<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>"Desde el Sur: explorando el Cosmos"</title><description>Programa radial en formato podcast que trata sobre temas de Ciencia y Tecnología centrados en la Astronomía y Ciencias del Espacio.</description><managingEditor>noreply@blogger.com (Ricardo Sánchez)</managingEditor><pubDate>Wed, 25 Mar 2026 07:51:09 -0700</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">510</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://radiokosmosargentina.blogspot.com/</link><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords><itunes:summary>Programa científico que trata temas de Astronomía y Ciencias del Espacio</itunes:summary><itunes:subtitle>Programa científico que trata temas de Astronomía y Ciencias del Espacio</itunes:subtitle><itunes:category text="Science &amp; Medicine"><itunes:category text="Natural Sciences"/></itunes:category><itunes:author>Ricardo Sánchez</itunes:author><itunes:owner><itunes:email>radiokosmosargentina@hotmail.com</itunes:email><itunes:name>Ricardo Sánchez</itunes:name></itunes:owner><item><title>Programa 570: Palpitando Artemis II con los mejores - PROGRAMA ESPECIAL</title><link>http://radiokosmosargentina.blogspot.com/2026/03/programa-570-palpitando-artemis-ii-con.html</link><pubDate>Wed, 25 Mar 2026 07:51:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3358278269569404315</guid><description>&lt;p&gt;&amp;nbsp;&lt;span style="font-weight: normal;"&gt;Emitido el 11 de marzo de 2026&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: normal;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-weight: normal;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONIMoC1cdFleH5Qzul7dn5gLigJgHOBYcezdNVNiu-7dwnvVsOpRW1QcLPn8TpeMlGFGQmMlMMntJhAd8QlEt10YgaAMwy_01ZYd1_z0nKjbNP4GdQD3tQYb8upSv9-lS_G9j0osGtcory8QWiYEoqApDTnuncIf8N_lyswx7qL6CxHKoNL5mj7toBVhJ/s500/8189894956213367782.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="261" data-original-width="500" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONIMoC1cdFleH5Qzul7dn5gLigJgHOBYcezdNVNiu-7dwnvVsOpRW1QcLPn8TpeMlGFGQmMlMMntJhAd8QlEt10YgaAMwy_01ZYd1_z0nKjbNP4GdQD3tQYb8upSv9-lS_G9j0osGtcory8QWiYEoqApDTnuncIf8N_lyswx7qL6CxHKoNL5mj7toBVhJ/w442-h231/8189894956213367782.jpg" width="442" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: normal;"&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;b class="html-strong xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs x1s688f" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;Vivimos en vivo el inicio de la exploración humana del espacio.&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;b class="html-strong xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs x1s688f" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="html-span xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs" style="font-family: inherit; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: inherit; text-decoration: none;"&gt;&lt;i class="html-em xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs" style="margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: inherit; text-decoration: none;"&gt;Palpitando Artemis II con los mejores:&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;b class="html-strong xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs x1s688f" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;Pablo de León, ingeniero aeroespacial argentino desde la NASA, nos hace un recorrido por los lugares emblemáticos y nos da imágenes en exclusiva mundial, ¡¡en vivo!!.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;Julio Aprea, ingeniero argentino de la ESA, nos cuenta detalles de cómo se viven las cosas desde el lado europeo.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;Y Diego Córdova, el experto argentino sobre la carrera espacial, nos pone en contexto y cuenta intimidades de esta aventura, que inicia ahora y seguramente se recordará como el inicio de la conquista humana del Sistema Solar.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;Esta vez vamos para quedarnos.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;Gracias a Daniel Migueles por participar y realizar todo el trabajo de edición.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;&lt;div class="html-div xdj266r x14z9mp x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1e56ztr" style="font-family: inherit; margin-bottom: 8px; margin-inline: 0px; margin-top: 0px; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px;"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u" style="color: #080809; font-family: inherit; font-size: 0.9375rem; font-weight: 400; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" class="BLOG_video_class" height="406" src="https://www.youtube.com/embed/hiVQfnzM3OI" width="489" youtube-src-id="hiVQfnzM3OI"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="html-div xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" tabindex="-1"&gt;Pueden descargar el audio &lt;a href="https://archive.org/download/episodio-570-abril-2026/Episodio%20570%20-%20Abril%202026.mp3"&gt;aquí&lt;/a&gt;, o escucharlo en:&lt;/div&gt;&lt;p&gt;&lt;b class="html-strong xdj266r x14z9mp xat24cr x1lziwak xexx8yu xyri2b x18d9i69 x1c1uobl x1hl2dhg x16tdsg8 x1vvkbs x1s688f" style="-webkit-text-stroke-width: 0px; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin-bottom: 0px; margin-inline: 0px; margin-top: 0px; orphans: 2; overflow-wrap: break-word; padding-bottom: 0px; padding-inline: 0px; padding-top: 0px; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/episodio-570-abril-2026" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONIMoC1cdFleH5Qzul7dn5gLigJgHOBYcezdNVNiu-7dwnvVsOpRW1QcLPn8TpeMlGFGQmMlMMntJhAd8QlEt10YgaAMwy_01ZYd1_z0nKjbNP4GdQD3tQYb8upSv9-lS_G9j0osGtcory8QWiYEoqApDTnuncIf8N_lyswx7qL6CxHKoNL5mj7toBVhJ/s72-w442-h231-c/8189894956213367782.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="102246955" type="audio/mpeg" url="https://archive.org/download/episodio-570-abril-2026/Episodio%20570%20-%20Abril%202026.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 11 de marzo de 2026 &amp;nbsp; &amp;nbsp;Vivimos en vivo el inicio de la exploración humana del espacio. Palpitando Artemis II con los mejores:&amp;nbsp;Pablo de León, ingeniero aeroespacial argentino desde la NASA, nos hace un recorrido por los lugares emblemáticos y nos da imágenes en exclusiva mundial, ¡¡en vivo!!.Julio Aprea, ingeniero argentino de la ESA, nos cuenta detalles de cómo se viven las cosas desde el lado europeo.Y Diego Córdova, el experto argentino sobre la carrera espacial, nos pone en contexto y cuenta intimidades de esta aventura, que inicia ahora y seguramente se recordará como el inicio de la conquista humana del Sistema Solar.Esta vez vamos para quedarnos.Gracias a Daniel Migueles por participar y realizar todo el trabajo de edición.&amp;nbsp;Pueden descargar el audio aquí, o escucharlo en: &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 11 de marzo de 2026 &amp;nbsp; &amp;nbsp;Vivimos en vivo el inicio de la exploración humana del espacio. Palpitando Artemis II con los mejores:&amp;nbsp;Pablo de León, ingeniero aeroespacial argentino desde la NASA, nos hace un recorrido por los lugares emblemáticos y nos da imágenes en exclusiva mundial, ¡¡en vivo!!.Julio Aprea, ingeniero argentino de la ESA, nos cuenta detalles de cómo se viven las cosas desde el lado europeo.Y Diego Córdova, el experto argentino sobre la carrera espacial, nos pone en contexto y cuenta intimidades de esta aventura, que inicia ahora y seguramente se recordará como el inicio de la conquista humana del Sistema Solar.Esta vez vamos para quedarnos.Gracias a Daniel Migueles por participar y realizar todo el trabajo de edición.&amp;nbsp;Pueden descargar el audio aquí, o escucharlo en: &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 569 - La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte.</title><link>http://radiokosmosargentina.blogspot.com/2026/03/programa-569-la-conquista-comercial.html</link><category>Conquista espacial</category><category>Luna</category><category>Marte</category><category>Pensamiento científico</category><category>Programa 569</category><category>Programas 2026</category><category>SLS</category><category>Tiempo</category><pubDate>Wed, 11 Mar 2026 12:09:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-2826163682928012940</guid><description>&lt;div class="post-title entry-title" itemprop="name" style="text-align: left;"&gt;&lt;span style="font-weight: normal;"&gt;&amp;nbsp;Emitido el 11 de marzo de 2026, puede descargarlo desde aquí:&lt;a href="https://archive.org/download/podcast-569-marzo-2026/Podcast%20569%20-%20Marzo%202026.mp3"&gt;&amp;nbsp;- La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte.&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6nV621MoDl5uJ2Fu20SXx_P83HizDByNbI0gAnMTjytS0eQAS5eX5UwlR2d9mX3oRw8Re67LIAHfQl4FQxNYEo9U0-dVYlBBWt8NVT9eMHgaLap8IA3vkbaEW3mE4CTvn8yFrl0pSiBjUFL3AeIAzDqZJ_SjJsJneBuElvfbdpYP8pWYY7h9ITq125Xu9/s1021/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="779" data-original-width="1021" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6nV621MoDl5uJ2Fu20SXx_P83HizDByNbI0gAnMTjytS0eQAS5eX5UwlR2d9mX3oRw8Re67LIAHfQl4FQxNYEo9U0-dVYlBBWt8NVT9eMHgaLap8IA3vkbaEW3mE4CTvn8yFrl0pSiBjUFL3AeIAzDqZJ_SjJsJneBuElvfbdpYP8pWYY7h9ITq125Xu9/s320/1-1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;
  
  &lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-569-marzo-2026" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte.&lt;br /&gt;&lt;br /&gt;- El Dilema del Hidrógeno: Por qué el Gigante de la NASA sigue con fugas.&lt;br /&gt;&lt;br /&gt;- El Espejismo del Reloj: La Búsqueda de un Universo sin Tiempo.&lt;br /&gt;&lt;br /&gt;- El Despertar de la Razón: Bacon vs. Descartes, o El colapso de un mundo antiguo.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Temas musicales:&lt;br /&gt;&lt;br /&gt;- Back To The Race Again - Tangerine Dream - Catch Me If You Can (1994)&lt;br /&gt;- Micro - Macro - Andreas Vollenweider&amp;nbsp; - Behind the Gardens, Behind the Wall, Under the Tree… (1981)&lt;br /&gt;- Quiet Dawn - Ottmar Liebert - In the Arms of Love: Lullabies 4 Children &amp;amp; Adults (2008)&lt;br /&gt;- Wishful Thinking - Software - Modesty Blaze Volume II (1992)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6nV621MoDl5uJ2Fu20SXx_P83HizDByNbI0gAnMTjytS0eQAS5eX5UwlR2d9mX3oRw8Re67LIAHfQl4FQxNYEo9U0-dVYlBBWt8NVT9eMHgaLap8IA3vkbaEW3mE4CTvn8yFrl0pSiBjUFL3AeIAzDqZJ_SjJsJneBuElvfbdpYP8pWYY7h9ITq125Xu9/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="120158566" type="audio/mpeg" url="https://archive.org/download/podcast-569-marzo-2026/Podcast%20569%20-%20Marzo%202026.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 11 de marzo de 2026, puede descargarlo desde aquí:&amp;nbsp;- La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte. - El Dilema del Hidrógeno: Por qué el Gigante de la NASA sigue con fugas. - El Espejismo del Reloj: La Búsqueda de un Universo sin Tiempo. - El Despertar de la Razón: Bacon vs. Descartes, o El colapso de un mundo antiguo. Temas musicales: - Back To The Race Again - Tangerine Dream - Catch Me If You Can (1994) - Micro - Macro - Andreas Vollenweider&amp;nbsp; - Behind the Gardens, Behind the Wall, Under the Tree… (1981) - Quiet Dawn - Ottmar Liebert - In the Arms of Love: Lullabies 4 Children &amp;amp; Adults (2008) - Wishful Thinking - Software - Modesty Blaze Volume II (1992) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 11 de marzo de 2026, puede descargarlo desde aquí:&amp;nbsp;- La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - La Conquista Comercial silenciosa: Por qué la Luna Ganó la Carrera a Marte. - El Dilema del Hidrógeno: Por qué el Gigante de la NASA sigue con fugas. - El Espejismo del Reloj: La Búsqueda de un Universo sin Tiempo. - El Despertar de la Razón: Bacon vs. Descartes, o El colapso de un mundo antiguo. Temas musicales: - Back To The Race Again - Tangerine Dream - Catch Me If You Can (1994) - Micro - Macro - Andreas Vollenweider&amp;nbsp; - Behind the Gardens, Behind the Wall, Under the Tree… (1981) - Quiet Dawn - Ottmar Liebert - In the Arms of Love: Lullabies 4 Children &amp;amp; Adults (2008) - Wishful Thinking - Software - Modesty Blaze Volume II (1992) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 568 - Titán, el vuelo a los orígenes</title><link>http://radiokosmosargentina.blogspot.com/2026/02/programa-568-titan-el-vuelo-los-origenes.html</link><category>Programas 2026</category><pubDate>Sun, 8 Feb 2026 11:26:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-680971581528955928</guid><description>&lt;p&gt;&amp;nbsp;&amp;nbsp;Emitido el 08 de febrero de 2026, puede descargarlo desde aquí: &lt;a href="https://go.ivoox.com/rf/168006266"&gt;- Titán, el vuelo a los orígenes&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIlsNh-a_fZZ-Lj3ETB4sM0hVcHHN-zmfy8EMQOxCZjVGPOKQSQtxey-LkqJu6R_jYmXUvz1b7CHpYpzJXQx5C_0dDUOkTUvx7sblV2wGsUZfRlQwMVhifKqMuI4BqGoIBcFqcUIXszk1oexZDHB5t0B6zGJO-tp3NGtmxLgRJQtT0uYysUKfvV60X062W/s2048/Dragonfly.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1475" data-original-width="2048" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIlsNh-a_fZZ-Lj3ETB4sM0hVcHHN-zmfy8EMQOxCZjVGPOKQSQtxey-LkqJu6R_jYmXUvz1b7CHpYpzJXQx5C_0dDUOkTUvx7sblV2wGsUZfRlQwMVhifKqMuI4BqGoIBcFqcUIXszk1oexZDHB5t0B6zGJO-tp3NGtmxLgRJQtT0uYysUKfvV60X062W/s320/Dragonfly.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-568-febrero-2026" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Tratamos los siguientes temas:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- Titán, el vuelo a los orígenes.&lt;br /&gt;&lt;br /&gt;- El Cosmos se frena: ¿Fue la Energía Oscura un espejismo?.&lt;br /&gt;&lt;br /&gt;- El Arca de Noé Soviética y la Búsqueda de ET.&lt;br /&gt;&lt;br /&gt;- El Gran Error Marciano.&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&amp;nbsp;Temas musicales:&lt;br /&gt;&lt;br /&gt;- The Dragon - Vangelis - China (1983)&amp;nbsp;&lt;br /&gt;- Candlelight - Ottmar Liebert + Luna Negra -&amp;nbsp; The Scent of Light (2008)&lt;br /&gt;- Search - Tangerine Dream - Tangents Box (1994)&lt;br /&gt;- Mars - Sophos (Ulises Labaronnie) - Laniakea (2019)&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIlsNh-a_fZZ-Lj3ETB4sM0hVcHHN-zmfy8EMQOxCZjVGPOKQSQtxey-LkqJu6R_jYmXUvz1b7CHpYpzJXQx5C_0dDUOkTUvx7sblV2wGsUZfRlQwMVhifKqMuI4BqGoIBcFqcUIXszk1oexZDHB5t0B6zGJO-tp3NGtmxLgRJQtT0uYysUKfvV60X062W/s72-c/Dragonfly.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">2</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author></item><item><title> Programa 567 - Especial 20 años - Entrevista a Héctor Socas Navarro y Estefanía Coluccio Leskow</title><link>http://radiokosmosargentina.blogspot.com/2026/01/programa-567-especial-20-anos.html</link><pubDate>Tue, 6 Jan 2026 16:06:16 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-6635754943395966383</guid><description>&lt;p&gt;&amp;nbsp;Cumplimos 20 años de podcast, y los festejamos con grandes invitados: Héctor Socas Navarro, astrónomo y creador de "Coffee Break", y Estefanía Coluccio Leskow, Doctora en Física, directora del Planetario "Galileo Galilei" de Buenos Aires, y gran divulgadora científica.&lt;br /&gt;Conversamos sobre el estado de la divulgación científica actual, el problema de la comunicación en los medios de difusión y las redes, la importancia de los periodistas científicos, y mucho más.&lt;br /&gt;¡No se lo pierdan!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Corresponde al programa que encontrarán en: https://youtu.be/tCJ1-52vMrM&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;iframe width="480" height="270" src="https://youtube.com/embed/tCJ1-52vMrM?si=Sv9BChE66RskymEI" frameborder="0"&gt;&lt;/iframe&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/tCJ1-52vMrM/default.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author></item><item><title>Programa 566 - Un instrumento que nos mostrará lo invisible.</title><link>http://radiokosmosargentina.blogspot.com/2025/11/programa-566-un-instrumento-que-nos.html</link><pubDate>Mon, 24 Nov 2025 06:48:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-5124162556321511368</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 24 de noviembre de 2025, puede descargarlo desde aquí:&amp;nbsp;&lt;a href="https://archive.org/download/podcast-566-noviembre-2025/Podcast%20566%20-%20Noviembre%202025.mp3"&gt;- Un instrumento que nos mostrará lo invisible.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvxslWXaIfSSIu6D_VH2_6q1MV6ID0VGfCZWwb19Vo3rEuHZ5gMlor7uPToymo8TdELwNBC80a8jrv3Z9jPVMOyg9KbftIYms7PouP_rM9D1bVJEkBXNp2b6ufYjneNoR5lWxwnLs8zGclrwH4mQ9KkQCxgsjTw1TlBQaUaEyROiGz23nHC6GaQYCxIm0q/s634/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="541" data-original-width="634" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvxslWXaIfSSIu6D_VH2_6q1MV6ID0VGfCZWwb19Vo3rEuHZ5gMlor7uPToymo8TdELwNBC80a8jrv3Z9jPVMOyg9KbftIYms7PouP_rM9D1bVJEkBXNp2b6ufYjneNoR5lWxwnLs8zGclrwH4mQ9KkQCxgsjTw1TlBQaUaEyROiGz23nHC6GaQYCxIm0q/s320/1-1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-566-noviembre-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- Un instrumento que nos mostrará lo invisible.&lt;br /&gt;&lt;br /&gt;- Historia del gran cometa de 1680.&lt;br /&gt;&lt;br /&gt;- Histeria por el cometa 3I/Atlas.&lt;br /&gt;&lt;br /&gt;- ¿Qué son las cuasi lunas?&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvxslWXaIfSSIu6D_VH2_6q1MV6ID0VGfCZWwb19Vo3rEuHZ5gMlor7uPToymo8TdELwNBC80a8jrv3Z9jPVMOyg9KbftIYms7PouP_rM9D1bVJEkBXNp2b6ufYjneNoR5lWxwnLs8zGclrwH4mQ9KkQCxgsjTw1TlBQaUaEyROiGz23nHC6GaQYCxIm0q/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="203215415" type="audio/mpeg" url="https://archive.org/download/podcast-566-noviembre-2025/Podcast%20566%20-%20Noviembre%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 24 de noviembre de 2025, puede descargarlo desde aquí:&amp;nbsp;- Un instrumento que nos mostrará lo invisible. &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Un instrumento que nos mostrará lo invisible. - Historia del gran cometa de 1680. - Histeria por el cometa 3I/Atlas. - ¿Qué son las cuasi lunas? &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp; &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 24 de noviembre de 2025, puede descargarlo desde aquí:&amp;nbsp;- Un instrumento que nos mostrará lo invisible. &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Un instrumento que nos mostrará lo invisible. - Historia del gran cometa de 1680. - Histeria por el cometa 3I/Atlas. - ¿Qué son las cuasi lunas? &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp; &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 565 - Una curiosa historia sobre las lunas galileanas. </title><link>http://radiokosmosargentina.blogspot.com/2025/10/programa-565-una-curiosa-historia-sobre.html</link><category>Ceres</category><category>Ensamblaje</category><category>Física cuántica</category><category>Lunas gaileanas</category><category>Programa 565</category><category>Programas 2025</category><pubDate>Thu, 16 Oct 2025 15:42:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-5549959122771984485</guid><description>&lt;p&gt;&amp;nbsp;&amp;nbsp;Emitido el 16 de octubre de 2025, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/podcast-565-octubre-2025/Podcast%20565%20-%20Octubre%202025.mp3"&gt;Una curiosa historia sobre las lunas galileanas&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyYzBl95ARZjCyNMCo76CmyjuRYm4Ro87Ixlfmd0sBtEKxU8pq5g6K2citsFAcq5S67NWfeGxc3D3OViQRToMWT-0xfGQzhAqGXB0d84Q7MgoNzGdvDit9ZK2QIvRz_xCdTHyuNsw5p75JrowpGEzq0A4o5p8XHrpJfR0KafuyL07qntc2_AJiNPMFVXV5/s392/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="392" data-original-width="350" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyYzBl95ARZjCyNMCo76CmyjuRYm4Ro87Ixlfmd0sBtEKxU8pq5g6K2citsFAcq5S67NWfeGxc3D3OViQRToMWT-0xfGQzhAqGXB0d84Q7MgoNzGdvDit9ZK2QIvRz_xCdTHyuNsw5p75JrowpGEzq0A4o5p8XHrpJfR0KafuyL07qntc2_AJiNPMFVXV5/s320/1-1.png" width="286" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-565-octubre-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;b&gt;&lt;i&gt;- Una curiosa historia sobre las lunas galileanas.&lt;br /&gt;&lt;br /&gt;- La física cuántica: no es magia.&lt;br /&gt;&lt;br /&gt;- El fascinante asteroide Ceres.&lt;br /&gt;&lt;br /&gt;- ¿Qué es la teoría de ensamblaje que podría unir física y biología?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyYzBl95ARZjCyNMCo76CmyjuRYm4Ro87Ixlfmd0sBtEKxU8pq5g6K2citsFAcq5S67NWfeGxc3D3OViQRToMWT-0xfGQzhAqGXB0d84Q7MgoNzGdvDit9ZK2QIvRz_xCdTHyuNsw5p75JrowpGEzq0A4o5p8XHrpJfR0KafuyL07qntc2_AJiNPMFVXV5/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="228136750" type="audio/mpeg" url="https://archive.org/download/podcast-565-octubre-2025/Podcast%20565%20-%20Octubre%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;&amp;nbsp;Emitido el 16 de octubre de 2025, puede descargarlo desde aquí: Una curiosa historia sobre las lunas galileanas. &amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- Una curiosa historia sobre las lunas galileanas. - La física cuántica: no es magia. - El fascinante asteroide Ceres. - ¿Qué es la teoría de ensamblaje que podría unir física y biología? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;&amp;nbsp;Emitido el 16 de octubre de 2025, puede descargarlo desde aquí: Una curiosa historia sobre las lunas galileanas. &amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- Una curiosa historia sobre las lunas galileanas. - La física cuántica: no es magia. - El fascinante asteroide Ceres. - ¿Qué es la teoría de ensamblaje que podría unir física y biología? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 564 - Entrevista a la Dra. Ximena Abrevaya - Exobiología</title><link>http://radiokosmosargentina.blogspot.com/2025/09/programa-564-entrevista-la-dra-ximena.html</link><pubDate>Mon, 15 Sep 2025 17:28:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-2278773037526308476</guid><description>&lt;p&gt;Nuevo capítulo del podcast "Desde el sur: explorando el Cosmos".&lt;br /&gt;Programa 564&lt;br /&gt;&lt;br /&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;- Entrevistamos a la Dra. Ximena Abrevaya, Astrobióloga argentina y&lt;br /&gt;frecuente colaboradora de nuestro programa, y hablamos sobre la actualidad&lt;br /&gt;en exobiología y otros temas.&lt;br /&gt;La entrevista fue realizada antes del anuncio de la NASA del hallazgo de biomarcadores en Marte, así que la volvimos a consultar sobre este tema, esa entrevista la encontrarán en: https://youtu.be/0Fc_hyBb7Bg?si=8BoyJcfOgZxPQFAq.&lt;br /&gt;El video de esta entrevista pueden encontrarlo en: https://youtu.be/C9kI_QsoYuI&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" class="BLOG_video_class" height="391" src="https://www.youtube.com/embed/C9kI_QsoYuI" width="470" youtube-src-id="C9kI_QsoYuI"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/C9kI_QsoYuI/default.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author></item><item><title>Programa 563 - Universo cataclísmico, materia oscura y los misterios de la gravedad.</title><link>http://radiokosmosargentina.blogspot.com/2025/08/programa-563-universo-cataclismico.html</link><category>3I/Atlas</category><category>Hielo antártico</category><category>Materia Oscura</category><category>Programa 563</category><category>Programas 2025</category><pubDate>Wed, 20 Aug 2025 21:27:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-4596017838761100786</guid><description>&lt;p&gt;&amp;nbsp;&amp;nbsp;Emitido el 21 de agosto de 2025, puede descargarlo desde aquí:&amp;nbsp; &lt;a href="https://archive.org/download/programa-563/Programa%20563.mp3"&gt;- Universo cataclísmico, materia oscura y los misterios de la gravedad.&lt;/a&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib61hDWOPrnhvSEM83yJrARTJRdp9olNkWQ8dFolnihyWpU6AXeDjCPrIwkKVnvjoZHALdtN0p-YxluPK-StQdkborbxW5bXrbjkLvv9CMkS0w-5ScVgFTS8D6rNP6fpejzVkQTpuxAAHXLWJ31imN0_J0p2zkqJ-q3ICDHjfDrvhNFcTHQZlNzdHNojlB/s531/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="420" data-original-width="531" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib61hDWOPrnhvSEM83yJrARTJRdp9olNkWQ8dFolnihyWpU6AXeDjCPrIwkKVnvjoZHALdtN0p-YxluPK-StQdkborbxW5bXrbjkLvv9CMkS0w-5ScVgFTS8D6rNP6fpejzVkQTpuxAAHXLWJ31imN0_J0p2zkqJ-q3ICDHjfDrvhNFcTHQZlNzdHNojlB/s320/1-1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/programa-563" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;b&gt;&lt;i&gt;- Universo cataclísmico, materia oscura y los misterios de la gravedad.&lt;br /&gt;&lt;br /&gt;- Una astrónoma que sentó las bases para establecer la inmensidad del cosmos.&lt;br /&gt;&lt;br /&gt;- 3I/ATLAS: un recién llegado interestelar.&lt;br /&gt;&lt;br /&gt;- Los casquetes polares de Groenlandia y el verdadero alcance del cambio climático.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib61hDWOPrnhvSEM83yJrARTJRdp9olNkWQ8dFolnihyWpU6AXeDjCPrIwkKVnvjoZHALdtN0p-YxluPK-StQdkborbxW5bXrbjkLvv9CMkS0w-5ScVgFTS8D6rNP6fpejzVkQTpuxAAHXLWJ31imN0_J0p2zkqJ-q3ICDHjfDrvhNFcTHQZlNzdHNojlB/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="161659405" type="audio/mpeg" url="https://archive.org/download/programa-563/Programa%20563.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;&amp;nbsp;Emitido el 21 de agosto de 2025, puede descargarlo desde aquí:&amp;nbsp; - Universo cataclísmico, materia oscura y los misterios de la gravedad. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- Universo cataclísmico, materia oscura y los misterios de la gravedad. - Una astrónoma que sentó las bases para establecer la inmensidad del cosmos. - 3I/ATLAS: un recién llegado interestelar. - Los casquetes polares de Groenlandia y el verdadero alcance del cambio climático. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;&amp;nbsp;Emitido el 21 de agosto de 2025, puede descargarlo desde aquí:&amp;nbsp; - Universo cataclísmico, materia oscura y los misterios de la gravedad. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- Universo cataclísmico, materia oscura y los misterios de la gravedad. - Una astrónoma que sentó las bases para establecer la inmensidad del cosmos. - 3I/ATLAS: un recién llegado interestelar. - Los casquetes polares de Groenlandia y el verdadero alcance del cambio climático. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 562 - El poder de la interferometría.</title><link>http://radiokosmosargentina.blogspot.com/2025/07/programa-562-el-poder-de-la.html</link><pubDate>Mon, 14 Jul 2025 16:10:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3151081609191640283</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 14 de julio de 2025, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/podcast-562-julio-2025/Podcast%20562%20-%20Julio%202025.mp3"&gt;- El poder de la interferometría.&lt;/a&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDcWNpHzO_hRf4wTQjbHV17FULk4c7ru6T70lz2ra56-Nj-vESavghlrUFmw1gQ5-Ob8ISEH6f9Z9uc4XvYA5mhRZZztdn-CgsWkf6lsJ_FmrfQ75p2_czwDTQChqraGK-CXxXsIRzcHMx6pasIZIkumX_frP7ywy2EQNZDbR5y1rhtFqm8U6p9zZmEa9Q/s651/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="299" data-original-width="651" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDcWNpHzO_hRf4wTQjbHV17FULk4c7ru6T70lz2ra56-Nj-vESavghlrUFmw1gQ5-Ob8ISEH6f9Z9uc4XvYA5mhRZZztdn-CgsWkf6lsJ_FmrfQ75p2_czwDTQChqraGK-CXxXsIRzcHMx6pasIZIkumX_frP7ywy2EQNZDbR5y1rhtFqm8U6p9zZmEa9Q/w532-h244/1-1.png" width="532" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-562-julio-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;b&gt;&lt;i&gt;- El poder de la interferometría.&lt;br /&gt;&lt;br /&gt;- La mujer que encontró de qué están hechas las estrellas.&lt;br /&gt;&lt;br /&gt;- ¿Existen cielos en los que llueven diamantes?&lt;br /&gt;&lt;br /&gt;- ¿Hemos descubierto las primeras estrellas de materia oscura?&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDcWNpHzO_hRf4wTQjbHV17FULk4c7ru6T70lz2ra56-Nj-vESavghlrUFmw1gQ5-Ob8ISEH6f9Z9uc4XvYA5mhRZZztdn-CgsWkf6lsJ_FmrfQ75p2_czwDTQChqraGK-CXxXsIRzcHMx6pasIZIkumX_frP7ywy2EQNZDbR5y1rhtFqm8U6p9zZmEa9Q/s72-w532-h244-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="258672848" type="audio/mpeg" url="https://archive.org/download/podcast-562-julio-2025/Podcast%20562%20-%20Julio%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 14 de julio de 2025, puede descargarlo desde aquí: - El poder de la interferometría. O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- El poder de la interferometría. - La mujer que encontró de qué están hechas las estrellas. - ¿Existen cielos en los que llueven diamantes? - ¿Hemos descubierto las primeras estrellas de materia oscura? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 14 de julio de 2025, puede descargarlo desde aquí: - El poder de la interferometría. O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas:- El poder de la interferometría. - La mujer que encontró de qué están hechas las estrellas. - ¿Existen cielos en los que llueven diamantes? - ¿Hemos descubierto las primeras estrellas de materia oscura? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 561 - K2-18b, biomarcadores y la búsqueda de exotierras.</title><link>http://radiokosmosargentina.blogspot.com/2025/06/programa-561-k2-18b-biomarcadores-y-la.html</link><category>Bennu</category><category>Exotierras</category><category>Programa 561</category><category>Ryugu</category><pubDate>Mon, 16 Jun 2025 18:49:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-1571146097259934603</guid><description>&lt;p&gt;Emitido el 16 de junio de 2025, puede descargarlo desde aquí:&amp;nbsp;&lt;a href="https://archive.org/download/podcast-561-junio-2025/Podcast%20561%20-%20Junio%202025.mp3"&gt;- K2-18b, biomarcadores y la búsqueda de exotierras.&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;b id="docs-internal-guid-de32f2c3-7fff-0ea3-ac7a-d53953eb5ea1" style="font-weight: normal;"&gt;&lt;span face="Arial,sans-serif" style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"&gt;&lt;span style="border: medium; display: inline-block; height: 437px; overflow: hidden; width: 437px;"&gt;&lt;img height="437" src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfflyKfiJoRdGEDaUYUZPax9fxrGBi7z1ALz8LdUKVZ2E3RqLj9fUZH_9yLimty6w1suDgC0nJHi2-X2I8XnxJ0isHVfD6cU-uKxa8gwvNlkL0GNcIt3bRSw4Jq3BrL9TyOcVM4?key=J8uxz_wheRdh-gocmTz8KxmL" style="margin-left: 0px; margin-top: 0px;" width="437" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: left;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-561-junio-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;- K2-18b, biomarcadores y la búsqueda de exotierras.&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- TOI-270 d: un buen ejemplo de atmósfera subneptuniana.&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- Bennu y Ryugu, dos mundos que encienden las esperanzas.&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- ¿Podemos construir telescopios para observar exoplanetas?&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;


</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfflyKfiJoRdGEDaUYUZPax9fxrGBi7z1ALz8LdUKVZ2E3RqLj9fUZH_9yLimty6w1suDgC0nJHi2-X2I8XnxJ0isHVfD6cU-uKxa8gwvNlkL0GNcIt3bRSw4Jq3BrL9TyOcVM4=s72-c?key=J8uxz_wheRdh-gocmTz8KxmL" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="214728619" type="audio/mpeg" url="https://archive.org/download/podcast-561-junio-2025/Podcast%20561%20-%20Junio%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Emitido el 16 de junio de 2025, puede descargarlo desde aquí:&amp;nbsp;- K2-18b, biomarcadores y la búsqueda de exotierras.&amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - K2-18b, biomarcadores y la búsqueda de exotierras. - TOI-270 d: un buen ejemplo de atmósfera subneptuniana. - Bennu y Ryugu, dos mundos que encienden las esperanzas. - ¿Podemos construir telescopios para observar exoplanetas? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>Emitido el 16 de junio de 2025, puede descargarlo desde aquí:&amp;nbsp;- K2-18b, biomarcadores y la búsqueda de exotierras.&amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - K2-18b, biomarcadores y la búsqueda de exotierras. - TOI-270 d: un buen ejemplo de atmósfera subneptuniana. - Bennu y Ryugu, dos mundos que encienden las esperanzas. - ¿Podemos construir telescopios para observar exoplanetas? &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 560 - El ajuste fino de las constantes naturales con Gastón Giribet.</title><link>http://radiokosmosargentina.blogspot.com/2025/05/programa-560-el-ajuste-fino-de-las.html</link><category>Ajuste fino</category><category>Constantes naturales</category><category>Gastón Giribet</category><category>Programa 560</category><category>Programas 2025</category><pubDate>Mon, 19 May 2025 17:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-2469449302277961274</guid><description>&lt;p&gt;&amp;nbsp; Emitido el 19 de mayo de 2025, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/episodio-560-desde-el-sur-explorando-el-cosmos-mayo-2025/Episodio%20560%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Mayo%202025.mp3"&gt;- El ajuste fino de las constantes naturales con Gastón Giribet.&lt;/a&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/TZstuI2hhuw" width="320" youtube-src-id="TZstuI2hhuw"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/episodio-560-desde-el-sur-explorando-el-cosmos-mayo-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;- ¿Por qué existe el Universo? Hablamos junto a Esteban Tablón sobre el ajuste fino de las constantes naturales con Gastón Giribet, Doctor en Física y Doctor en Filosofía, y reconocido escritor y divulgador.&lt;br /&gt;Una charla distendida sobre este y otros temas que esperamos que disfruten.&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/TZstuI2hhuw/default.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="163694866" type="audio/mpeg" url="https://archive.org/download/episodio-560-desde-el-sur-explorando-el-cosmos-mayo-2025/Episodio%20560%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Mayo%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp; Emitido el 19 de mayo de 2025, puede descargarlo desde aquí: - El ajuste fino de las constantes naturales con Gastón Giribet. &amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp;- ¿Por qué existe el Universo? Hablamos junto a Esteban Tablón sobre el ajuste fino de las constantes naturales con Gastón Giribet, Doctor en Física y Doctor en Filosofía, y reconocido escritor y divulgador. Una charla distendida sobre este y otros temas que esperamos que disfruten. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp; Emitido el 19 de mayo de 2025, puede descargarlo desde aquí: - El ajuste fino de las constantes naturales con Gastón Giribet. &amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp;- ¿Por qué existe el Universo? Hablamos junto a Esteban Tablón sobre el ajuste fino de las constantes naturales con Gastón Giribet, Doctor en Física y Doctor en Filosofía, y reconocido escritor y divulgador. Una charla distendida sobre este y otros temas que esperamos que disfruten. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 559 - ¿Tenemos que renombrar la constante cosmológica?</title><link>http://radiokosmosargentina.blogspot.com/2025/04/programa-559-tenemos-que-renombrar-la.html</link><category>Agujeros negros</category><category>Constante cosmológica</category><category>Desarrollo tecnológico</category><category>Hábitats en Marte</category><category>Programa 559</category><category>Programas 2024</category><pubDate>Sat, 12 Apr 2025 20:38:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-1669307443148717112</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 13 de abril de 2025, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/programa-559-abril-2025/Programa%20559%20-%20Abril%202025.mp3"&gt;- ¿Tenemos que renombrar la constante cosmológica?&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRg8NlNU8Rtfv-ER6277ANoGWh9aTC1YPjmHXYpujU318-5smJ0_Z_c4VDEcjricqQHzDXep0tYgt5PqY1-1gnn3D4cILIK_5rJEShtQEyNDlFVyhOqZ_YfG4RlxO-0MIwxARUnwGQlaxg5VLgKRb2YQAhNkSZUGhG4riu7GNWf1Fv9l53_vm4iLz75Umt/s388/3-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="388" data-original-width="368" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRg8NlNU8Rtfv-ER6277ANoGWh9aTC1YPjmHXYpujU318-5smJ0_Z_c4VDEcjricqQHzDXep0tYgt5PqY1-1gnn3D4cILIK_5rJEShtQEyNDlFVyhOqZ_YfG4RlxO-0MIwxARUnwGQlaxg5VLgKRb2YQAhNkSZUGhG4riu7GNWf1Fv9l53_vm4iLz75Umt/s320/3-1.png" width="304" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/programa-559-abril-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;br /&gt;- ¿Tenemos que renombrar la constante cosmológica?&lt;br /&gt;&lt;br /&gt;- La paradoja de los agujeros negros.&lt;br /&gt;&lt;br /&gt;- ¿Existirá un límite universal al desarrollo tecnológico?&lt;br /&gt;&lt;br /&gt;- Nuevas ideas sobre la construcción de hábitats en otros mundos.&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: https://www.patreon.com/bePatron?u=14146695&lt;br /&gt;Paypal: paypal.me/ricfsanchez&lt;br /&gt;&lt;br /&gt;https://go.ivoox.com/sq/5085&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRg8NlNU8Rtfv-ER6277ANoGWh9aTC1YPjmHXYpujU318-5smJ0_Z_c4VDEcjricqQHzDXep0tYgt5PqY1-1gnn3D4cILIK_5rJEShtQEyNDlFVyhOqZ_YfG4RlxO-0MIwxARUnwGQlaxg5VLgKRb2YQAhNkSZUGhG4riu7GNWf1Fv9l53_vm4iLz75Umt/s72-c/3-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="176137511" type="audio/mpeg" url="https://archive.org/download/programa-559-abril-2025/Programa%20559%20-%20Abril%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 13 de abril de 2025, puede descargarlo desde aquí: - ¿Tenemos que renombrar la constante cosmológica? &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - ¿Tenemos que renombrar la constante cosmológica? - La paradoja de los agujeros negros. - ¿Existirá un límite universal al desarrollo tecnológico? - Nuevas ideas sobre la construcción de hábitats en otros mundos. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 13 de abril de 2025, puede descargarlo desde aquí: - ¿Tenemos que renombrar la constante cosmológica? &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - ¿Tenemos que renombrar la constante cosmológica? - La paradoja de los agujeros negros. - ¿Existirá un límite universal al desarrollo tecnológico? - Nuevas ideas sobre la construcción de hábitats en otros mundos. &amp;nbsp; &amp;nbsp;En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 &amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 558 - ¿Asteroides activos o cometas?</title><link>http://radiokosmosargentina.blogspot.com/2025/03/programa-558-asteroides-activos-o.html</link><pubDate>Sun, 16 Mar 2025 18:44:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3275426751338944535</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 16 de marzo de 2025, puede descargarlo desde aquí:&amp;nbsp; &lt;a href=" https://archive.org/download/podcast-558-marzo-2025/Podcast%20558%20-%20Marzo%202025.mp3"&gt;- ¿Asteroides activos o cometas?&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qdC9v2VXMrDiEwUJ6ltSqGEn5V0A4PgCJEDWQCOyeYiqlmDGpq1LTjSr121-G-iVv-5vIOzauCguoJxpVxk4QkluWE8JXZhCHhGc-UCTRZFiY_Pc_6i3KY-PbhE7oB_wAR0AFyMEiIj-DiU9-pVeYHTmhGZPxJxSS5XHrDknR0mjqzThKyxPyFbBPIV5/s748/Portada%20558.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="419" data-original-width="748" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qdC9v2VXMrDiEwUJ6ltSqGEn5V0A4PgCJEDWQCOyeYiqlmDGpq1LTjSr121-G-iVv-5vIOzauCguoJxpVxk4QkluWE8JXZhCHhGc-UCTRZFiY_Pc_6i3KY-PbhE7oB_wAR0AFyMEiIj-DiU9-pVeYHTmhGZPxJxSS5XHrDknR0mjqzThKyxPyFbBPIV5/s320/Portada%20558.png" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp; &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-558-marzo-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&amp;nbsp;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- ¿Asteroides activos o cometas?&lt;br /&gt;&lt;br /&gt;- Una nueva estrategia para encontrar vida en Marte.&lt;br /&gt;&lt;br /&gt;- La mujer que revolucionó la ciencia del siglo XX.&lt;br /&gt;&lt;br /&gt;- La ISS lleva cinco años sufriendo fugas, la Starliner también, y los chinos aprenden.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Temas musicales:&lt;/p&gt;Encounters - Enigma - Seven Lives Many Faces (2008)&lt;br /&gt;A Thousand Small Gold Bells - David Lanz - Convergence (1996)&lt;br /&gt;In the Heart of your mind - andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022)&lt;br /&gt;Evacuation - Mike Oldfield - The Killing Fields (1984)&lt;p&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qdC9v2VXMrDiEwUJ6ltSqGEn5V0A4PgCJEDWQCOyeYiqlmDGpq1LTjSr121-G-iVv-5vIOzauCguoJxpVxk4QkluWE8JXZhCHhGc-UCTRZFiY_Pc_6i3KY-PbhE7oB_wAR0AFyMEiIj-DiU9-pVeYHTmhGZPxJxSS5XHrDknR0mjqzThKyxPyFbBPIV5/s72-c/Portada%20558.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="217069191" type="audio/mpeg" url=" https://archive.org/download/podcast-558-marzo-2025/Podcast%20558%20-%20Marzo%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 16 de marzo de 2025, puede descargarlo desde aquí:&amp;nbsp; - ¿Asteroides activos o cometas? &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; Tratamos los siguientes temas: - ¿Asteroides activos o cometas? - Una nueva estrategia para encontrar vida en Marte. - La mujer que revolucionó la ciencia del siglo XX. - La ISS lleva cinco años sufriendo fugas, la Starliner también, y los chinos aprenden. Temas musicales:Encounters - Enigma - Seven Lives Many Faces (2008) A Thousand Small Gold Bells - David Lanz - Convergence (1996) In the Heart of your mind - andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022) Evacuation - Mike Oldfield - The Killing Fields (1984) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 16 de marzo de 2025, puede descargarlo desde aquí:&amp;nbsp; - ¿Asteroides activos o cometas? &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; Tratamos los siguientes temas: - ¿Asteroides activos o cometas? - Una nueva estrategia para encontrar vida en Marte. - La mujer que revolucionó la ciencia del siglo XX. - La ISS lleva cinco años sufriendo fugas, la Starliner también, y los chinos aprenden. Temas musicales:Encounters - Enigma - Seven Lives Many Faces (2008) A Thousand Small Gold Bells - David Lanz - Convergence (1996) In the Heart of your mind - andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022) Evacuation - Mike Oldfield - The Killing Fields (1984) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 557 - Reflexiones sobre el rol de la gravedad en el Universo.</title><link>http://radiokosmosargentina.blogspot.com/2025/02/programa-557-reflexiones-sobre-el-rol.html</link><pubDate>Mon, 17 Feb 2025 13:33:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-7162340710409125434</guid><description>&lt;p&gt;Emitido el 17 de febrero de 2025, puede descargarlo desde aquí:&amp;nbsp; &lt;a href="https://archive.org/download/podcast-557-febrero-2025/Podcast%20557%20-%20Febrero%202025.mp3"&gt;- Reflexiones sobre el rol de la gravedad en el Universo.&lt;/a&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJd_FQh1B4ulIwJeaScL2IupiFgYnoF_Dh9_Dltwla6hT3g2QZRrPJpKzj3oZ5q1b7yKEbqv2zQsYa6JKxSo15Vbp7KbFyOOFlxvbmDs7S6ddcRyBuxX3JB97JYEnxLD9H2GS9yGst65S5217fdJ6EABwnB7ocz_uzyyJgV3S0isq_Sw78-WKCIlUq1p7j/s567/1-1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="326" data-original-width="567" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJd_FQh1B4ulIwJeaScL2IupiFgYnoF_Dh9_Dltwla6hT3g2QZRrPJpKzj3oZ5q1b7yKEbqv2zQsYa6JKxSo15Vbp7KbFyOOFlxvbmDs7S6ddcRyBuxX3JB97JYEnxLD9H2GS9yGst65S5217fdJ6EABwnB7ocz_uzyyJgV3S0isq_Sw78-WKCIlUq1p7j/s320/1-1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp; &lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-557-febrero-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Reflexiones sobre el rol de la gravedad en el Universo.&lt;br /&gt;&lt;br /&gt;- Explorando una nueva generación de telescopios.&lt;br /&gt;&lt;br /&gt;- El síndrome de Kessler y el problema de los desechos espaciales.&lt;br /&gt;&lt;br /&gt;- Complejidad y simplicidad de nuestro Universo.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Temas musicales:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;Weightless - Brian Eno - Apollo: Atmospheres &amp;amp; Soundtracks (1989)&lt;br /&gt;View From My Window - Hiroshi Yoshimura - Music for Nine Post Cards (2017)&lt;br /&gt;Collider - Eric Prydz - Opus (2016)&lt;br /&gt;In the Beginning + Let There Be Light - Mike Oldfield The Song of Distant Earth (1994)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJd_FQh1B4ulIwJeaScL2IupiFgYnoF_Dh9_Dltwla6hT3g2QZRrPJpKzj3oZ5q1b7yKEbqv2zQsYa6JKxSo15Vbp7KbFyOOFlxvbmDs7S6ddcRyBuxX3JB97JYEnxLD9H2GS9yGst65S5217fdJ6EABwnB7ocz_uzyyJgV3S0isq_Sw78-WKCIlUq1p7j/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="217703444" type="audio/mpeg" url="https://archive.org/download/podcast-557-febrero-2025/Podcast%20557%20-%20Febrero%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Emitido el 17 de febrero de 2025, puede descargarlo desde aquí:&amp;nbsp; - Reflexiones sobre el rol de la gravedad en el Universo. &amp;nbsp;&amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Reflexiones sobre el rol de la gravedad en el Universo. - Explorando una nueva generación de telescopios. - El síndrome de Kessler y el problema de los desechos espaciales. - Complejidad y simplicidad de nuestro Universo. Temas musicales: Weightless - Brian Eno - Apollo: Atmospheres &amp;amp; Soundtracks (1989) View From My Window - Hiroshi Yoshimura - Music for Nine Post Cards (2017) Collider - Eric Prydz - Opus (2016) In the Beginning + Let There Be Light - Mike Oldfield The Song of Distant Earth (1994) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>Emitido el 17 de febrero de 2025, puede descargarlo desde aquí:&amp;nbsp; - Reflexiones sobre el rol de la gravedad en el Universo. &amp;nbsp;&amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Reflexiones sobre el rol de la gravedad en el Universo. - Explorando una nueva generación de telescopios. - El síndrome de Kessler y el problema de los desechos espaciales. - Complejidad y simplicidad de nuestro Universo. Temas musicales: Weightless - Brian Eno - Apollo: Atmospheres &amp;amp; Soundtracks (1989) View From My Window - Hiroshi Yoshimura - Music for Nine Post Cards (2017) Collider - Eric Prydz - Opus (2016) In the Beginning + Let There Be Light - Mike Oldfield The Song of Distant Earth (1994) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 556 - Explorando un cometa oscuro.</title><link>http://radiokosmosargentina.blogspot.com/2025/01/programa-556-explorando-un-cometa-oscuro.html</link><pubDate>Tue, 14 Jan 2025 16:24:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-7109358429041351102</guid><description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp; Emitido el 14 de enero de 2025, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/podcast-556-enero-2025/Podcast%20556%20-%20Enero%202025.mp3"&gt;- Explorando un cometa oscuro&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV8eL4oqaiAss24REaVXhd7Rsppt8vYs3CBRcRNOIjMDL9TmPRHDKF5kJ9v7C0wyCGu6GvBBWDod9fUM2VKZI8PNqiHixF7ZJ7F7G06H9Ijvy6ttyKXZ2H-ccNE6OLr0XHTXr45-eJ6_cgPTjfp6yxZ_1QRZYOOF1HfXPxLhqK3Oq1OgWCsQJTE-3mkmOm/s567/1-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="292" data-original-width="567" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV8eL4oqaiAss24REaVXhd7Rsppt8vYs3CBRcRNOIjMDL9TmPRHDKF5kJ9v7C0wyCGu6GvBBWDod9fUM2VKZI8PNqiHixF7ZJ7F7G06H9Ijvy6ttyKXZ2H-ccNE6OLr0XHTXr45-eJ6_cgPTjfp6yxZ_1QRZYOOF1HfXPxLhqK3Oq1OgWCsQJTE-3mkmOm/s320/1-1.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-556-enero-2025" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Explorando un cometa oscuro.&lt;br /&gt;&lt;br /&gt;- Eternos viajeros.&lt;br /&gt;&lt;br /&gt;- Cómo la humanidad descubrió que todos estamos hechos de “materia estelar”.&lt;br /&gt;&lt;br /&gt;- La Estación Espacial Internacional lleva cinco años sufriendo fugas.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Temas musicales:&lt;br /&gt;&lt;br /&gt;- Visitors - David Arkenstone - Colors of the Ambient Sky (2018)&lt;br /&gt;- Forevernow - Andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022)&lt;br /&gt;- Wind of the Stars in Their Eyes - Popol Vuh - For You and Me (1991)&lt;br /&gt;- Oxygene Pt 18-19 - Jean-Michel Jarre - Oxygene 3&lt;/p&gt;&lt;p&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV8eL4oqaiAss24REaVXhd7Rsppt8vYs3CBRcRNOIjMDL9TmPRHDKF5kJ9v7C0wyCGu6GvBBWDod9fUM2VKZI8PNqiHixF7ZJ7F7G06H9Ijvy6ttyKXZ2H-ccNE6OLr0XHTXr45-eJ6_cgPTjfp6yxZ_1QRZYOOF1HfXPxLhqK3Oq1OgWCsQJTE-3mkmOm/s72-c/1-1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="265391542" type="audio/mpeg" url="https://archive.org/download/podcast-556-enero-2025/Podcast%20556%20-%20Enero%202025.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp; &amp;nbsp; Emitido el 14 de enero de 2025, puede descargarlo desde aquí: - Explorando un cometa oscuro &amp;nbsp; &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp;&amp;nbsp; Tratamos los siguientes temas: - Explorando un cometa oscuro. - Eternos viajeros. - Cómo la humanidad descubrió que todos estamos hechos de “materia estelar”. - La Estación Espacial Internacional lleva cinco años sufriendo fugas. Temas musicales: - Visitors - David Arkenstone - Colors of the Ambient Sky (2018) - Forevernow - Andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022) - Wind of the Stars in Their Eyes - Popol Vuh - For You and Me (1991) - Oxygene Pt 18-19 - Jean-Michel Jarre - Oxygene 3 En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp; &amp;nbsp; Emitido el 14 de enero de 2025, puede descargarlo desde aquí: - Explorando un cometa oscuro &amp;nbsp; &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp;&amp;nbsp; Tratamos los siguientes temas: - Explorando un cometa oscuro. - Eternos viajeros. - Cómo la humanidad descubrió que todos estamos hechos de “materia estelar”. - La Estación Espacial Internacional lleva cinco años sufriendo fugas. Temas musicales: - Visitors - David Arkenstone - Colors of the Ambient Sky (2018) - Forevernow - Andreas Vollenweider - Slow Flow &amp;amp; Dancer (2022) - Wind of the Stars in Their Eyes - Popol Vuh - For You and Me (1991) - Oxygene Pt 18-19 - Jean-Michel Jarre - Oxygene 3 En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 555 - Entrevista al Dr. Gabriel Bengochea</title><link>http://radiokosmosargentina.blogspot.com/2024/12/programa-555-entrevista-al-dr-gabriel.html</link><pubDate>Tue, 10 Dec 2024 16:11:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-5003458860098943718</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 10 de diciembre de 2024, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/episodio-555-desde-el-sur-explorando-el-cosmos-diciembre-2024/Episodio%20555%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Diciembre%202024.mp3"&gt;- Entrevista al Dr. Gabriel Bengochea.&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;- Multiverso, ¿mito o realidad?&lt;br /&gt;Entrevistamos al Dr. Gabriel Bengochea, Doctor en Ciencias Físicas e investigador en Cosmología, quien nos aclara objetivamente el estado de este modelo de origen del Universo. &lt;br /&gt;Además analizamos la historia que llevó a su postulación, y su alcance como modelo cosmológico.&lt;br /&gt;¡Los esperamos!&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" class="BLOG_video_class" height="342" src="https://www.youtube.com/embed/TtLs2fcOLOw" width="412" youtube-src-id="TtLs2fcOLOw"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/TtLs2fcOLOw/default.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="148347405" type="audio/mpeg" url="https://archive.org/download/episodio-555-desde-el-sur-explorando-el-cosmos-diciembre-2024/Episodio%20555%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Diciembre%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 10 de diciembre de 2024, puede descargarlo desde aquí: - Entrevista al Dr. Gabriel Bengochea. Tratamos los siguientes temas: - Multiverso, ¿mito o realidad? Entrevistamos al Dr. Gabriel Bengochea, Doctor en Ciencias Físicas e investigador en Cosmología, quien nos aclara objetivamente el estado de este modelo de origen del Universo. Además analizamos la historia que llevó a su postulación, y su alcance como modelo cosmológico. ¡Los esperamos! &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 10 de diciembre de 2024, puede descargarlo desde aquí: - Entrevista al Dr. Gabriel Bengochea. Tratamos los siguientes temas: - Multiverso, ¿mito o realidad? Entrevistamos al Dr. Gabriel Bengochea, Doctor en Ciencias Físicas e investigador en Cosmología, quien nos aclara objetivamente el estado de este modelo de origen del Universo. Además analizamos la historia que llevó a su postulación, y su alcance como modelo cosmológico. ¡Los esperamos! &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 554 - Entrevista al Lic. Diego Córdova</title><link>http://radiokosmosargentina.blogspot.com/2024/11/programa-554-entrevista-al-lic-diego.html</link><pubDate>Tue, 12 Nov 2024 07:40:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-1354438581831889317</guid><description>&lt;p&gt;&amp;nbsp; Emitido el 12 de noviembre de 2024, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/episodio-554-desde-el-sur-explorando-el-cosmos-noviembre-2024/Episodio%20554%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Noviembre%202024.mp3"&gt;Entrevista al Lic. Diego Córdova&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/episodio-554-desde-el-sur-explorando-el-cosmos-noviembre-2024" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Entrevistamos al Lic. Diego Córdova, repasamos los últimos acontecimientos en materia astronáutica y espacial, y analizamos el futuro de los proyectos de los diferentes países, la exploración humana del espacio y el turismo espacial.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/lgTZiFVjSaE" width="320" youtube-src-id="lgTZiFVjSaE"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/lgTZiFVjSaE/default.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="132977374" type="audio/mpeg" url="https://archive.org/download/episodio-554-desde-el-sur-explorando-el-cosmos-noviembre-2024/Episodio%20554%20-%20Desde%20el%20Sur%20Explorando%20el%20Cosmos%20-%20Noviembre%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp; Emitido el 12 de noviembre de 2024, puede descargarlo desde aquí: Entrevista al Lic. Diego Córdova &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp;Entrevistamos al Lic. Diego Córdova, repasamos los últimos acontecimientos en materia astronáutica y espacial, y analizamos el futuro de los proyectos de los diferentes países, la exploración humana del espacio y el turismo espacial.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp; Emitido el 12 de noviembre de 2024, puede descargarlo desde aquí: Entrevista al Lic. Diego Córdova &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp;Entrevistamos al Lic. Diego Córdova, repasamos los últimos acontecimientos en materia astronáutica y espacial, y analizamos el futuro de los proyectos de los diferentes países, la exploración humana del espacio y el turismo espacial.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 553  Esferas de Dyson: se han encontrado siete candidatas.</title><link>http://radiokosmosargentina.blogspot.com/2024/10/programa-553-esferas-de-dyson-se-han.html</link><category>Esferas de Dyson</category><category>exoplanetas</category><category>Van Allen</category><category>Vida extraterrestre</category><pubDate>Mon, 14 Oct 2024 10:40:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-5599385168183030395</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 14 de octubre de 2024, puede descargarlo desde aquí:&amp;nbsp; &lt;a href="https://go.ivoox.com/rf/134832499"&gt;-&amp;nbsp; Esferas de Dyson: se han encontrado siete candidatas.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDUj3D5P6f9gi-72oVf3JX-A-h1kOqHVVnJc-y8gXUX0EIc2LgLEAR6RBjZ2hfw1WnIydMcUW07IkHQ_lwf-4OJifrEk84SGKXhFWt-JyuufXoj67Yl_WjEQi5Zu6e7dWx3JdOWNeF1jFJJK4X8HITEGwnHWi_5K7qSR-gFf1a3ta8BubEtaqF3cumcNmh/s1400/pp.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="745" data-original-width="1400" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDUj3D5P6f9gi-72oVf3JX-A-h1kOqHVVnJc-y8gXUX0EIc2LgLEAR6RBjZ2hfw1WnIydMcUW07IkHQ_lwf-4OJifrEk84SGKXhFWt-JyuufXoj67Yl_WjEQi5Zu6e7dWx3JdOWNeF1jFJJK4X8HITEGwnHWi_5K7qSR-gFf1a3ta8BubEtaqF3cumcNmh/w397-h211/pp.png" width="397" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="200" loading="lazy" scrolling="no" src="https://www.ivoox.com/player_ej_134832499_6_1.html?c1=3d140e" width="100%"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Esferas de Dyson: se han encontrado siete candidatas.&lt;br /&gt;&lt;br /&gt;- Radiación cósmica y cinturones de Van Allen.&lt;br /&gt;&lt;br /&gt;- ¿En dónde empezar a buscar vida en la galaxia? &lt;br /&gt;&lt;br /&gt;- Estrategias en la búsqueda de exoplanetas.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;


</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDUj3D5P6f9gi-72oVf3JX-A-h1kOqHVVnJc-y8gXUX0EIc2LgLEAR6RBjZ2hfw1WnIydMcUW07IkHQ_lwf-4OJifrEk84SGKXhFWt-JyuufXoj67Yl_WjEQi5Zu6e7dWx3JdOWNeF1jFJJK4X8HITEGwnHWi_5K7qSR-gFf1a3ta8BubEtaqF3cumcNmh/s72-w397-h211-c/pp.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author></item><item><title>Programa 552 - Una historia que podría resolver el misterio del universo oscuro.</title><link>http://radiokosmosargentina.blogspot.com/2024/09/programa-552-una-historia-que-podria.html</link><category>Apophis</category><category>Ariel</category><category>Axiones</category><category>Energía Oscura</category><category>Programa 552</category><category>Programas 2024</category><pubDate>Sun, 15 Sep 2024 15:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-4807428600493153751</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 15 de septiembre de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; &lt;a href="https://archive.org/download/programa-552/Programa%20552.mp3"&gt;- Una historia que podria resolver el misterio del universo oscuro.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;img alt="" 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" /&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;iframe allowfullscreen="" frameborder="0" height="200" loading="lazy" scrolling="no" src="https://www.ivoox.com/player_ej_133829679_6_1.html?c1=3d140e" width="100%"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span 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href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="151478755" type="audio/mpeg" url="https://archive.org/download/programa-552/Programa%20552.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 15 de septiembre de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; - Una historia que podria resolver el misterio del universo oscuro. &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Una historia que podría resolver el misterio del universo oscuro. - Ramsés: una nueva misión rumbo al asteroide Apophis. &amp;nbsp;&amp;nbsp; Un océano oculto en la luna Ariel - ¿Cómo sabemos que la edad del Universo es de 13.800 millones de años?. - Cuando la especie humana estuvo en peligro. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 15 de septiembre de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; - Una historia que podria resolver el misterio del universo oscuro. &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Una historia que podría resolver el misterio del universo oscuro. - Ramsés: una nueva misión rumbo al asteroide Apophis. &amp;nbsp;&amp;nbsp; Un océano oculto en la luna Ariel - ¿Cómo sabemos que la edad del Universo es de 13.800 millones de años?. - Cuando la especie humana estuvo en peligro. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 551 - Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin.</title><link>http://radiokosmosargentina.blogspot.com/2024/08/programa-551-construyendo-una.html</link><category>Megatelescopios</category><category>Perspectiva cósmica</category><category>Programa 551</category><category>Programas 2024</category><category>Tormenta solar</category><category>Vera Rubin</category><pubDate>Sat, 10 Aug 2024 21:27:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3103240252501590363</guid><description>&lt;p&gt;&amp;nbsp; Emitido el 11 de agosto de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; &lt;a href="https://archive.org/download/podcast-551-agosto-2024/Podcast%20551%20-%20Agosto%202024.mp3"&gt;- Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMckq2kWw-ww7QCXhyphenhyphenvv4M4LFfokOkKFFubZKXw0vnu62ti8V_kCkPNVT1M-GSqiXkI1mQ0VULh5y7g5-ujvoofLt1drdkNz9_VAsODKI_vqzTsGqUIiDUFY61bgSpPlTbvIr_FkLuci6M225qcVSsMY9uZxC7rtipslnrnwyfUjA-vwGMzhnABExKG9e/s690/1-2.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="446" data-original-width="690" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMckq2kWw-ww7QCXhyphenhyphenvv4M4LFfokOkKFFubZKXw0vnu62ti8V_kCkPNVT1M-GSqiXkI1mQ0VULh5y7g5-ujvoofLt1drdkNz9_VAsODKI_vqzTsGqUIiDUFY61bgSpPlTbvIr_FkLuci6M225qcVSsMY9uZxC7rtipslnrnwyfUjA-vwGMzhnABExKG9e/s320/1-2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-551-agosto-2024" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin.&lt;br /&gt;&lt;br /&gt;- ¿Cómo surgió la nueva generación de megatelescopios?.&lt;br /&gt;&lt;br /&gt;- Efectos de la Tormenta Solar en los satélites. Por Daniel Migueles.&lt;br /&gt;&lt;br /&gt;- El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 1.&lt;br /&gt;&lt;br /&gt;- El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 2.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMckq2kWw-ww7QCXhyphenhyphenvv4M4LFfokOkKFFubZKXw0vnu62ti8V_kCkPNVT1M-GSqiXkI1mQ0VULh5y7g5-ujvoofLt1drdkNz9_VAsODKI_vqzTsGqUIiDUFY61bgSpPlTbvIr_FkLuci6M225qcVSsMY9uZxC7rtipslnrnwyfUjA-vwGMzhnABExKG9e/s72-c/1-2.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="347716962" type="audio/mpeg" url="https://archive.org/download/podcast-551-agosto-2024/Podcast%20551%20-%20Agosto%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp; Emitido el 11 de agosto de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; - Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin. &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin. - ¿Cómo surgió la nueva generación de megatelescopios?. - Efectos de la Tormenta Solar en los satélites. Por Daniel Migueles. - El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 1. - El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 2. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp; Emitido el 11 de agosto de 2024, puede descargarlo desde Archive.org aquí:&amp;nbsp; - Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin. &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - Construyendo una revolución en la investigación astronómica: el Observatorio Vera Rubin. - ¿Cómo surgió la nueva generación de megatelescopios?. - Efectos de la Tormenta Solar en los satélites. Por Daniel Migueles. - El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 1. - El descubrimiento de Hubble y nuestra perspectiva cósmica. Parte 2. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 550 - Luces distantes en una eterna oscuridad.</title><link>http://radiokosmosargentina.blogspot.com/2024/07/programa-550-luces-distantes-en-una.html</link><category>Estrellas distantes</category><category>Planetas enanos</category><category>Programa 550</category><category>Programas 2024</category><category>Wolf</category><pubDate>Mon, 22 Jul 2024 13:53:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-40193704819534842</guid><description>&lt;p&gt;&amp;nbsp; Emitido el 22 de julio de 2024, puede descargarlo desde Archive.org aquí: &lt;a href="https://archive.org/download/podcast-550-julio-2024/Podcast%20550%20-%20Julio%202024.mp3"&gt;- Luces distantes en una eterna oscuridad.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-guKup8VTP5t4F6_apFaBcgEHM6RX8ZJsEaEPtU1oJA3QR4RUVCjKBAZidwcridqDMqqwMIYhmn4OgC-pN176P7yYDvoaVO8XePwUdDnqqjhhdyMR-QNnPZIN3y3a5bbD3GoHcUKVLGJIDudo5G5olgOnfop0j3YP6qFHjfZe2j2AYOogYVjx-af-jM5s/s799/Portada%20550.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="613" data-original-width="799" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-guKup8VTP5t4F6_apFaBcgEHM6RX8ZJsEaEPtU1oJA3QR4RUVCjKBAZidwcridqDMqqwMIYhmn4OgC-pN176P7yYDvoaVO8XePwUdDnqqjhhdyMR-QNnPZIN3y3a5bbD3GoHcUKVLGJIDudo5G5olgOnfop0j3YP6qFHjfZe2j2AYOogYVjx-af-jM5s/s320/Portada%20550.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp; &lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-550-julio-2024" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;br /&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Luces distantes en una eterna oscuridad.&lt;br /&gt;&lt;br /&gt;- Los objetos Wolf y la historia de la estrella menos luminosa de su época.&lt;br /&gt;&lt;br /&gt;- ¿Qué pasó en el Big Bang: nueva teoría y nuevo estado de la materia?&lt;br /&gt;&lt;br /&gt;- En realidad somos polvo del Big Bang.&lt;br /&gt;&lt;br /&gt;- Descubren planetas enanos que podrían ser fábricas de metano.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;






</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-guKup8VTP5t4F6_apFaBcgEHM6RX8ZJsEaEPtU1oJA3QR4RUVCjKBAZidwcridqDMqqwMIYhmn4OgC-pN176P7yYDvoaVO8XePwUdDnqqjhhdyMR-QNnPZIN3y3a5bbD3GoHcUKVLGJIDudo5G5olgOnfop0j3YP6qFHjfZe2j2AYOogYVjx-af-jM5s/s72-c/Portada%20550.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="263382203" type="audio/mpeg" url="https://archive.org/download/podcast-550-julio-2024/Podcast%20550%20-%20Julio%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp; Emitido el 22 de julio de 2024, puede descargarlo desde Archive.org aquí: - Luces distantes en una eterna oscuridad. &amp;nbsp; &amp;nbsp;&amp;nbsp; O escucharlo aquí: &amp;nbsp; Tratamos los siguientes temas: - Luces distantes en una eterna oscuridad. - Los objetos Wolf y la historia de la estrella menos luminosa de su época. - ¿Qué pasó en el Big Bang: nueva teoría y nuevo estado de la materia? - En realidad somos polvo del Big Bang. - Descubren planetas enanos que podrían ser fábricas de metano. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp; Emitido el 22 de julio de 2024, puede descargarlo desde Archive.org aquí: - Luces distantes en una eterna oscuridad. &amp;nbsp; &amp;nbsp;&amp;nbsp; O escucharlo aquí: &amp;nbsp; Tratamos los siguientes temas: - Luces distantes en una eterna oscuridad. - Los objetos Wolf y la historia de la estrella menos luminosa de su época. - ¿Qué pasó en el Big Bang: nueva teoría y nuevo estado de la materia? - En realidad somos polvo del Big Bang. - Descubren planetas enanos que podrían ser fábricas de metano. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 549 - El axión, la partícula milagrosa.</title><link>http://radiokosmosargentina.blogspot.com/2024/06/programa-549-el-axion-la-particula.html</link><category>Axiones</category><category>Espacio Ultraterrestre</category><category>Hephaistos</category><category>Higgs</category><category>Marte</category><category>New Horizons</category><category>Programa 549</category><category>Programas 2024</category><pubDate>Tue, 18 Jun 2024 18:54:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-4510064175312605078</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 18 de junio de 2024, puede descargarlo desde Archive.org aquí:&lt;a href="https://archive.org/download/podcast-549-junio-2024/Podcast%20549%20-%20Junio%202024.mp3"&gt; - El axión, la partícula milagrosa.&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkKnZMbEsNAUj0u-EbfBIaN6eidg3Ihv0Vn8FKPTaMvRV4AM-PIKqUsVyapmmJCkoXy2wAev9-m8gcHOow9q29Rm2zHkB266uVh2AhTxIcBASUiLU3VtjwhCBe9jnTZaf9v_sCmeadKS_nOky9mH1J4rxr3jzqdsaESrwFcnB7NoJF6MsCLVdLs9y4KKKW/s328/Axion.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="328" data-original-width="277" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkKnZMbEsNAUj0u-EbfBIaN6eidg3Ihv0Vn8FKPTaMvRV4AM-PIKqUsVyapmmJCkoXy2wAev9-m8gcHOow9q29Rm2zHkB266uVh2AhTxIcBASUiLU3VtjwhCBe9jnTZaf9v_sCmeadKS_nOky9mH1J4rxr3jzqdsaESrwFcnB7NoJF6MsCLVdLs9y4KKKW/s320/Axion.png" width="270" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp; &lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-549-junio-2024" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- El axión, la partícula milagrosa.&lt;br /&gt;&lt;br /&gt;- El Proyecto Hephaistos: ¿el comienzo de la astroingeniería?&lt;br /&gt;&lt;br /&gt;- Peter Higgs versus la “partícula de Dios”.&lt;br /&gt;&lt;br /&gt;- La peor predicción de toda la ciencia. New Horizons está mapeando el Sistema Solar exterior.&lt;br /&gt;&lt;br /&gt;- El Sol también provoca 'auroras globales' sin precedentes en Marte.¿Qué es el Tratado sobre el Espacio Ultraterrestre?&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkKnZMbEsNAUj0u-EbfBIaN6eidg3Ihv0Vn8FKPTaMvRV4AM-PIKqUsVyapmmJCkoXy2wAev9-m8gcHOow9q29Rm2zHkB266uVh2AhTxIcBASUiLU3VtjwhCBe9jnTZaf9v_sCmeadKS_nOky9mH1J4rxr3jzqdsaESrwFcnB7NoJF6MsCLVdLs9y4KKKW/s72-c/Axion.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="246258415" type="audio/mpeg" url="https://archive.org/download/podcast-549-junio-2024/Podcast%20549%20-%20Junio%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 18 de junio de 2024, puede descargarlo desde Archive.org aquí: - El axión, la partícula milagrosa. &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - El axión, la partícula milagrosa. - El Proyecto Hephaistos: ¿el comienzo de la astroingeniería? - Peter Higgs versus la “partícula de Dios”. - La peor predicción de toda la ciencia. New Horizons está mapeando el Sistema Solar exterior. - El Sol también provoca 'auroras globales' sin precedentes en Marte.¿Qué es el Tratado sobre el Espacio Ultraterrestre? En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp; &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 18 de junio de 2024, puede descargarlo desde Archive.org aquí: - El axión, la partícula milagrosa. &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - El axión, la partícula milagrosa. - El Proyecto Hephaistos: ¿el comienzo de la astroingeniería? - Peter Higgs versus la “partícula de Dios”. - La peor predicción de toda la ciencia. New Horizons está mapeando el Sistema Solar exterior. - El Sol también provoca 'auroras globales' sin precedentes en Marte.¿Qué es el Tratado sobre el Espacio Ultraterrestre? En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf &amp;nbsp; &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 548 - ¿Cómo buscamos los agujeros negros cercanos?.</title><link>http://radiokosmosargentina.blogspot.com/2024/05/programa-548-como-buscamos-los-agujeros.html</link><category>Agujeros negros</category><category>Artemis 3</category><category>Mars Sample Return</category><category>Programa 548</category><category>Programas 2024</category><pubDate>Sat, 11 May 2024 21:12:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3058038796736168554</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 12 de mayo de 2024, puede descargarlo desde Archive.org aquí:&lt;a href="https://archive.org/download/programa-548/Programa%20548.mp3"&gt;- ¿Cómo buscamos los agujeros negros cercanos?&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;img alt="" 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" /&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: left;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/programa-548" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- ¿Cómo buscamos los agujeros negros cercanos?.&lt;br /&gt;&lt;br /&gt;- Un estudio del crecimiento de plantas en Artemis 3. ¿Podrían los tardígrados colonizar la Luna?&lt;br /&gt;&lt;br /&gt;- ¿Fueron primero los agujeros negros o las galaxias?.El agujero negro más antiguo jamás visto.&lt;br /&gt;&lt;br /&gt;- El programa Mars Sample Return de la NASA está en problemas.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="150121224" type="audio/mpeg" url="https://archive.org/download/programa-548/Programa%20548.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 12 de mayo de 2024, puede descargarlo desde Archive.org aquí:- ¿Cómo buscamos los agujeros negros cercanos?&amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - ¿Cómo buscamos los agujeros negros cercanos?. - Un estudio del crecimiento de plantas en Artemis 3. ¿Podrían los tardígrados colonizar la Luna? - ¿Fueron primero los agujeros negros o las galaxias?.El agujero negro más antiguo jamás visto. - El programa Mars Sample Return de la NASA está en problemas. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 12 de mayo de 2024, puede descargarlo desde Archive.org aquí:- ¿Cómo buscamos los agujeros negros cercanos?&amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp;&amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - ¿Cómo buscamos los agujeros negros cercanos?. - Un estudio del crecimiento de plantas en Artemis 3. ¿Podrían los tardígrados colonizar la Luna? - ¿Fueron primero los agujeros negros o las galaxias?.El agujero negro más antiguo jamás visto. - El programa Mars Sample Return de la NASA está en problemas. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 547 - Campos magnéticos y protección planetaria.</title><link>http://radiokosmosargentina.blogspot.com/2024/04/programa-547-campos-magneticos-y.html</link><category>Avi Loeb</category><category>Campos magnéticos</category><category>Origen de la vida</category><category>Otto Struve</category><category>Programa 547</category><category>Programas 2024</category><category>Starship</category><pubDate>Mon, 15 Apr 2024 19:37:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-8828755099342409708</guid><description>&lt;p&gt;&amp;nbsp;Emitido el 15 de abril de 2024, puede descargarlo desde Archive.org aquí: &lt;a href="https://archive.org/download/programa-547/Programa%20547.mp3"&gt;- Campos magnéticos y protección planetaria.&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGQ_pGMQ6mTwd4qy5ZjAyQ-oo3Y2XBCcKenHabtmZP_8Dd-tGorevsHm3yWNRWBOZ_mrltMHgCfdxWwRY_KPt0OniX9eOKBal1EBS_MD1gzbunR3XYBJqrGMs2FEn0SAxr3SzUcz2vUKqg9axVaZEIgCdbLqLDal0anlDnJjD2qeuaO6gUVVuxQ-KtEbYK/s788/Imagen1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="349" data-original-width="788" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGQ_pGMQ6mTwd4qy5ZjAyQ-oo3Y2XBCcKenHabtmZP_8Dd-tGorevsHm3yWNRWBOZ_mrltMHgCfdxWwRY_KPt0OniX9eOKBal1EBS_MD1gzbunR3XYBJqrGMs2FEn0SAxr3SzUcz2vUKqg9axVaZEIgCdbLqLDal0anlDnJjD2qeuaO6gUVVuxQ-KtEbYK/w460-h204/Imagen1.png" width="460" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/programa-547" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Tratamos los siguientes temas:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;- Campos magnéticos y protección planetaria.&lt;br /&gt;&lt;br /&gt;- ¿Cómo era nuestro planeta cuando la vida surgió por primera vez?.&lt;br /&gt;&lt;br /&gt;- Otto Struve: decodificador de mundos.&lt;br /&gt;&lt;br /&gt;- La triste verdad detrás de Avi Loeb y sus esférulas “alienígenas”.&lt;br /&gt;&lt;br /&gt;- Starship ya es el cohete más revolucionario jamás construido.&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;br /&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085 "&gt;https://go.ivoox.com/sq/5085&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGQ_pGMQ6mTwd4qy5ZjAyQ-oo3Y2XBCcKenHabtmZP_8Dd-tGorevsHm3yWNRWBOZ_mrltMHgCfdxWwRY_KPt0OniX9eOKBal1EBS_MD1gzbunR3XYBJqrGMs2FEn0SAxr3SzUcz2vUKqg9axVaZEIgCdbLqLDal0anlDnJjD2qeuaO6gUVVuxQ-KtEbYK/s72-w460-h204-c/Imagen1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="210273910" type="audio/mpeg" url="https://archive.org/download/programa-547/Programa%20547.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 15 de abril de 2024, puede descargarlo desde Archive.org aquí: - Campos magnéticos y protección planetaria. &amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Campos magnéticos y protección planetaria. - ¿Cómo era nuestro planeta cuando la vida surgió por primera vez?. - Otto Struve: decodificador de mundos. - La triste verdad detrás de Avi Loeb y sus esférulas “alienígenas”. - Starship ya es el cohete más revolucionario jamás construido. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 15 de abril de 2024, puede descargarlo desde Archive.org aquí: - Campos magnéticos y protección planetaria. &amp;nbsp; &amp;nbsp;O escucharlo aquí: &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Campos magnéticos y protección planetaria. - ¿Cómo era nuestro planeta cuando la vida surgió por primera vez?. - Otto Struve: decodificador de mundos. - La triste verdad detrás de Avi Loeb y sus esférulas “alienígenas”. - Starship ya es el cohete más revolucionario jamás construido. En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085&amp;nbsp; Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 546  - Encontrar el multiverso.</title><link>http://radiokosmosargentina.blogspot.com/2024/03/programa-546-encontrar-el-multiverso.html</link><category>Cambio climático</category><category>Inteligencia Artificial</category><category>Mini luna</category><category>Multiverso</category><category>Programa 546</category><category>Programas 2024</category><category>Reflexión</category><pubDate>Thu, 21 Mar 2024 07:11:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3696720838346424015</guid><description>&lt;p&gt;Emitido el 21 de marzo de 2024, puede descargarlo desde Archive.org aquí: &lt;a href="https://archive.org/download/podcast-546-marzo-2024/Podcast%20546%20-%20Marzo%202024.mp3"&gt;- Encontrar el multiverso.&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjItmLK8adt-Bl_KlfJIj_zxFB84C3Tgk8yf9bQef0e1qOO3nkP8avV49Y7aZY5Lqw2VYiaexG-vVDrrODg6UKiNt95KoRCkD9BV45aT8H39NdhCYx3Cvtrw8IWEkHMxIPPmJKiFiSY42WkAdCXdclyx_oCj7-BCsUJWIxSMQFii7g_Rl-SJarqL2NPuGVV/s588/Imagen1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="527" data-original-width="588" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjItmLK8adt-Bl_KlfJIj_zxFB84C3Tgk8yf9bQef0e1qOO3nkP8avV49Y7aZY5Lqw2VYiaexG-vVDrrODg6UKiNt95KoRCkD9BV45aT8H39NdhCYx3Cvtrw8IWEkHMxIPPmJKiFiSY42WkAdCXdclyx_oCj7-BCsUJWIxSMQFii7g_Rl-SJarqL2NPuGVV/w205-h184/Imagen1.png" width="205" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;O escucharlo aquí:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="font-size: 14.85px; line-height: 20.79px;"&gt;&lt;span style="color: #000001; font-size: 14.85px; line-height: 20.79px;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="26" mozallowfullscreen="true" src="https://archive.org/embed/podcast-546-marzo-2024" webkitallowfullscreen="true" width="320"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Tratamos los siguientes temas:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;- Encontrar el multiverso.&lt;br /&gt;&lt;br /&gt;- Inteligencia artificial analiza señales químicas de vida en otros mundos.&lt;br /&gt;&lt;br /&gt;- Las minilunas ¿Podrían ayudarnos a convertirnos en una especie interplanetaria?&lt;br /&gt;&lt;br /&gt;- El cambio climático podría provocar gigantescos tsunamis en la Antártida.&lt;br /&gt;&lt;br /&gt;- La Astronomía, una reflexión personal&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Temas musicales:&lt;br /&gt;&lt;br /&gt;Multiversos - Sophos (Ulises Labaronnie) - Océano de Dirac&amp;nbsp; (2020)&lt;br /&gt;Moonwatch - Mike Oldfield - Tubular Bells III (1998)&lt;br /&gt;Memory of Anctartica - Vangelis - Antarctica (1983)&lt;br /&gt;Stepping Stars - David Arkenstone - Valley in the&amp;nbsp;Clouds&amp;nbsp;(1990)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En Spotify:&amp;nbsp; &lt;a href="https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4"&gt;https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;Pueden colaborar con nosotros en:&lt;br /&gt;&lt;br /&gt;Patreon: &lt;a href="https://www.patreon.com/bePatron?u=14146695"&gt;https://www.patreon.com/bePatron?u=14146695&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Paypal: &lt;a href="http://paypal.me/ricfsanchez"&gt;paypal.me/ricfsanchez&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/sq/5085"&gt;https://go.ivoox.com/sq/5085&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://go.ivoox.com/rf/126279318"&gt;https://go.ivoox.com/rf/126279318&lt;/a&gt;&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="color: #000001;"&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;i&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Pueden encontrar las transcripciones en &lt;a href="http://ricfsanchez.wordpress.com/"&gt;http://ricfsanchez.wordpress.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;i&gt;&lt;b&gt;&lt;b id="yui_3_16_0_1_1438913298982_9836"&gt;&lt;span id="yui_3_16_0_1_1438913298982_9835" style="font-size: 14pt;"&gt;Música original - &lt;a href="http://cranf.net/"&gt;&lt;span style="color: #336699;"&gt;voet cranf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjItmLK8adt-Bl_KlfJIj_zxFB84C3Tgk8yf9bQef0e1qOO3nkP8avV49Y7aZY5Lqw2VYiaexG-vVDrrODg6UKiNt95KoRCkD9BV45aT8H39NdhCYx3Cvtrw8IWEkHMxIPPmJKiFiSY42WkAdCXdclyx_oCj7-BCsUJWIxSMQFii7g_Rl-SJarqL2NPuGVV/s72-w205-h184-c/Imagen1.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>radiokosmosargentina@hotmail.com (Ricardo Sánchez)</author><enclosure length="252907101" type="audio/mpeg" url="https://archive.org/download/podcast-546-marzo-2024/Podcast%20546%20-%20Marzo%202024.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Emitido el 21 de marzo de 2024, puede descargarlo desde Archive.org aquí: - Encontrar el multiverso. &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Encontrar el multiverso. - Inteligencia artificial analiza señales químicas de vida en otros mundos. - Las minilunas ¿Podrían ayudarnos a convertirnos en una especie interplanetaria? - El cambio climático podría provocar gigantescos tsunamis en la Antártida. - La Astronomía, una reflexión personal &amp;nbsp; &amp;nbsp;Temas musicales: Multiversos - Sophos (Ulises Labaronnie) - Océano de Dirac&amp;nbsp; (2020) Moonwatch - Mike Oldfield - Tubular Bells III (1998) Memory of Anctartica - Vangelis - Antarctica (1983) Stepping Stars - David Arkenstone - Valley in the&amp;nbsp;Clouds&amp;nbsp;(1990) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 https://go.ivoox.com/rf/126279318 Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>Emitido el 21 de marzo de 2024, puede descargarlo desde Archive.org aquí: - Encontrar el multiverso. &amp;nbsp; &amp;nbsp; O escucharlo aquí: &amp;nbsp; &amp;nbsp; &amp;nbsp;Tratamos los siguientes temas: - Encontrar el multiverso. - Inteligencia artificial analiza señales químicas de vida en otros mundos. - Las minilunas ¿Podrían ayudarnos a convertirnos en una especie interplanetaria? - El cambio climático podría provocar gigantescos tsunamis en la Antártida. - La Astronomía, una reflexión personal &amp;nbsp; &amp;nbsp;Temas musicales: Multiversos - Sophos (Ulises Labaronnie) - Océano de Dirac&amp;nbsp; (2020) Moonwatch - Mike Oldfield - Tubular Bells III (1998) Memory of Anctartica - Vangelis - Antarctica (1983) Stepping Stars - David Arkenstone - Valley in the&amp;nbsp;Clouds&amp;nbsp;(1990) En Spotify:&amp;nbsp; https://open.spotify.com/show/0sBpfD7rooAfDYRzUlo6M4 Pueden colaborar con nosotros en: Patreon: https://www.patreon.com/bePatron?u=14146695 Paypal: paypal.me/ricfsanchez https://go.ivoox.com/sq/5085 https://go.ivoox.com/rf/126279318 Pueden encontrar las transcripciones en http://ricfsanchez.wordpress.com Música original - voet cranf</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item></channel></rss>