<?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>Fri, 17 Jul 2026 21:43:39 -0700</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">513</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>Desde el sur: explorando el Cosmos - Programa 573 - - Reflexiones sobre el futuro de la Humanidad</title><link>http://radiokosmosargentina.blogspot.com/2026/07/desde-el-sur-explorando-el-cosmos.html</link><pubDate>Mon, 13 Jul 2026 09:21:10 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-7312904449073108904</guid><description>&lt;p&gt;&amp;nbsp;&lt;span style="font-weight: normal;"&gt;Emitido el 13 de julio de 2026&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u" dir="auto"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u"&gt;Inteligencia artificial, biotecnología, biomedicina, crisis energética, y los desafíos que nos esperan.&lt;br class="html-br" /&gt;¿Estaremos a la altura?&lt;br class="html-br" /&gt;Pensamos
 el mundo en el que viviremos junto a Héctor Socas Navarro, quien nos 
presenta su nuevo libro: Horizontes de la civilización: Una mirada 
optimista al futuro de nuestra especie.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u" dir="auto"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u" dir="auto"&gt;&lt;span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x6prxxf xvq8zen xo1l8bm xzsf02u"&gt;&lt;/span&gt;&lt;/span&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;iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Tz8ZNEE9pKs" width="320" youtube-src-id="Tz8ZNEE9pKs"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;Pueden descargar el audio desde &lt;a href="https://archive.org/download/programa-571-el-dr.-gaston-giribet-presenta-su-nuevo-libro/Programa%20571%20-%20El%20Dr.%20Gast%C3%B3n%20Giribet%20presenta%20su%20nuevo%20libro.mp3"&gt;aquí&lt;/a&gt;&amp;nbsp;o escucharlo aquí:&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;iframe src="https://archive.org/embed/episodio-573-julio-2026" width="320" height="26" frameborder="0" webkitallowfullscreen="true" mozallowfullscreen="true" allowfullscreen&gt;&lt;/iframe&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/Tz8ZNEE9pKs/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="77988196" type="audio/mpeg" url="https://archive.org/download/programa-571-el-dr.-gaston-giribet-presenta-su-nuevo-libro/Programa%20571%20-%20El%20Dr.%20Gast%C3%B3n%20Giribet%20presenta%20su%20nuevo%20libro.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 13 de julio de 2026&amp;nbsp; &amp;nbsp;Inteligencia artificial, biotecnología, biomedicina, crisis energética, y los desafíos que nos esperan.¿Estaremos a la altura?Pensamos el mundo en el que viviremos junto a Héctor Socas Navarro, quien nos presenta su nuevo libro: Horizontes de la civilización: Una mirada optimista al futuro de nuestra especie. &amp;nbsp; &amp;nbsp;&amp;nbsp;Pueden descargar el audio desde aquí&amp;nbsp;o escucharlo aquí: &amp;nbsp;&amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>&amp;nbsp;Emitido el 13 de julio de 2026&amp;nbsp; &amp;nbsp;Inteligencia artificial, biotecnología, biomedicina, crisis energética, y los desafíos que nos esperan.¿Estaremos a la altura?Pensamos el mundo en el que viviremos junto a Héctor Socas Navarro, quien nos presenta su nuevo libro: Horizontes de la civilización: Una mirada optimista al futuro de nuestra especie. &amp;nbsp; &amp;nbsp;&amp;nbsp;Pueden descargar el audio desde aquí&amp;nbsp;o escucharlo aquí: &amp;nbsp;&amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><item><title>Programa 572 - La masa y las formas del Universo.</title><link>http://radiokosmosargentina.blogspot.com/2026/06/programa-572-la-masa-y-las-formas-del.html</link><category>Masa Universo</category><category>Medicina espacial</category><category>Objetos irregulares</category><category>PLATO</category><category>Programas 2026</category><pubDate>Thu, 11 Jun 2026 08:38:35 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-7991585586717808376</guid><description>&lt;p&gt;&amp;nbsp;&lt;span style="font-weight: normal;"&gt;Emitido el 11 de junio de 2026, puede descargarlo desde aquí: &lt;a href="https://archive.org/download/podcast-572-junio-2026-ch/Podcast%20572%20-%20Junio%202026.mp3"&gt;- La masa y las formas del Universo.&lt;/a&gt;&lt;/span&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/AVvXsEh7ylP2tWP2tciZPpPluiZYJo2SZxlmWBKNWFD8zjYS6DpQfJ9OieUEKvynTpV0CC1ZferikeVdHvAl7wnZYoz2bLGLCpmjfHnMaJBndFaAmauWyHxdgwcfKf4f_mEPCvHMDaDYa8sFEgpoIG0waAoZuuHIfSsd8GAXr4jH1DIHShyphenhyphenstuL5B6nvOIE4HaFm/s1772/2-5.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1200" data-original-width="1772" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ylP2tWP2tciZPpPluiZYJo2SZxlmWBKNWFD8zjYS6DpQfJ9OieUEKvynTpV0CC1ZferikeVdHvAl7wnZYoz2bLGLCpmjfHnMaJBndFaAmauWyHxdgwcfKf4f_mEPCvHMDaDYa8sFEgpoIG0waAoZuuHIfSsd8GAXr4jH1DIHShyphenhyphenstuL5B6nvOIE4HaFm/s320/2-5.png" width="320" /&gt;&lt;/a&gt;&lt;/div&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;/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-572-junio-2026-ch" 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;b&gt;&lt;i&gt;- La masa y las formas del Universo.&lt;br /&gt;&lt;br /&gt;- Los objetos irregulares de nuestro Sistema Solar.&lt;br /&gt;&lt;br /&gt;- PLATO: La Red de Cámaras que Encontrará la Tierra 2.0.&lt;br /&gt;&lt;br /&gt;- La Radiación Espacial, los medicamentos, y los instrumentos de medición, por Daniel Migueles.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Temas musicales:&lt;br /&gt;&lt;br /&gt;Big Boss - Eric Prydz - Pryda - 15 Vol III (2019)&lt;br /&gt;Between Chaos and Order - Software - Chip Meditation, Part II (1989)&lt;br /&gt;Second Home By The Sea - Genesis - Genesis (1983)&lt;br /&gt;Conquest of Paradise - Vangelis - 1492 (1992)&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;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ylP2tWP2tciZPpPluiZYJo2SZxlmWBKNWFD8zjYS6DpQfJ9OieUEKvynTpV0CC1ZferikeVdHvAl7wnZYoz2bLGLCpmjfHnMaJBndFaAmauWyHxdgwcfKf4f_mEPCvHMDaDYa8sFEgpoIG0waAoZuuHIfSsd8GAXr4jH1DIHShyphenhyphenstuL5B6nvOIE4HaFm/s72-c/2-5.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="232993435" type="audio/mpeg" url="https://archive.org/download/podcast-572-junio-2026-ch/Podcast%20572%20-%20Junio%202026.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>&amp;nbsp;Emitido el 11 de junio de 2026, puede descargarlo desde aquí: - La masa y las formas del Universo. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - La masa y las formas del Universo. - Los objetos irregulares de nuestro Sistema Solar. - PLATO: La Red de Cámaras que Encontrará la Tierra 2.0. - La Radiación Espacial, los medicamentos, y los instrumentos de medición, por Daniel Migueles. Temas musicales: Big Boss - Eric Prydz - Pryda - 15 Vol III (2019) Between Chaos and Order - Software - Chip Meditation, Part II (1989) Second Home By The Sea - Genesis - Genesis (1983) Conquest of Paradise - Vangelis - 1492 (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 junio de 2026, puede descargarlo desde aquí: - La masa y las formas del Universo. &amp;nbsp;O escucharlo aquí:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Tratamos los siguientes temas: - La masa y las formas del Universo. - Los objetos irregulares de nuestro Sistema Solar. - PLATO: La Red de Cámaras que Encontrará la Tierra 2.0. - La Radiación Espacial, los medicamentos, y los instrumentos de medición, por Daniel Migueles. Temas musicales: Big Boss - Eric Prydz - Pryda - 15 Vol III (2019) Between Chaos and Order - Software - Chip Meditation, Part II (1989) Second Home By The Sea - Genesis - Genesis (1983) Conquest of Paradise - Vangelis - 1492 (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 571 - El Dr. Gastón Giribet presenta su nuevo libro</title><link>http://radiokosmosargentina.blogspot.com/2026/05/programa-571-el-dr-gaston-giribet.html</link><pubDate>Sun, 3 May 2026 14:25:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-1815137297848993690.post-3954490968082134697</guid><description>&lt;p&gt;&lt;span style="font-weight: normal;"&gt;Emitido el 03 de abril de 2026&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Entrevistamos al Dr. Gastón Giribet, hablamos de las peculiaridades de los agujeros negros y presenta su nuevo libro: "Agujeros negros. De la relatividad general a la información cuántica", de editorial "Salta el Pez".&lt;br /&gt;Como nos tiene acostumbrados, presenta conceptos difíciles de manera muy amena pero con todo el rigor científico.&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/S9amSDpQvuQ" width="320" youtube-src-id="S9amSDpQvuQ"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;Pueden descargar el audio desde &lt;a href="https://archive.org/download/programa-571-el-dr.-gaston-giribet-presenta-su-nuevo-libro/Programa%20571%20-%20El%20Dr.%20Gast%C3%B3n%20Giribet%20presenta%20su%20nuevo%20libro.mp3"&gt;aquí&lt;/a&gt;&amp;nbsp;o escucharlo aquí&lt;p&gt;&lt;/p&gt;&lt;p&gt;:&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;iframe src="https://archive.org/embed/programa-571-el-dr.-gaston-giribet-presenta-su-nuevo-libro" width="320" height="26" frameborder="0" webkitallowfullscreen="true" mozallowfullscreen="true" allowfullscreen&gt;&lt;/iframe&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/S9amSDpQvuQ/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="77988196" type="audio/mpeg" url="https://archive.org/download/programa-571-el-dr.-gaston-giribet-presenta-su-nuevo-libro/Programa%20571%20-%20El%20Dr.%20Gast%C3%B3n%20Giribet%20presenta%20su%20nuevo%20libro.mp3"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Emitido el 03 de abril de 2026&amp;nbsp; &amp;nbsp; Entrevistamos al Dr. Gastón Giribet, hablamos de las peculiaridades de los agujeros negros y presenta su nuevo libro: "Agujeros negros. De la relatividad general a la información cuántica", de editorial "Salta el Pez". Como nos tiene acostumbrados, presenta conceptos difíciles de manera muy amena pero con todo el rigor científico. &amp;nbsp; &amp;nbsp;Pueden descargar el audio desde aquí&amp;nbsp;o escucharlo aquí : &amp;nbsp;</itunes:subtitle><itunes:author>Ricardo Sánchez</itunes:author><itunes:summary>Emitido el 03 de abril de 2026&amp;nbsp; &amp;nbsp; Entrevistamos al Dr. Gastón Giribet, hablamos de las peculiaridades de los agujeros negros y presenta su nuevo libro: "Agujeros negros. De la relatividad general a la información cuántica", de editorial "Salta el Pez". Como nos tiene acostumbrados, presenta conceptos difíciles de manera muy amena pero con todo el rigor científico. &amp;nbsp; &amp;nbsp;Pueden descargar el audio desde aquí&amp;nbsp;o escucharlo aquí : &amp;nbsp;</itunes:summary><itunes:keywords>Astronomía,Espacio,Ciencia</itunes:keywords></item><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;
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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;&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></channel></rss>