong&gt;Lugar:&lt;/strong&gt; Belgrano&lt;/span&gt; &lt;div align="center"&gt;&amp;nbsp;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: small;"&gt;&lt;strong&gt;&lt;em&gt;No se  necesitan conocimientos previos&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6337461937013647977?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6337461937013647977/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/03/actividades-de-verano-2012-normal-0-21.html#comment-form' title='7 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6337461937013647977'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6337461937013647977'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/03/actividades-de-verano-2012-normal-0-21.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-maJy9ayNrNY/Tvibp8LTMQI/AAAAAAAAAdY/pSGP73l1LnM/s72-c/bodyworld.jpg' height='72' width='72'/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-4376402199081236061</id><published>2011-03-30T00:25:00.003-03:00</published><updated>2011-11-14T13:14:44.077-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='películas'/><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;LAT 38º36 LONG 58º26&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;PENSAMIENTOS Y REFLEXIONES DE COMIENZOS DEL SIGLO&lt;span style="font-size: large;"&gt; XXI &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Documental producido por &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Josue Lezica y May De Chiara&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&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/-RQFSBGZ5sl8/TqQ2JSxHwKI/AAAAAAAAAco/Z3Qnjun471c/s1600/FLYER+DOCUMENTAL+LATITUD+bis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-RQFSBGZ5sl8/TqQ2JSxHwKI/AAAAAAAAAco/Z3Qnjun471c/s320/FLYER+DOCUMENTAL+LATITUD+bis.jpg" width="226" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="color: purple; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;div align="center"&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: purple; font-size: small;"&gt;Investigación cinematográfica que documenta  pensamientos y reflexiones de  comienzos del siglo XXI, desde Buenos Aires, Argentina. &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: purple; font-size: small;"&gt;El  paradigma emergente, la evolución de la especie humana, la nueva  conciencia, &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: purple; font-size: small;"&gt;los cambios civilizatorios y culturales, se  encuentran reflejados en entrevistas a destacados referentes.&lt;br /&gt;&lt;br /&gt;Este  trabajo transmite en imágenes y palabras la compleja realidad del momento  actual,&lt;/span&gt;&lt;/b&gt;&lt;span style="color: purple; font-size: medium;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt; atravesado por un acelerado movimiento de cambio  en todos los ámbitos.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple; font-family: Book Antiqua;"&gt;* &lt;b&gt;UNA NUEVA ANTROPOLOGÍA  PLANETARIA&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple; font-family: Book Antiqua;"&gt;&amp;nbsp;&lt;b&gt;Entrevista&amp;nbsp;a EUGENIO  CARUTTI.&lt;/b&gt; Parte 1 y Parte 2&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;/div&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt;&lt;span style="font-family: Book Antiqua;"&gt;* &lt;b&gt;FILOSOFÍA Y TRADICIONES ESPIRITUALES EN LA  CULTURA OCCIDENTAL ACTUAL.&lt;/b&gt;&lt;b&gt;&lt;b&gt; &lt;/b&gt;Entrevista a BERNARDO NANTE&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt;&lt;span style="font-family: Book Antiqua;"&gt;*&lt;span style="font-family: Book Antiqua;"&gt;&lt;b&gt;PENSAMIENTO CIENTÍFICO,  FÍSICA CUÁNTICA Y LENGUAJES SAGRADOS.&lt;/b&gt;&lt;/span&gt;&amp;nbsp;  &lt;span style="color: black; font-family: Times New Roman; font-size: small;"&gt;&lt;/span&gt;&lt;b&gt;Entrevista a ADOLFO R. ORDOÑEZ&lt;/b&gt;. Parte 1 y Parte  2&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;br /&gt;&lt;div align="center" class="gmail_quote"&gt;&lt;span style="font-family: MS Reference Sans Serif; font-size: medium;"&gt;&lt;span style="color: purple;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: MS Reference Sans Serif;"&gt;En&amp;nbsp;Librería Kier, Librería de Casa XI,  Astropsique, Estudio Lezica, Instituto ISA y en Rosario Nexo Cielo  Tierra&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/KlIqKhR-LM0?fs=1" width="425"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-4376402199081236061?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/4376402199081236061/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/05/trailer-del-documental-pensamientos-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4376402199081236061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4376402199081236061'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/05/trailer-del-documental-pensamientos-y.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-RQFSBGZ5sl8/TqQ2JSxHwKI/AAAAAAAAAco/Z3Qnjun471c/s72-c/FLYER+DOCUMENTAL+LATITUD+bis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-7362869754807715735</id><published>2011-03-25T12:15:00.005-03:00</published><updated>2011-11-28T18:51:02.974-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='radio'/><title type='text'></title><content type='html'>&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;COLUMNA MIRADA ASTROLÓGICA DE ELIANE BTESH EN FM MANTRA&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-7x76AsL9I2w/ThHaJ4zYneI/AAAAAAAAAbI/MGAFLfXqcas/s1600/Foto+Eliane.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="187" src="http://2.bp.blogspot.com/-7x76AsL9I2w/ThHaJ4zYneI/AAAAAAAAAbI/MGAFLfXqcas/s200/Foto+Eliane.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b style="color: purple;"&gt;Programa Encuentros para el darse cuenta.&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: purple;"&gt;Martes 1 de Noviembre: La energía de Escorpio y el encuentro con la sombra&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: purple;"&gt;&amp;nbsp;&lt;object height="132" width="353"&gt;&lt;embed src="http://www.goear.com/files/external.swf?file=57e5a75" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: purple;"&gt;Martes 4 de Octubre: La primavera y la energía de Libra&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;object height="132" width="353"&gt;&lt;embed src="http://www.goear.com/files/external.swf?file=8a5b1b7" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: purple;"&gt;&amp;nbsp;Martes 2 de AGOSTO:&lt;/b&gt;&lt;br /&gt;&amp;nbsp;Tema: Signo de Leo ¿Quién soy? ¿Cómo me expreso?&lt;br /&gt;&lt;object height="132" width="353"&gt;&lt;embed src="http://www.goear.com/files/external.swf?file=6a830c9" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style="color: purple;"&gt;Martes 5 de JULIO &lt;/b&gt;&lt;br /&gt;&lt;h2 style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;&lt;span style="font-size: 11pt; font-weight: normal;"&gt;Tema: El tiempo de Cáncer y cómo aprovechar la energía del&amp;nbsp;invierno&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;&lt;h2 style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;&lt;span style="font-size: 11pt; font-weight: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;object height="132" width="353"&gt;&lt;embed src="http://www.goear.com/files/external.swf?file=2b6843d" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/h2&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://paraeldarsecuenta.wordpress.com/" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;http://paraeldarsecuenta.wordpress.com/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-7362869754807715735?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/7362869754807715735/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/03/nueva-columna-de-astrologia-de-eliane.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7362869754807715735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7362869754807715735'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/03/nueva-columna-de-astrologia-de-eliane.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-7x76AsL9I2w/ThHaJ4zYneI/AAAAAAAAAbI/MGAFLfXqcas/s72-c/Foto+Eliane.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-7339616569801894784</id><published>2011-03-24T00:54:00.001-03:00</published><updated>2011-07-04T12:24:55.730-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='seminarios'/><title type='text'></title><content type='html'>&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: purple; font-size: large;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;SÁBADO&amp;nbsp;2 DE JULIO 10 a  14h&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;div style="color: purple;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Arial;"&gt;&lt;b&gt;SEMINARIO JUNG Y LOS  SUEÑOS&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: purple;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Arial;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="font-family: Arial;"&gt;&lt;span style="color: purple; font-size: large;"&gt;Dr. Bernardo  Nante&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-boaFg2lQlrw/ThHa34cCdBI/AAAAAAAAAbM/bhc71PRnBhc/s1600/DSC00551bis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-boaFg2lQlrw/ThHa34cCdBI/AAAAAAAAAbM/bhc71PRnBhc/s320/DSC00551bis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-V2kFJuX9-rU/ThHa4i8LJ-I/AAAAAAAAAbQ/S28Zh01oOeo/s1600/DSC00568bis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="245" src="http://1.bp.blogspot.com/-V2kFJuX9-rU/ThHa4i8LJ-I/AAAAAAAAAbQ/S28Zh01oOeo/s320/DSC00568bis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center" bgcolor="#ffffff" class="gmail_quote"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-7339616569801894784?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/7339616569801894784/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/03/sabado-de-julio-10-14h-seminario-jung-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7339616569801894784'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7339616569801894784'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/03/sabado-de-julio-10-14h-seminario-jung-y.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-boaFg2lQlrw/ThHa34cCdBI/AAAAAAAAAbM/bhc71PRnBhc/s72-c/DSC00551bis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-1242182475373730028</id><published>2011-03-24T00:20:00.000-03:00</published><updated>2011-07-04T12:14:12.514-03:00</updated><title type='text'></title><content type='html'>&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;div bgcolor="#ffffff" class="gmail_quote" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: purple; font-size: large;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: Garamond; font-size: large;"&gt;&lt;i&gt;El tránsito de Plutón en  Capricornio&amp;nbsp;moviliza profundamente la estructura del  psiquismo&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: purple; font-size: large;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;SÁBADO 11 DE JUNIO 15 a  18h&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: purple; font-size: large;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;b&gt;SEMINARIO PLUTÓN EN CAPRICORNIO&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-size: medium;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-size: medium;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;span style="color: purple;"&gt;May De Chiara&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-mSh2zimpsNs/TfVE52c5jbI/AAAAAAAAAbA/p_RCn3ldQUw/s1600/DSC00504bis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-mSh2zimpsNs/TfVE52c5jbI/AAAAAAAAAbA/p_RCn3ldQUw/s320/DSC00504bis.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-urzfLGFTj90/TfVE66qpNEI/AAAAAAAAAbE/mfDa0b2ZRsw/s1600/DSC00503bis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-urzfLGFTj90/TfVE66qpNEI/AAAAAAAAAbE/mfDa0b2ZRsw/s320/DSC00503bis.jpg" width="236" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: x-small;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="gmail_quote" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-1242182475373730028?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/1242182475373730028/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/psicologia-para-astrologos-modalidad_28.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1242182475373730028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1242182475373730028'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/psicologia-para-astrologos-modalidad_28.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-mSh2zimpsNs/TfVE52c5jbI/AAAAAAAAAbA/p_RCn3ldQUw/s72-c/DSC00504bis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-5995165460278977706</id><published>2011-03-08T19:46:00.008-03:00</published><updated>2011-12-09T16:11:13.395-03:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="color: #993399; font-weight: bold;"&gt;ASTROLOGÍA &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;- Relación entre astrología y psicología.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;- Lenguaje sagrado. Energía, símbolo y arquetipo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;- Signos zodiacales. Energía y personalidad.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;- Planetas personales. Función psíquica. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;- Planetas transpersonales. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;-Las 12 casas. &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;Areas de experiencia.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;-La Luna. Emociones, mecanismos y automatismos.&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;Vínculo materno.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;-Los 4 elementos: aire, fuego, tierra, agua. Tipos psicológicos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;-La carta natal. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: purple; text-align: center;"&gt;* Abril a Diciembre &lt;br /&gt;&lt;br /&gt;Miércoles 19:30 a 21h, quincenal &lt;br /&gt;&lt;br /&gt;* Clases teórico-prácticas &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-5995165460278977706?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/5995165460278977706/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/02/astrologia-para-psicologos-inicia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5995165460278977706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5995165460278977706'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/02/astrologia-para-psicologos-inicia.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-8142017305514346604</id><published>2011-03-07T02:37:00.002-03:00</published><updated>2011-08-11T20:35:05.961-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='radio'/><title type='text'></title><content type='html'>&lt;div style="color: purple; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;ASTROPSIQUE EN LA RADIO&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;&lt;b&gt;Eliane Btesh participó en el programa Encuentros para el darse cuenta en FM Mantra hablando sobre astrología y psicología.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bUE4twHcP6E/TbgOYsPvT8I/AAAAAAAAAas/4lmcKpZciyA/s1600/radio+mantra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-bUE4twHcP6E/TbgOYsPvT8I/AAAAAAAAAas/4lmcKpZciyA/s320/radio+mantra.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Aquí pueden escucharlo!!&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="132" width="353"&gt;&lt;embed src="http://www.goear.com/files/external.swf?file=738c628" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-8142017305514346604?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/8142017305514346604/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/04/astropsique-en-la-radio-eliane-btesh.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/8142017305514346604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/8142017305514346604'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/04/astropsique-en-la-radio-eliane-btesh.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-bUE4twHcP6E/TbgOYsPvT8I/AAAAAAAAAas/4lmcKpZciyA/s72-c/radio+mantra.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-8109038970376504676</id><published>2011-03-06T20:07:00.000-03:00</published><updated>2011-06-10T20:08:46.809-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Artículo: Cerebros ante el efecto Internet</title><content type='html'>&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="clear: left; float: left; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;a 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" 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" width="198" /&gt;&lt;/a&gt;Recomendamos la lectura de este artículo publicado en el diario La Nación. En su nuevo libro &lt;b&gt;Superficiales &lt;/b&gt;(Taurus), Nicholas Carr se pregunta lo que da subtítulo al libro: &lt;b&gt;¿Qué está haciendo Internet con nuestras mentes? &lt;/b&gt;Experto en nuevas tecnologías y entusiasta cultor de sus múltiples plataformas, Carr revisa sus nuevos hábitos y los de muchos de sus pares en busca de cambios que ya están transformando nuestros procesos de pensamiento.&amp;nbsp;&lt;/div&gt;&lt;div style="clear: left; float: left; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-right: 1em;"&gt;"&lt;i&gt;&lt;span style="color: purple;"&gt;Y lo que parece estar haciendo la Web es debilitar mi capacidad de concentración y contemplación. Esté online o no, mi mente espera ahora absorber información de la manera en la que la distribuye la Web: en un flujo veloz de partículas. En el pasado fui un buzo en un mar de palabras. Ahora me deslizo por la superficie como un tipo sobre una moto acuática".&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;a href="http://www.lanacion.com.ar/1376971-cerebros-ante-el-efecto-internet" style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Clickear para leer el artículo completo&lt;/a&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-8109038970376504676?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/8109038970376504676/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2011/06/articulo-cerebros-ante-el-efecto.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/8109038970376504676'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/8109038970376504676'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2011/06/articulo-cerebros-ante-el-efecto.html' title='Artículo: Cerebros ante el efecto Internet'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6625843723062349147</id><published>2011-03-06T13:58:00.000-03:00</published><updated>2011-06-10T20:09:07.201-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: Las neuronas espejo</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-HgL2E2KRhmw/TXjxPnVRH4I/AAAAAAAAAWk/Ufa90qWzfA8/s1600/1328752h600.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5582476988684246914" src="http://2.bp.blogspot.com/-HgL2E2KRhmw/TXjxPnVRH4I/AAAAAAAAAWk/Ufa90qWzfA8/s320/1328752h600.jpg" style="cursor: pointer; display: block; height: 180px; margin: 0px auto 10px; text-align: center; width: 268px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2 style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: 78%;"&gt;¿Por qué algunos leen mejor lo que los demás sienten, piensan o  proyectan? La respuesta parece radicar en las neuronas espejo. El  científico Marco Iacoboni explica por qué podrían revolucionar el campo  de las relaciones.&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-weight: normal; text-align: justify;"&gt;&lt;span style="font-size: 78%;"&gt;Además de permitir la imitación, centrales en el aprendizaje, estas  neuronas parecen ser protagonistas de una de las habilidades humanas más  valoradas en estas épocas de individualismo y violencia: la empatía,  esa capacidad de ponerse en los zapatos del otro.&lt;/span&gt;&lt;br /&gt;&lt;/h2&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;"Son células cerebrales que se activan cuando realizamos una acción,  enviando comandos motores a nuestros músculos para que podamos mover el  cuerpo, las manos, el rostro. Pero lo que las hace en espejo es que  también se activan cuando vemos a otra persona haciendo lo mismo, o en  busca del mismo objetivo, como si viéramos nuestras propias acciones  reflejadas en un espejo. Por eso nos permiten comprender qué pasa en las  mentes de otras personas. Creemos que las personas con autismo, que muchas veces no entienden a  los demás o rehúyen comunicarse, no tienen estas neuronas tan activas y  que la imitación podría ser un método para mejorar el tratamiento de  esta enfermedad".&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 100%;"&gt;&lt;br /&gt;&lt;a href="http://www.lanacion.com.ar/1351192-el-reflejo-de-los-otros"&gt;&lt;span style="font-weight: bold;"&gt;Leer entrevista completa&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6625843723062349147?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6625843723062349147/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-las-neuronas-espejo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6625843723062349147'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6625843723062349147'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-las-neuronas-espejo.html' title='Noticia: Las neuronas espejo'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-HgL2E2KRhmw/TXjxPnVRH4I/AAAAAAAAAWk/Ufa90qWzfA8/s72-c/1328752h600.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-5414392055267096488</id><published>2010-04-25T12:51:00.015-03:00</published><updated>2011-12-09T16:05:32.091-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='intensivo'/><title type='text'></title><content type='html'>&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" bgcolor="#ffffff" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: purple; font-size: x-large;"&gt;&lt;b&gt;&lt;span style="color: purple;"&gt;P&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: purple;"&gt;SICOLOGÍA PARA ASTRÓLOGOS&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: purple; font-size: x-large;"&gt;INTENSIVO&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" bgcolor="#ffffff" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;SEMINARIOS&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp; &lt;span style="font-size: medium;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-size: medium;"&gt;- PSICOANÁLISIS&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-family: Arial; font-size: medium;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp; - JUNG&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;span style="font-size: medium;"&gt;&lt;br /&gt;&amp;nbsp; - PSICOLOGÍA EVOLUTIVA y PSICOPATOLOGÍA INFANTIL&amp;nbsp; &lt;/span&gt;&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-size: medium;"&gt;- PSICOPATOLOGÍA&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial; font-size: x-small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-size: medium;"&gt;- ENTREVISTA&lt;/span&gt;&amp;nbsp; &lt;br /&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;"&gt;&lt;span style="font-size: small;"&gt;* CADA SEMINARIO PUEDE REALIZARSE EN FORMA INDEPENDIENTE&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;* ARTICULACIÓN ASTROLÓGICA DE TODOS LOS TEMAS&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;5 Sábados en el año&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Informes&lt;/b&gt;: info@astropsique.com.ar &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-5414392055267096488?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/5414392055267096488/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/04/p-sicologia-para-astrologos-nueva.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5414392055267096488'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5414392055267096488'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/04/p-sicologia-para-astrologos-nueva.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-4067432471531392801</id><published>2010-03-07T12:08:00.004-03:00</published><updated>2011-03-14T20:31:03.622-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: El núcleo de la Tierra gira mucho más despacio de lo que se creía</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-B9RokOK7n4Q/TWKAeBt-2yI/AAAAAAAAAWE/FUfELqtge0I/s1600/planeta_tierra--644x362.JPG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 180px;" src="http://3.bp.blogspot.com/-B9RokOK7n4Q/TWKAeBt-2yI/AAAAAAAAAWE/FUfELqtge0I/s320/planeta_tierra--644x362.JPG" alt="" id="BLOGGER_PHOTO_ID_5576160541983824674" border="0" /&gt;&lt;/a&gt;Se mueve a distinta velocidad que el resto del planeta, lo que tiene importantes implicaciones en nuestro campo magnético. Aunque el núcleo interno está tan alejado de nuestros pies, el efecto de su presencia es especialmente importante en la superficie de la Tierra. En particular, el calor producido durante la solidificación y el crecimiento del núcleo interno dirige la convección del fluido en las capas externas del núcleo. Estos flujos de calor generan los campos magnéticos, que protegen a la superficie terrestre de la radiación solar. Sin ellos, la vida en la Tierra no podría existir.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Fuente: &lt;a href="http://www.abc.es/20110221/ciencia/abci-nucleo-tierra-gira-mucho-201102211241.html"&gt;ABC&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/3384551010915864801-4067432471531392801?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/4067432471531392801/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/el-nucleo-de-la-tierra-gira-mucho-mas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4067432471531392801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4067432471531392801'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/el-nucleo-de-la-tierra-gira-mucho-mas.html' title='Noticia: El núcleo de la Tierra gira mucho más despacio de lo que se creía'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/-B9RokOK7n4Q/TWKAeBt-2yI/AAAAAAAAAWE/FUfELqtge0I/s72-c/planeta_tierra--644x362.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-5896047693482619748</id><published>2010-03-06T23:56:00.003-03:00</published><updated>2011-03-14T20:31:27.124-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: La Voyager I alcanza los límites del Sistema solar</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TQfDHuLdvEI/AAAAAAAAAUk/P0I7YXRXDUg/s1600/voyager--644x362.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 180px;" src="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TQfDHuLdvEI/AAAAAAAAAUk/P0I7YXRXDUg/s320/voyager--644x362.jpg" alt="" id="BLOGGER_PHOTO_ID_5550619603180043330" border="0" /&gt;&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;La nave de la NASA, lanzada hace más de 30 años, está tan lejos de nosotros que ni siquiera le alcanza el viento solar&lt;/span&gt;. Lanzada en 1977, ha visitado Júpiter y Saturno, obteniendo las primeras imágenes detalladas jamás vistas de esos mundos lejanos. El viento solar es un flujo contínuo de partículas cargadas que el Sol emite en todas direcciones, formando una "burbuja" (llamada heliosfera), que envuelve todo el Sistema Solar.&lt;br /&gt;Ya nada empuja a la Voyager 1. La nave está a punto, dice la NASA, de entrar en el vasto y desconocido espacio interestelar. Sobrecoje pensar que esta nave fue lanzada cuando aún no existía la informática personal, ni los teléfonos móviles, ni internet. &lt;span style="font-weight: bold;"&gt;En apenas dos o tres años, dice la NASA, la Voyager 1 habrá abandonado completamente el nido, dejando atrás para siempre el sistema solar en el que nacieron y evolucionaron los hombres que la construyeron&lt;/span&gt;.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.abc.es/20101214/ciencia/voyager-alcanza-limites-sistema-201012141143.html"&gt;ABC&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-5896047693482619748?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/5896047693482619748/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/la-voyager-i-alcanza-los-limites-del.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5896047693482619748'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5896047693482619748'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/la-voyager-i-alcanza-los-limites-del.html' title='Noticia: La Voyager I alcanza los límites del Sistema solar'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_SBtQ3ncFIm0/TQfDHuLdvEI/AAAAAAAAAUk/P0I7YXRXDUg/s72-c/voyager--644x362.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6257753183699137710</id><published>2010-03-06T23:54:00.003-03:00</published><updated>2010-12-09T17:55:59.545-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: El narcisismo ya no será un trastorno</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TQFCKfk-W2I/AAAAAAAAAUc/twMLJvKZ-xo/s1600/CARAVAGGIO-ENCUENTRA-REPRESENTACION-ENAMORADO-EMOCIONADO_CLAIMA20101206_0033_21.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 224px; height: 126px;" src="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TQFCKfk-W2I/AAAAAAAAAUc/twMLJvKZ-xo/s200/CARAVAGGIO-ENCUENTRA-REPRESENTACION-ENAMORADO-EMOCIONADO_CLAIMA20101206_0033_21.jpg" alt="" id="BLOGGER_PHOTO_ID_5548788963939867490" border="0" /&gt;&lt;/a&gt;Los especialistas lo atribuyen a que se ha vuelto “normal” en la sociedad occidental. La quinta edición del &lt;span style="font-weight: bold;"&gt;Manual Diagnóstico y Estadístico de Trastornos Mentales, más conocido como DSM&lt;/span&gt;, que se editará en 2013, eliminó cinco de los diez trastornos que figuran en la edición actual. El &lt;span style="font-weight: bold;"&gt;trastorno narcisista&lt;/span&gt; es el más conocido, y su ausencia es la que más revuelo causó.“El rasgo que lo identifica médicamente es un marcado error de cálculo de las propias capacidades y posibilidades, acompañado de fantasías de grandeza. El narcisista está tan convencido del alto lugar que le está destinado, que espera que los demás reconozcan su superioridad y que se lo digan. Anhela la aprobación y la admiración de los otros y suelen ser muy sensibles ante la mínima falta de consideración de los demás, pero al mismo tiempo no tienen idea de cómo se ven las cosas desde la perspectiva de otras personas”, explica Charles Zanor, psicólogo. Pero los médicos estadounidenses que elaboran el DSM (muy utilizado en la Argentina) esta vez no se pusieron de acuerdo con respecto a que esas características puedan ser consideradas hoy una “enfermedad”. En otras palabras, &lt;span style="font-weight: bold;"&gt;cada vez son más habituales, y por lo tanto queda desdibujado el umbral entre la patología y la normalidad.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.clarin.com/sociedad/narcisismo-trastorno_0_385161535.html"&gt;Clarín&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6257753183699137710?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6257753183699137710/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-el-narcisismo-ya-no-sera-un.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6257753183699137710'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6257753183699137710'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-el-narcisismo-ya-no-sera-un.html' title='Noticia: El narcisismo ya no será un trastorno'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TQFCKfk-W2I/AAAAAAAAAUc/twMLJvKZ-xo/s72-c/CARAVAGGIO-ENCUENTRA-REPRESENTACION-ENAMORADO-EMOCIONADO_CLAIMA20101206_0033_21.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-3133403467507204286</id><published>2010-03-06T13:25:00.007-03:00</published><updated>2011-03-14T20:31:53.558-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: La NASA anuncia el hallazgo de una forma de vida «diferente»</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TPgBMNUin3I/AAAAAAAAAUU/2ZUUMTmEwtc/s1600/wolfesimon1HR--644x362.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 214px; height: 138px;" src="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TPgBMNUin3I/AAAAAAAAAUU/2ZUUMTmEwtc/s320/wolfesimon1HR--644x362.jpg" alt="" id="BLOGGER_PHOTO_ID_5546184250352639858" border="0" /&gt;&lt;/a&gt;Hace dos días, la NASA anunciaba «u&lt;span style="font-weight: bold;"&gt;n hallazgo en astrobiología que tendrá un gran impacto en la búsqueda de pruebas de vida extraterrestre&lt;/span&gt;». Se trata de una &lt;span style="font-weight: bold;"&gt;extraña bacteria&lt;/span&gt; que utiliza el &lt;span style="font-weight: bold;"&gt;arsénico &lt;/span&gt;para crecer.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El descubrimiento de la NASA, sin embargo, no procede de ningún planeta o satélite lejano. Se ha producido aquí, en la Tierra. &lt;span style="font-weight: bold;"&gt;Se trata de una nueva y extraña criatura, una nueva forma de "estar vivo" que desafía todo lo que creíamos saber hasta ahora sobre el complicado y delicado proceso bioquímico que conocemos como vida&lt;/span&gt;. Algo que cambiará por completo la manera en que, a partir de ahora, busquemos seres vivientes fuera de nuestro propio mundo.&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.abc.es/20101202/ciencia/nasa-anuncia-hallazgo-forma-201012021402.html"&gt;ABC&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-3133403467507204286?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/3133403467507204286/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/la-nasa-anuncia-el-hallazgo-de-una.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3133403467507204286'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3133403467507204286'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/la-nasa-anuncia-el-hallazgo-de-una.html' title='Noticia: La NASA anuncia el hallazgo de una forma de vida «diferente»'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_SBtQ3ncFIm0/TPgBMNUin3I/AAAAAAAAAUU/2ZUUMTmEwtc/s72-c/wolfesimon1HR--644x362.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6470480276723003537</id><published>2010-03-05T23:58:00.007-03:00</published><updated>2011-04-18T12:36:39.133-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='palabras'/><title type='text'>Jean-Pierre Luminet: astrofísico francés, poeta y artista.</title><content type='html'>&lt;span&gt;&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;"No existe ningún modelo científico eterno.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;"todo modelo científico parte de nuestro imaginario, igual que toda creación".&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;"yo me dediqué a la investigación sobre lo invisible, es decir, a los agujeros negros. Me sentí atraído por lo invisible, por la idea de visualizar lo que no se ve".&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.pagina12.com.ar/diario/especiales/18-156808-2010-11-13.html"&gt;&lt;span style="font-weight: bold;"&gt;LEER NOTA COMPLETA&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TN60gjRNBoI/AAAAAAAAAUM/3QXrClF8S4s/s1600/na21fo01.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6470480276723003537?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6470480276723003537/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/jean-pierre-luminet-astrofisico-frances.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6470480276723003537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6470480276723003537'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/jean-pierre-luminet-astrofisico-frances.html' title='Jean-Pierre Luminet: astrofísico francés, poeta y artista.'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-4986482128512989637</id><published>2010-03-04T10:49:00.010-03:00</published><updated>2010-10-31T12:56:51.964-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='seminarios'/><title type='text'></title><content type='html'>&lt;div  style="text-align: center;font-family:georgia;"&gt;&lt;span style="color: rgb(153, 51, 153); font-weight: bold;"&gt;FÍSICA CUÁNTICA Y ASTROLOGÍA&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center; color: rgb(153, 51, 153);"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-size:130%;"&gt;Dr. Adolfo R. Ordóñez&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Sábado 23 de OCTUBRE, 10h a 17h&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;a style="font-family: georgia;" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TJdmvF49h2I/AAAAAAAAATM/XxK638Cg-t8/s1600/CERN-Higgs1.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div style="margin: auto; width: 460px; visibility: visible;"&gt;&lt;embed style="width: 460px; height: 350px;" name="fisica cuantica" type="application/x-shockwave-flash" src="http://flash.picturetrail.com/pflicks/3/spflick.swf" allowscriptaccess="sameDomain" bgcolor="#000000" wmode="transparent" flashvars="ql=2&amp;amp;src1=http://pic80.picturetrail.com:80/VOL2054/12647464/flicks/1/8441365" quality="high" align="middle" width="460" height="350"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;p style="margin-top: 10px; width: 460px; height: 24px;"&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=924&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;img src="http://pics.picturetrail.com/res/pflicks/pt.gif" align="left" border="0" /&gt;&lt;/a&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=925&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;img style="margin-left: 5px;" src="http://pics.picturetrail.com/static/images/pt2.gif" align="left" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-4986482128512989637?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/4986482128512989637/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/fisica-cuantica-y-astrologia-dr.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4986482128512989637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4986482128512989637'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/fisica-cuantica-y-astrologia-dr.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-5744374965230962900</id><published>2010-03-03T23:30:00.000-03:00</published><updated>2011-03-10T15:59:41.530-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'>Artículo publicado en Revista Uno Mismo. Entrevista a May De Chiara</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_SBtQ3ncFIm0/S-GfgdFZrHI/AAAAAAAAAPg/1I_cQkCB3LA/s1600/nota+Uno+Mismo+entera.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 223px;" src="http://2.bp.blogspot.com/_SBtQ3ncFIm0/S-GfgdFZrHI/AAAAAAAAAPg/1I_cQkCB3LA/s320/nota+Uno+Mismo+entera.jpg" alt="" id="BLOGGER_PHOTO_ID_5467826802516405362" border="0" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;hacé clik en la imagen para leerlo&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-5744374965230962900?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/5744374965230962900/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/articulo-en-revista-uno-mismo.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5744374965230962900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/5744374965230962900'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/articulo-en-revista-uno-mismo.html' title='Artículo publicado en Revista Uno Mismo. Entrevista a May De Chiara'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/S-GfgdFZrHI/AAAAAAAAAPg/1I_cQkCB3LA/s72-c/nota+Uno+Mismo+entera.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6134639008931820464</id><published>2010-03-03T23:26:00.000-03:00</published><updated>2011-03-10T15:59:16.750-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'>Artículo publicado en Revista Uno Mismo: Una mirada integradora</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TAVRY8MMdrI/AAAAAAAAAQg/2xu936C7LDw/s1600/Nota+Uno+Mismo+Junio+07.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 210px; height: 320px;" src="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TAVRY8MMdrI/AAAAAAAAAQg/2xu936C7LDw/s320/Nota+Uno+Mismo+Junio+07.jpg" alt="" id="BLOGGER_PHOTO_ID_5477874010682062514" border="0" /&gt;&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;hacé click en la imagen para leerlo&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6134639008931820464?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6134639008931820464/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/articulo-publicado-en-revista-uno-mismo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6134639008931820464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6134639008931820464'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/articulo-publicado-en-revista-uno-mismo.html' title='Artículo publicado en Revista Uno Mismo: Una mirada integradora'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TAVRY8MMdrI/AAAAAAAAAQg/2xu936C7LDw/s72-c/Nota+Uno+Mismo+Junio+07.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-3140341610492194027</id><published>2010-03-03T23:01:00.014-03:00</published><updated>2011-09-26T13:22:51.436-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'>INDICE DE ARTICULOS DE ASTROPSIQUE</title><content type='html'>&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/un-camino-de-encuentro-may-de-chiara-la.html"&gt;Un camino de encuentro&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;  &lt;span style="font-family: lucida grande; font-style: italic;"&gt;May De Chiara     &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/astrologia-y-cuadros-psicopatologicos.html"&gt;Astrología y cuadros psicopatológicos&lt;/a&gt;&lt;span style="font-family: lucida grande; font-style: italic;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family: lucida grande; font-style: italic;"&gt;May De Chiara y Alejandro Lodi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;ENGLISH: &lt;a href="http://astropsique.blogspot.com/2008/03/astrology-and-psychopathology-may-de.html"&gt;Astrology and Psychopathology&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/blog-post.html"&gt;Personalidad obsesiva. Claves astrológicas de interpretación&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: lucida grande; font-style: italic; font-weight: bold;"&gt;May De Chiara y Eliane Btesh&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;FRANÇAIS&lt;/b&gt;: &lt;span style="font-weight: bold;"&gt;&lt;a href="http://astropsique.blogspot.com/2008/03/la-personnalite-obsessionnelle.html"&gt;La personnalité obsessionnelle. Clefs astrologiques           &lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="color: black;"&gt;&lt;b&gt;&lt;span lang="EN-US"&gt;ENGLISH: &lt;a href="http://astropsique.blogspot.com/2008/03/v-behaviorurldefaultvmlo.html"&gt;Obsessive Personality and Astrological Clues of Interpretation&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: black;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/freud-y-las-casas-de-agua-may-de-chiara.html"&gt;Freud y las casas de Agua&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt;May De Chiara, Gabriela Galland y Eliane Btesh&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/el-estadio-del-espejo-en-lacan-y-la.html"&gt;El estadio del espejo en Lacan y la identidad lunar&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;  &lt;span style="font-family: lucida grande; font-style: italic;"&gt;Gabriela Galland y Eliane Btesh&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/psicoanalisis-y-astrologia-causalidad.html"&gt;Psicoanálisis y Astrología. Causalidad-Sincronicidad&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: lucida grande; font-style: italic; font-weight: bold;"&gt;Gabriela Galland y Eliane Btesh&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/historia-y-evolucion-de-la-astrologia.html"&gt;Historia y evolución de la Astrología&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt;Alejandro Christian Luna&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/el-hecho-astrologico.html"&gt;El hecho astrológico. De la física cuántica a la espiritualidad&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: lucida grande; font-style: italic; font-weight: bold;"&gt;Alejandro Christian Luna&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/supuestos-acerca-de-la-conciencia-en.html"&gt;Supuestos acerca de la conciencia en astrología&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: lucida grande; font-style: italic; font-weight: bold;"&gt;Alejandro Lodi&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/diez-conceptos-esenciales-en-astrologia.html"&gt;Diez Conceptos esenciales en Astrología&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt;Glenn Perry&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/quiron-y-el-proceso-de-sanacion-los-50.html"&gt;Quirón y el proceso de sanación a los 50 años&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt;Claudia Rizzi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/casa-xii-una-experiencia-amorosa-por.html"&gt;Casa XII: Una experiencia amorosa&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: lucida grande; font-style: italic; font-weight: bold;"&gt;Pablo Telias&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;* &lt;a href="http://astropsique.blogspot.com/2008/03/astrologia-y-prediccion-patricia.html"&gt;Astrología y Predicción&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt; &lt;span style="font-family: lucida grande; font-style: italic;"&gt;Patricia Ordoñez&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family: lucida grande; font-style: italic;"&gt;*&amp;nbsp;&lt;b&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;a href="http://www.scribd.com/fullscreen/66410422?access_key=key-21wamebmuqid4oo1uc8k"&gt;&lt;span style="font-size: small;"&gt;La constelación colectiva del Selbst en la humanidad actual (Tesis de Maestría)&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family: lucida grande; font-style: italic;"&gt;Patricia Ordoñez&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-3140341610492194027?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/3140341610492194027/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/indice-de-articulos-de-astropsique-un.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3140341610492194027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3140341610492194027'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/indice-de-articulos-de-astropsique-un.html' title='INDICE DE ARTICULOS DE ASTROPSIQUE'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-7769356385873129219</id><published>2010-03-03T23:00:00.000-03:00</published><updated>2011-03-10T15:58:48.919-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'></title><content type='html'>&lt;span style="font-weight: bold; color: rgb(102, 0, 204);font-size:130%;" &gt;Entrevista a Mariana Jacobs, profesora de Astropsique&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;&lt;br /&gt;&lt;br /&gt;CREA: "¿Qué es para nosotros el cambio, el éxito, el miedo?&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(102, 0, 204);font-size:130%;" &gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Canal Agrositio 02/09/2010 | 12:00&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Mariana trabaja ayudando a las personas en los momentos finales de su vida. 500 jovenes aplaudieron sus mensajes e ideas.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold; color: rgb(102, 0, 204);font-size:130%;" &gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center; color: rgb(102, 0, 204);"&gt;&lt;a href="http://www.agrositio.com/vertext/vertext.asp?id=115473&amp;amp;se=1002"&gt;&lt;span style="font-weight: bold;font-size:180%;" &gt;Ver el VIDEO&lt;/span&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/3384551010915864801-7769356385873129219?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/7769356385873129219/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/entrevista-recomendada-mariana-jacobs.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7769356385873129219'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7769356385873129219'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/entrevista-recomendada-mariana-jacobs.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-1161315431355867599</id><published>2010-03-02T23:40:00.005-03:00</published><updated>2010-09-17T18:43:33.924-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'>Artículo: entrelazamiento de genes y experiencia en la salud-enfermedad</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TJPfVZ7OplI/AAAAAAAAATE/RIEtU7Rh5iY/s1600/fu02.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 232px; height: 237px;" src="http://1.bp.blogspot.com/_SBtQ3ncFIm0/TJPfVZ7OplI/AAAAAAAAATE/RIEtU7Rh5iY/s320/fu02.jpg" alt="" id="BLOGGER_PHOTO_ID_5517999527288546898" border="0" /&gt;&lt;/a&gt;A partir de la conciencia de que a lo largo de la vida de cada individuo  las potencialidades biológicas para sufrir ciertas enfermedades se  “despiertan” o se mantienen apagadas, surge la evidencia de que al menos  hay otros factores y que, por lo tanto, “algo se puede hacer” para  enfermarse menos (o para que la gente se enferme menos). &lt;span style="font-weight: bold;"&gt;La &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;epigenética &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;estudia, justamente, los mecanismos por los cuales lo que  le sucede a cada individuo puede influir a nivel de sus genes  para que estos expresen aquellas famosas “predisposiciones”, o dejen de  hacerlo. &lt;/span&gt;Estudia también cómo  varía la actividad de los genes en el tiempo de la vida de un  individuo.&lt;br /&gt;Lo que se ha empezado a comprobar científicamente, y que toma forma  concreta a partir del Proyecto Epigenoma Humano, son los mecanismos  biológicos que desencadenan o silencian las predisposiciones genéticas. Las expresiones y los estados de ánimo se traducen, en el organismo, en  marcadores químicos: hormonas, neurotransmisores, enzimas. A través de una serie de procesos químicos particulares que se denominan  de “metilación”, y que actúan a nivel del ADN mismo que se encuentra en  el núcleo de cada célula, algo de toda esa actividad hormonal se  traduce en alteraciones de la expresión del código genético.&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.pagina12.com.ar/diario/suplementos/futuro/13-2411-2010-09-17.html"&gt;Leer artículo completo&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-1161315431355867599?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/1161315431355867599/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/una-disciplina-nueva-la-epigenetica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1161315431355867599'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1161315431355867599'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/una-disciplina-nueva-la-epigenetica.html' title='Artículo: entrelazamiento de genes y experiencia en la salud-enfermedad'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_SBtQ3ncFIm0/TJPfVZ7OplI/AAAAAAAAATE/RIEtU7Rh5iY/s72-c/fu02.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-2660922626517275194</id><published>2010-03-02T17:33:00.003-03:00</published><updated>2010-09-05T13:01:24.029-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia:  La ciencia se acerca a la ficción y ya estudia cómo implantar sueños</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TIO-kzCTT1I/AAAAAAAAAS0/kUlvTdmd6y4/s1600/seccion-suenos-rivasspress.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 172px; height: 200px;" src="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TIO-kzCTT1I/AAAAAAAAAS0/kUlvTdmd6y4/s200/seccion-suenos-rivasspress.jpg" alt="" id="BLOGGER_PHOTO_ID_5513459908216049490" border="0" /&gt;&lt;/a&gt;Muchos especialistas procuraron modelar la frontera que separa la realidad de la fantasía onírica. El cine, como sucede en la &lt;span style="font-weight: bold;"&gt;película El origen&lt;/span&gt;, aportó su cuota al debate. En la trama, los protagonistas tienen la capacidad de ser conscientes de estar soñando dentro del propio sueño e intentan, además, sembrar un sueño en otra persona. Si bien los acontecimientos son sólo una ficción imaginada por el director Christopher Nolan, la ciencia procura descifrar el jeroglífico que envuelve la percepción del adormecido y ya estudia la posibilidad de implantar sueños.&lt;br /&gt;&lt;/div&gt;&lt;a href="http://www.clarin.com/sociedad/ciencia/ciencia-ficcion-estudia-implantar-suenos_0_329967151.html"&gt;&lt;span style="font-weight: bold;"&gt;Leer más&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/3384551010915864801-2660922626517275194?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/2660922626517275194/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-la-ciencia-se-acerca-la-ficcion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/2660922626517275194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/2660922626517275194'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-la-ciencia-se-acerca-la-ficcion.html' title='Noticia:  La ciencia se acerca a la ficción y ya estudia cómo implantar sueños'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TIO-kzCTT1I/AAAAAAAAAS0/kUlvTdmd6y4/s72-c/seccion-suenos-rivasspress.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-7302325938002047755</id><published>2010-03-01T23:20:00.003-03:00</published><updated>2010-08-24T19:25:13.406-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: Nuevo agujero solar que amenaza la Tierra</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_SBtQ3ncFIm0/THRGKHMjd-I/AAAAAAAAASc/mL5BnlMBZk8/s1600/magnetic-field-lines--478x460.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 231px; height: 222px;" src="http://2.bp.blogspot.com/_SBtQ3ncFIm0/THRGKHMjd-I/AAAAAAAAASc/mL5BnlMBZk8/s320/magnetic-field-lines--478x460.jpg" alt="" id="BLOGGER_PHOTO_ID_5509105383725299682" border="0" /&gt;&lt;/a&gt;Una espectacular imagen del Sol muestra cambios en su corona que pueden ser peligrosos para nuestro planeta. Desde hace unos meses, los científicos vienen advirtiendo de que el Sol ha despertado de un largo letargo y de que se prepara para una fase de intensa actividad jamás conocida hasta la fecha. Estos movimientos solares provocan explosiones que, si llegan al suficiente grado de violencia, pueden dejar frita nuestra red eléctrica y desbaratar los sistemas de comunicaciones y de navegación por satélite.Este agujero está girando hacia la Tierra, lo que podría producir una tormenta geomagnética que llegue a afectarnos.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.abc.es/20100824/ciencia/amenaza-gran-tormenta-solar-201008241107.html"&gt;ABC&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-7302325938002047755?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/7302325938002047755/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-nuevo-agujero-solar-que-amenaza.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7302325938002047755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/7302325938002047755'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-nuevo-agujero-solar-que-amenaza.html' title='Noticia: Nuevo agujero solar que amenaza la Tierra'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/THRGKHMjd-I/AAAAAAAAASc/mL5BnlMBZk8/s72-c/magnetic-field-lines--478x460.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-3014863030035479537</id><published>2010-03-01T23:00:00.000-03:00</published><updated>2010-08-24T19:20:39.106-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: El origen de la conciencia...</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TG2NPyHsLYI/AAAAAAAAASU/GsUmTu0XPF0/s1600/Mapa+cerebro--478x270.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 181px;" src="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TG2NPyHsLYI/AAAAAAAAASU/GsUmTu0XPF0/s320/Mapa+cerebro--478x270.jpg" alt="" id="BLOGGER_PHOTO_ID_5507213221635566978" border="0" /&gt;&lt;/a&gt;El &lt;span style="font-weight: bold;"&gt;mapa neurológico más detallado&lt;/span&gt; de cuantos se han realizado hasta ahora mostraría dónde se generan nuestros pensamientos.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;"Hemos recopilado -asegura el doctor Modha- una exhaustiva, consistente,  concisa, coherente y colosal red que abarca la totalidad del cerebro y  que será la piedra angular tanto para la investigación básica como para  la aplicada en los campos de la neurociencia y la computación  cognitiva". En este estudio se aprecia, con un detalle sin precedentes, la compleja red de conexiones entre las distintas áreas cerebrales de un macaco. Como si se tratara de un mapa de carreteras, los investigadores podrán ahora, mediante ingeniería inversa, crear redes neurales artificiales y toda una nueva generación de chips capaces de "pensar" con la misma eficacia que un cerebro biológico. Pero, aún más importante, los investigadores hallaron lo que ellos mismos describen como "un apretado núcleo integrado", que podría encerrar el secreto de los procesos cognitivos superiores en los seres vivos.&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.abc.es/20100729/ciencia/origen-consciencia-201007291159.html"&gt;ABC&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-3014863030035479537?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/3014863030035479537/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-el-origen-de-la-conciencia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3014863030035479537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3014863030035479537'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/noticia-el-origen-de-la-conciencia.html' title='Noticia: El origen de la conciencia...'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TG2NPyHsLYI/AAAAAAAAASU/GsUmTu0XPF0/s72-c/Mapa+cerebro--478x270.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-4408105031964040506</id><published>2010-03-01T18:56:00.002-03:00</published><updated>2011-06-02T18:58:20.109-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='películas'/><title type='text'>Animación Zodíaco, de Josue Lezica</title><content type='html'>&lt;iframe frameborder="0" height="255" src="http://player.vimeo.com/video/9153949?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://vimeo.com/9153949"&gt;ZODIACO&lt;/a&gt; from &lt;a href="http://vimeo.com/user3013373"&gt;art_lezicafilms&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-4408105031964040506?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/4408105031964040506/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/03/animacion-zodiaco-dejosue-lezica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4408105031964040506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/4408105031964040506'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/03/animacion-zodiaco-dejosue-lezica.html' title='Animación Zodíaco, de Josue Lezica'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6963450925750516937</id><published>2010-03-01T10:00:00.001-03:00</published><updated>2010-08-08T21:09:01.824-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='seminarios'/><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="color: rgb(153, 51, 153); font-weight: bold;font-size:130%;" &gt;Seminario JUNG Y LA ALQUIMIA&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center; color: rgb(102, 51, 102);"&gt;&lt;span style="font-weight: bold; color: rgb(153, 51, 153);"&gt;Bernardo Nante&lt;/span&gt;  &lt;span style="font-weight: bold; color: rgb(153, 51, 153);"&gt;&lt;br /&gt;&lt;br /&gt;Sábado 7 de Agosto 10 a 14h&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TF9Fl4ryxpI/AAAAAAAAAR0/wn6kBc0HF84/s1600/IMG_2635.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 277px; height: 208px;" src="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TF9Fl4ryxpI/AAAAAAAAAR0/wn6kBc0HF84/s320/IMG_2635.jpg" alt="" id="BLOGGER_PHOTO_ID_5503193786843580050" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TF9E7CIy84I/AAAAAAAAARs/SMKSVMz7dnQ/s1600/IMG_2628.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 274px; height: 205px;" src="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TF9E7CIy84I/AAAAAAAAARs/SMKSVMz7dnQ/s320/IMG_2628.jpg" alt="" id="BLOGGER_PHOTO_ID_5503193050646770562" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TF9GSI92azI/AAAAAAAAAR8/LbW5vqK3BSE/s1600/IMG_2630bis.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 240px; height: 228px;" src="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TF9GSI92azI/AAAAAAAAAR8/LbW5vqK3BSE/s320/IMG_2630bis.jpg" alt="" id="BLOGGER_PHOTO_ID_5503194547128527666" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6963450925750516937?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6963450925750516937/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/seminario-jung-y-la-alquimia-bernardo.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6963450925750516937'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6963450925750516937'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/seminario-jung-y-la-alquimia-bernardo.html' title=''/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TF9Fl4ryxpI/AAAAAAAAAR0/wn6kBc0HF84/s72-c/IMG_2635.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-1996746491091565020</id><published>2010-02-28T07:19:00.003-03:00</published><updated>2011-03-09T12:12:05.449-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Arte: Beatriz Sansuste</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;embed src="http://flash.picturetrail.com/pflicks/3/spflick.swf" quality="high" flashvars="ql=2&amp;amp;src1=http://pic80.picturetrail.com:80/VOL2054/12647464/flicks/1/8343745" wmode="transparent" bgcolor="#000000" name="beatriz" allowscriptaccess="sameDomain" style="height: 350px; width: 450px;" type="application/x-shockwave-flash" align="middle" width="450" height="350"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;p style="margin-top: 10px; height: 24px; width: 450px;"&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=924&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;img src="http://pics.picturetrail.com/res/pflicks/pt.gif" align="left" border="0" /&gt;&lt;/a&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=925&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;img style="margin-left: 5px;" src="http://pics.picturetrail.com/static/images/pt2.gif" align="left" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;a style="font-weight: bold;" href="http://www.beatrizsansuste.com/"&gt;www.beatrizsansuste.com&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-1996746491091565020?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/1996746491091565020/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/arte-beatriz-sansuste.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1996746491091565020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/1996746491091565020'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/arte-beatriz-sansuste.html' title='Arte: Beatriz Sansuste'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-3289577513180354342</id><published>2010-02-28T06:36:00.003-03:00</published><updated>2010-07-22T19:39:54.527-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='noticias'/><title type='text'>Noticia: Descubren la estrella más grande del universo</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TEjIBH_hHFI/AAAAAAAAARg/Y98r49Q3_wU/s1600/R136a1-Sun_comparison_320px.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 180px;" src="http://4.bp.blogspot.com/_SBtQ3ncFIm0/TEjIBH_hHFI/AAAAAAAAARg/Y98r49Q3_wU/s320/R136a1-Sun_comparison_320px.jpg" alt="" id="BLOGGER_PHOTO_ID_5496863266856574034" border="0" /&gt;&lt;/a&gt;Un equipo internacional de astrónomos anunció el miércoles que descubrió, utilizando el VLT (Very Large Telescope) de Paranal (Chile) y el telescopio espacial Hubble, la estrella más grande jamás observada en el universo, con destellos diez millones de veces más potentes que los del Sol. Bautizada R136a1, esta mega estrella habría tenido al formarse hace más de un millón de años una masa &lt;span style="font-weight: bold;"&gt;320 veces superior a la del Sol&lt;/span&gt;.&lt;br /&gt;Forma parte de un grupo de estrellas gigantes descubiertas recientemente por un equipo de astrónomos dirigido por el profesor Paul Crowther, astrofísico de la universidad británica de Sheffield. Sus rayos ultravioletas son tan intensos que harían la vida terrestre imposible si se encontrase en el lugar del Sol, en el centro de nuestro sistema.&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;Fuente&lt;/span&gt;: &lt;a href="http://www.eso.org/public/news/eso1030/"&gt;Observatorio Europeo Austral &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-3289577513180354342?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/3289577513180354342/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/noticia-descubren-la-estrella-mas.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3289577513180354342'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/3289577513180354342'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/noticia-descubren-la-estrella-mas.html' title='Noticia: Descubren la estrella más grande del universo'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TEjIBH_hHFI/AAAAAAAAARg/Y98r49Q3_wU/s72-c/R136a1-Sun_comparison_320px.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-6541628471688852893</id><published>2010-02-28T06:10:00.004-03:00</published><updated>2011-03-09T12:12:05.449-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='arte'/><title type='text'>Arte: Laura Alessandro</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-style: italic; color: rgb(153, 51, 153); font-weight: bold;"&gt;más allá de Neptuno...&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TERrO7xBzfI/AAAAAAAAARY/s173hsHq-Q0/s1600/laura+alessandro.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 399px; height: 400px;" src="http://3.bp.blogspot.com/_SBtQ3ncFIm0/TERrO7xBzfI/AAAAAAAAARY/s173hsHq-Q0/s400/laura+alessandro.jpg" alt="" id="BLOGGER_PHOTO_ID_5495635349604519410" border="0" /&gt;&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;Imagen digital de la artista argentina Laura Alessandro.&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.lauraalessandro.blogspot.com"&gt;www.lauraalessandro.blogspot.com&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3384551010915864801-6541628471688852893?l=astropsique.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://astropsique.blogspot.com/feeds/6541628471688852893/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://astropsique.blogspot.com/2010/02/arte-laura-alessandro.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6541628471688852893'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3384551010915864801/posts/default/6541628471688852893'/><link rel='alternate' type='text/html' href='http://astropsique.blogspot.com/2010/02/arte-laura-alessandro.html' title='Arte: Laura Alessandro'/><author><name>Astropsique</name><uri>http://www.blogger.com/profile/10173494150449731737</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/_SBtQ3ncFIm0/TERrO7xBzfI/AAAAAAAAARY/s173hsHq-Q0/s72-c/laura+alessandro.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3384551010915864801.post-7748536653462790370</id><published>2010-02-28T05:00:00.006-03:00</published><updated>2010-08-05T15:13:28.172-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='articulos'/><title type='text'>Nuestros pensamientos crean nuestro mundo</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Entrevista al Dr. MARIO ALONSO PUIG. Cirujano&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;Hasta ahora lo decían los iluminados, los meditadores y los sabios; ahora también lo dice la ciencia: Son nuestros pensamientos los que en gran medida han creado y crean continuamente nuestro mundo.&lt;br /&gt;"Hoy sabemos que la confianza en uno mismo, el entusiasmo y la ilusión tienen la capacidad de favorecer las funciones superiores del cerebro. La zona prefrontal del cerebro, el lugar donde tiene lugar el pensamiento más avanzado, donde se inventa nuestro futuro, donde valoramos alternativas y estrategias para solucionar los problemas y tomar decisiones, está tremendamente influida por el sistema límbico, que es nuestro cerebro emocional. Por eso, lo que el corazón quiere sentir, la mente se lo acaba mostrando". Hay que entrenar esa mente.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://astropsique.blogspot.com/2009/12/nuestros-pensamientos-crean-nuestro.html"&gt;&lt;span style="font-weight: bold;"&gt;Leer entr
