{"id":4451,"date":"2022-03-23T13:26:52","date_gmt":"2022-03-23T12:26:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4451"},"modified":"2022-03-23T13:27:10","modified_gmt":"2022-03-23T12:27:10","slug":"nemesis","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/03\/23\/nemesis\/","title":{"rendered":"N\u00c9MESIS"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>N\u00e9mesis: monstruo estelar<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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alt=\"N\u00e9mesis, la oscura hermana del Sol | Ares Cronida\" \/><img decoding=\"async\" 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\" alt=\"nemesis: monstruo estelar - Ciencia y educaci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT0UA_GjT8lqr_rGP-xSD4kmUpEtttgXGyNDh_6zzMW8-PieNP447qeINbPUO0Ip5Xe8Xc&amp;usqp=CAU\" alt=\"Nemesis aparece en la demo de Resident Evil 2 Remake - Millenium\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><em>Consideremos este cuento: <\/em><em>Hay otro sol en el cielo, un sol oscuro, demon\u00edaco, que no podemos ver. Hace mucho tiempo, mucho antes de que nacieran nuestros abuelos, ese sol demon\u00edaco atac\u00f3 a nuestro Sol. Los cometas cayeron sobre la Tierra y un invierno terrible se apoder\u00f3 del mundo. La mayor\u00eda de los seres vivos muri\u00f3. El sol demon\u00edaco nos ha atacado otras veces antes y volver\u00e1 a atacarnos.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Si un antrop\u00f3logo de otra generaci\u00f3n hubiese escuchado esta historia de un grupo en estudio, la hubiese considerado &#8220;primitiva&#8221; o &#8220;pre-cient\u00edfica&#8221;, aunque no queda duda de la fuerza de la idea, que f\u00e1cilmente \u2014de no haber sido presentada en esta \u00e9poca y por cient\u00edficos reconocidos\u2014 podr\u00eda estar entre las leyendas m\u00e1s temibles de la humanidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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alt=\"Cu\u00e1les fueron las extinciones masivas que sacudieron la Tierra | Perfil\" \/><img decoding=\"async\" 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\" alt=\"Extinci\u00f3n masiva - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los registros f\u00f3siles de la vida terrestre han mostrado que se repiten extinciones masivas a un promedio de entre 26 y 30 millones de a\u00f1os. Seg\u00fan una teor\u00eda, esto podr\u00eda ocurrir a causa del acercamiento c\u00edclico en su \u00f3rbita de una estrella compa\u00f1era del Sol.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda fue ideada por Richard A. Muller, f\u00edsico de la Universidad de California en Berkeley, luego de una conversaci\u00f3n circunstancial con un profesor sobre un art\u00edculo cient\u00edfico. El art\u00edculo de Muller que present\u00f3 la teor\u00eda de N\u00e9mesis fue publicado por primera vez en la revista cient\u00edfica Nature (vol 308, pp 715-717, 1984).<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hip\u00f3tesis N\u00e9mesis - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hip\u00f3tesis N\u00e9mesis\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Hip\u00f3tesis de N\u00e9mesis<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los autores del art\u00edculo fueron el propio Muller y otros dos cient\u00edficos que lo ayudaron en el modelo, Marc Davis, de Princeton, y Piet Hut, del Institute for Advanced Study de Princeton. Existe, adem\u00e1s, un libro llamado &#8220;Nemesis&#8221;, escrito por Richard Muller (Weidenfeld &amp; Nicolson, 1988).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"PDF) N\u00c9MESIS, La Estrella de la Muerte | Lucio Voreno - Academia.edu\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hubo otro grupo que public\u00f3 algo similar en 1985, formado por Daniel P. Whitmire y John J. Matese, de la Universidad de Southern Lousiana. Este grupo incluye la idea de que la estrella compa\u00f1era podr\u00eda ser un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La teor\u00eda y la estrella fueron bautizadas con el nombre de N\u00e9mesis, que es la diosa griega de la venganza, aunque m\u00e1s que nada representa a una justicia que devuelve los golpes, algo as\u00ed como la diosa del &#8220;ojo por ojo, diente por diente&#8221;. Sin la informaci\u00f3n cient\u00edfica que la respalda, considerar\u00edamos que es una historia de fantas\u00eda. Asimov escribi\u00f3 una novela llamada N\u00e9mesis (N\u00e9mesis, Plaza &amp; Jan\u00e9s, 1989), pero no trata exactamente sobre esta estrella. La pel\u00edcula que se est\u00e1 produciendo sobre Star Trek, la n\u00famero 10, se llama Star Trek: N\u00e9mesis, pero no trata sobre esta estrella, sino sobre un personaje que se enfrenta a Picard.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0N\u00e9mesis: &#8220;Aquella de la que nada puede escapar&#8221;<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"La hip\u00f3tesis de N\u00e9mesis, el planeta X y la nube cometaria de Oort - La  Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT-9AxvYQr5BTLJIPE2wKAdHU8Fagtcw1kTrhMREKqDV-_w4HbxciCGJhxcSd3U93pMAqA&amp;usqp=CAU\" alt=\"El sol tuvo una estrella hermana gemela? Conozca N\u00e9mesis - Azeheb\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0N\u00e9mesis la estrella hermana del Sol<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De acuerdo con la teor\u00eda de N\u00e9mesis, nuestro sol tendr\u00eda una estrella compa\u00f1era, a la que han bautizado N\u00e9mesis. Poseer\u00eda una amplia \u00f3rbita que la llevar\u00eda a una distancia del Sol que var\u00eda entre 20.000 y 90.000 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">unidades astron\u00f3micas<\/a> (entre 0,3 y 1,4 a\u00f1os luz). Hay que tener en cuenta que es una distancia muy grande: Plut\u00f3n, el planeta m\u00e1s externo del Sistema Solar, est\u00e1 a una distancia del Sol &#8220;s\u00f3lo&#8221; 39 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">unidades astron\u00f3micas<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/tonocosmos.com.br\/wp-content\/uploads\/2020\/04\/Nemesis-capa.png\" alt=\"N\u00caMESIS \u2013 O que se tem de concreto sobre o astro que se aproxima da Terra?  \u2013 T\u00f4 no Cosmos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Sistema Solar es muy complejo y no s\u00f3lo lo componen los planetas y sus lunas. Desde las 30 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">unidades astron\u00f3micas<\/a> de distancia desde el Sol hasta m\u00e1s o menos 1.000 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">unidades astron\u00f3micas<\/a> se extiende la llamada franja de Kuiper, en la que orbitan millones de desechos c\u00f3smicos. M\u00e1s all\u00e1, ocupando un anillo ubicado entre las 10.000 y las 30.000 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">unidades astron\u00f3micas<\/a> desde centro del Sistema Solar, hay otra acumulaci\u00f3n de objetos celestes a la que se ha bautizado como Nube de <a href=\"#\" onclick=\"referencia('oort',event); return false;\">Oort<\/a>. Esta nube, compuesta principalmente de cometas, cubre m\u00e1s o menos medio a\u00f1o luz alrededor del Sol.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-mIF9LjLh34Y\/VO0MP35FstI\/AAAAAAAAO8o\/lphSeSWOFzk\/s1600\/Nuvem%2Bde%2BOort%2Be%2Ba%2Bestrela%2Bde%2BScholz.jpg\" alt=\"Uma estrela invadiu o Sistema Solar e n\u00f3s s\u00f3 percebemos agora! - Galeria do  Meteorito\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">N\u00e9mesis, la hipot\u00e9tica compa\u00f1era del Sol, ser\u00eda una estrella oscura (una <a href=\"#\" onclick=\"referencia('enana marron',event); return false;\">enana marr\u00f3n<\/a> o negra) o quiz\u00e1s muy poco brillante, y por esta raz\u00f3n no habr\u00eda sido reconocida por los astr\u00f3nomos hasta hoy, aunque s\u00ed podr\u00eda figurar en los cat\u00e1logos sin que nadie haya notado nada peculiar. Una estrella tan cercana mostrar\u00eda un detectable desplazamiento de su posici\u00f3n con respecto al resto de las estrellas, producido en muy poco tiempo.<\/p>\n<p style=\"text-align: justify;\">El per\u00edodo orbital de N\u00e9mesis ser\u00eda de alrededor de los 30 millones de a\u00f1os (las mediciones no son exactas: dan entre 26 y 34 millones de a\u00f1os), y a este ritmo pasar\u00eda por las afueras del Sistema Solar, produciendo una perturbaci\u00f3n en los cometas de la Nube de <a href=\"#\" onclick=\"referencia('oort',event); return false;\">Oort<\/a>. Al agitar miles \u2014incluso millones\u2014 de objetos hasta desplazarlos de sus \u00f3rbitas con su fuerza gravitatoria, causar\u00eda que muchos se dirijan hacia el interior del Sistema Solar. Algunos de estos objetos podr\u00edan caer a la Tierra, impactando como bombas nucleares, y produciendo da\u00f1os y terribles cambios en el clima, tales como lluvias de polvo, oscurecimiento masivo, enfriamientos extremos y p\u00e9rdida de ozono. La cat\u00e1strofe no ser\u00eda puntual: una vez iniciada, esa lluvia de cometas podr\u00eda durar entre 100.000 a 2 millones de a\u00f1os, con un promedio de por lo menos diez impactos, en intervalos de hasta 50.000 a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScSswRr2QpI8NJ0CQwt6GmgVXmXAv9A2qrpg&amp;usqp=CAU\" alt=\"La Nube de Oort, el rinc\u00f3n m\u00e1s alejado del Sistema Solar | Explora |  Univision\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQPsl-PcsQbEpomM9SaPJ2UDlrEZuT3hN_F9Q&amp;usqp=CAU\" alt=\"D\u00f3nde se encuentra la &quot;Nube de Oort&quot;? | Las Preguntas Trivia |\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al comienzo del 2000, diecis\u00e9is a\u00f1os despu\u00e9s de su nacimiento, la teor\u00eda de N\u00e9mesis gan\u00f3 terreno cuando un equipo de distinguidos astr\u00f3nomos de los Estados Unidos calcularon que la estrella oscura, si es que existe, podr\u00eda ser un <a href=\"#\" onclick=\"referencia('enana marron',event); return false;\">enana marr\u00f3n<\/a>. Ese mismo a\u00f1o John Matese, de la Universidad de Lousiana, estudi\u00f3 las \u00f3rbitas de ochenta y dos cometas de la nube de <a href=\"#\" onclick=\"referencia('oort',event); return false;\">Oort<\/a>. De acuerdo a Matese, sus \u00f3rbitas tienen algunos elementos en com\u00fan que s\u00f3lo se pueden explicar si estos cometas han sido influenciados por la atracci\u00f3n gravitacional de un objeto de varias veces el tama\u00f1o de J\u00fapiter.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de N\u00e9mesis ofrece una explicaci\u00f3n para la periodicidad curiosamente regular que se observa en las extinciones masivas de seres vivos que ha sufrido la historia de nuestro planeta. Esta periodicidad fue evidenciada por un estudio cient\u00edfico publicado en 1984, poco tiempo antes de la aparici\u00f3n de la teor\u00eda de N\u00e9mesis. Fue su inspirador.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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k+9MhBrb7QStcyC6WY+Ik\/l7dK0yUVlrMtYd+ZwMGFuvclEZazLWVO1QfuzqeQEkkwAOpJ0ApX\/6xbYkWw96NCbSFkB6ZjA+RpRxPBYziDOCO6sKYS3czLmg\/GyxLNzk6DYczQX+HIbv7qA6KjAgaAkMon6mqfJQITdkRirsSTLHcuEqG7xrZ5I6QdOoEmPPWhRxC4J13+h6j9qbnCzJecsmFGg05mNyagXhwKFiMpOo+6ByFT3DDLW8zBkblbhJ+2wJ\/LYUTfuBRv6fvSx8athQcxUxqJkE9QOtLOL485Y1BffqBz96JVLTRiLNAeLYrvbpadBoPQfuZNMOx14i8U++v1XUfTNSOaK4Yzd4EVsneRbLAAsA5AOWdp2PlVOkVUtyJ\/jKjtGfaDtI2fusM0HXNcETpvknYfi3PKBuo7J8UsJeNvEWwbrMYvMe8znoc3wn8\/lT\/AB3ZS2LLZXKvGjO0KSORywBPkDXOONYRrb5D\/tJjKCDB5ajSZ6U3EEdSo2\/eZD6NPpnY1uKDlWCd4EQB1PSpqU8FuEIMxRSYJLHUmI0HTejcXchRcDAhSAYM6HQj8q8+Ay0ahNFYb4R7\/nUHd+dEWreg1o05iiRKV2S7NMtq7iXHjuC53YO6pmzKw82j5ZepFWXFAW2tXORARv8ASwBU+xpMO0WJyMAEgSqkIc2mmmsCPIUO\/EL90AXCuUbKFUEctCBIHvTspDMWJjxhyf2qoF\/ifgFsNavIIz5kMbBhDLHT7VWvsne76yJMlTr6MAwPzLVSe2Bd7IZ3Z8jhvESdzl0nbenPDOIOMPbyMVaCCQYJVGWPkLh+VaSCg+YhNiY49N73LLxfu+7uW38QKHMo+6wjU8pmBXFP4Vrd17Z3UkT0HWujnFuQysxIcgtIEkjYkx6aVU+2JMlyAGbKpiNVUZVmPIRReFemKjrNx4igs9IptMPX1rMU+UZht08+VB2rlT3XlD6flrV+neM12pntt4G+p3NGDEAAAe1IRdopbla2PvF484PEZ\/xBrdblLlu1LbeaDQI9ctwuxiiGy0YmOjRRrzquXb\/+YSOv6RRWDvAETtWPjE5M4JqdN7AcaJ\/\/AJ3I8Um2TGjbldeTfmPOrcbjeX8o\/auPW8UFYZT4hBBHIjUH1rpNrtEhsJfZWOY5HyR4WAkkyRod\/epMqnapL4vB69Sjn8\/9nnE8Ixl2dzAknYeSoo2n1oH\/ANLcFQxylgSJ+9vlPQxrW\/EePTfsrbhrRKliRqcxj2y7+o8qI4fxT+LuPaC5Qql0aZJKsAD5bipzjYwB5iLZG34hHCbT2mnk2jCIhuRIGjD8Q1118mhuHovyrMMwa3nJAgEt5Ffi\/KguLYlEjxuD1VQy\/NtD7Gt9QHO0RetqreTYq+qKWYADy3J6Dzry1MS8AnWOnl5mq1isbceJacplTAB8iQNJqTh97xHMod2gIzmVUnSSDv8A0pd2Y\/yCFuWIQZA5b++orbJS7FY5bOJLCGXuwCFjVhJHkP60uucUdnzuA0fCh+BfMj7R9aIgCAuN23HFRh2k4gMNYNyAzHwoJ0kicxI+yB08tt65nhMe+FfvLbBCYlYkMsglTMmDA1386uPbLHd\/hBnAVw\/hCyc3hObQ7DVdZNc\/uOpln16Dr6+VWYUXTKcCUpDDedgOLtmylyZW4qlANWbMAQB560l7S8V7s5F3GkefMn0OlVfszxxhltscoSe7OkLJkrrtrt\/4qLFXzccuxkkzSPJpyDDxeH9VmbtcLNLGSSJmvcZczOT7fKhprJpmmWULm80fwbA3btxTaQtlZSW2UQQdWMAbbTNScAwKODdu621IXKNM7tqqTyAALE9I61aeN8aw1uwrE90yfAi\/XIBE\/wBzWsQNuvaTZ\/EEHSov39BIeN8WS2QDbzNzY6qvXIGHi+nvXNzibQxauBNsOT589fOCfpRnaHtCb6lV0Q6zsx9enoKruFJe4oAmToOZ9KPBhIUlttpOAFod50\/DXMuuVDPNhPyH9DXly5vB+LQgKFHUQAetAcGxQvW\/NfCw9Nj6H96KyxtXnspU0ZRQuGXOPtmAgqo0JVc8fzb+1WLBYlSgIvAzz8I+kaVSb4cAkMNNYimXCsU5tLtz5eZpuMXF5cCkCoibjC5rgyhcjsDJ8yQfQ1ra4wG+GD5gGPntVQxmKJvMzKGhjodvDIXMBExA9aOw\/FVJBuKzbDS4Laieiqoge9Vv4UDpCTMp5Ed8XxeezcWBqp+mv6Vr2auhLQZpO4GvWRA6DQe9D8TKW2YEMua0GRcwbM8lYBBMgyvyNBYDEOoW2YIALDrvsfrQjHaUO8YCpbaWY8RX7p+lI+1L96mgjpz1GtRcNfvXyq4J8yqD2UnMfWKaX+CXGUr4dfxc+XKsVVxuCTNJVlPvlEt3KIL+GfUVpxSwbd1lIjnH5j2Mj2ryfCRXomjRE84ErqU9IMpqYPUGU1JeEGev586Mi5OhKgyUXKl72FJ60GGrfVjA5VmiNXKa2mA661IvlWv8L51mRk13FcaPE5dY3I2jXhIzGJq7dl7olsOx8F1cv+lxqj\/PT3rnuGulGzLVl4ZcMBs3i331B61HmBG89LFWRCvX9qNblgqSpEEEg+RG9S4a89ucjFS2hKmDHSRTjilrvVTEKs51hgoJi4ujbdd6X9yehnpz9KgclTUJXDrv8\/jDLOIuG2oW4+TxK6\/fJA1PPrXr3GYAM7ED4QTIGkaDlQiJcGyP\/L6\/ua1YYidAxHmo\/Kl89YvQL2qEOYIXWSCY6AGJPQToOsHpW2U0jwHGir3GcA5iN50CiABGw\/c0Te7Q6EIq5oJzEHKI6A\/EfUAeRozha6ELS0ZuuVczEKvVmCj5sYrS06v8Lq3XKwb8jVPxV1ncs5Lt1Ykn0HQeVaICPFJnlGhnrTv4ormaMZ6mW+5hixJYkypVfwz93pVO4iqITbQ5snhZx9txoxH4AZA8hPPQu1jHEEmWGo9RqJpVceOVPwYyt2ZxXTyZiydtAKa2dVB8qSM\/SnfA7bXECqJaSAJHrz96PLstwkbebZa9y00XgV8\/ZUerD9KGsYRncIsZmMCdqnGRTwYetTwY2sYm1Ys2Eu8w146E6u2VDpzyKPnVN7U4q3eul7bkrpoZ0HkDqBTPtfiUNx2VgQsIq\/hRcq\/9v1qnh96oxYgW8z5SPIQvxO5\/MlRA\/hHxfZ6Hy8qsXZHDpZxHjbxC22bwmEJYAAGNdAdRp9aq4uEbaVbuB2L160LioWOxYRqR186PxBpKJ2MXhCu2\/MZ8RWxYui\/buKrErnSdLis2Ux0cfF7ec0zxWMtrzzH8P7mkV3hF5iC1liRsYE7zW13A3l+JInqV+mtQFUYCzv8AGVKig+1GNriKHkQOu9NcFetFBp15eZqn3cHeE3EtuQJzQJBA325irFwLDvcsI6iVaSDI1Enzo1xL0MzJp7zmuKJ7y4QJhm\/7jvR2GsobT5lHiH+XczGVYQQjL0b4ZjegrxUXXIfKc7RI0+I9DUt9wQAI66Gd9wPma9FxJMe62ZPgrzyj3G8NrwqYkk7qqD7RB25D2imVjDgXFNzRyD3dhNXiN7jcid43PkKE4euoO2X4NJC9Wjm1Hti7lkEW3tWM3xXLrzeuecKGIHoPltSHu6Eb7A1GR8Kw961eyOLdsXDpafKc\/QZJLLt8RHTemPEO0yq\/d2wsqxWWMICIUFj90eL5LtrVRvqocuMQhYmZUXpmZmWtDXzoUED7VEfDhzqaI86to47ZW2DoXZGZpYlNFOYK2k8v\/POk6toa24i58A+6qj3Ik\/mB7Vpb+A+oHzk\/pT0WlAgO95D8PxHPZ3g7YrMEygoASWMDWYiAehoXtBw98O\/d3BEgHQgwRsRHIiKN7KcZ\/h1vD7Ti2FbpDEMfZWYjzFbdtMZaxF1rlskpCiSI8S6eEHWCDSg2QZiD7ML2scrM1auEdlb7qCcttSJljJM6iAv6kVVlQsQq7sco9ToK+gsNwrKirA8KgbjkI60Hjcz4wAnW4jAQCSZwjFZldkbQqSCPQ0RwbDXLr5UGaZ3IGwmNdj66U5\/xR4eLON0\/3ltbhiDqWdDt\/on3pP2ZuZcVZP8A7ij5mD+dODE4tQG9Qw9Pz1knEeHtahipCsSP9LLup6Gi+BEZoaR0HWr92l4dirq3M1lGtI2bLIL3AuzKyNmECdND0FUjFcZb4UtpaHS3z9TGY+5NTq7Onv8AxLcTANqEvHZHHLL4ZmgPqh+66jT5jT2FN24aoeC6h94MZt94nrVA4KQwDhjmBnoQRqNatHZjA38ReN1roGjF2VRmDuCoRCZJAQAzAAmIPiqTJjDGieJ3iFCHzAdjz8ZY0wJG7T\/ygVKMKOgqPhNm5audzcfvE+w8QysAGKOJ3KnMCNPC22lOu5FIOEiQnNR5nP8Ah\/ArS2rly8hIzsFEMDAaBliCSZ\/KgG7OMbiAlbYuZimpaOYQnrBHWunHDg7j9a8OGBiQNNp5Gmhn5jR4wgkzlvFOAPaurbHjLAFSBEnmNfStOF8Da9d7tiUIBJldREaRprrXRcfatm4hc5Smo0nn5T0rzD2bRvd4DmeNPCwAER06VoyNxcb\/ADDp46c++UHjPZm5Y8Xxp94CI8mHL1oDsAqPi2W4slUYoTEAyASRzMGB711XHtlRmiYBMddNveqJ2N4Mqi690DMWUAzpABJjpqaIZPSQTvOXMXT1dJXO3vCbeHvjutFdS2TkpmCF8vLl+QfZLiC2Lys\/wT4ucAgiY5xNWTtZhla7buWnBNsDTcSGnfb5V5xPszavAXLRNpmAbIRKSdY0Ph9pHlTVyKUCseYxbAFy3Ji7BAIYQdQYMH6VUbjiyHuExlkKfxNKrHzJ9qBwKYjDeF0LJ+HxAdcsaj0Iihe2vERcdLSaBAGfQA52GxgnUAx7mkY8Procd4QGgd7la4jdnQbVY+z3AAuR7sEtkIAggK0Ea9YIoHD8Gmw192jxKttdDmk+Jm1kAQY01g+\/SeA5P4eySTItWx8KnZANy1U+IzaUpD8YnhtTCUft3wu3bvW1tJ43GqiNSWhNI3Ov0q7dm+Hfw2HS3MkaserNqY8hsPSkwTJxQPdYlWk2mCwZy5QpBbQjbfmD6W1rwHO55aKP1qXK5KKt++A2xnmalHHON2LIK3IedCgAbQ9Z09jUPabiboAi3CmbSB4rrf6QAQvyNI+H4gYc5zgbzEf71ic48wCpy+wFBjxA7n\/yGFNWZDY7RLZv5rSXBaPxW31IIJnLvA9dttqsGB4TauIHs3gttyzKJiMzEsInTxE6VW+0HE0xF+1dwqMWyXO9RwGLZBmEgDU5Q2m5gDTSrFwa7hHsqyrcQGTlVgVBzGYJWSCZOvWr1xi+33mNuOJQeLIodslsMczaZCRuZlgRSu3d10CjyA0+RqXGXWLXBLRmcQNtz05UJEegqsLtRgvkBIYCo54e2adNt40+lM7SA+FVtk81yWmPuGU\/OqvYxBHhBInSRvTjheMFvwgDTn16mk5UPIlOLKjiiIVi+A25zPcyn\/h2lBj11AX2+VA3OCJyuMB5gE\/ORVu4ZjlZSoOXTSIj5afmKScYuFDle+2Zv+NbdQR+B0lP73pGLNkJ0kwWXCh9S\/eVPGGTPUk1GreGPMn8v7962xTS2nLTr+VRivRUbTzMjW5qMuD8NN8MQ+WCBsTynrUfGbRtlbZM5RJI0BLf0ArTBY+5aEIRBM6gHWvOJu1x8xGpVSY22oAG12eI5ink0t6usk7OLOJtGJyurH2INd3tdpUO6x\/zKf2rhfBL4tE3CJiAB6\/2KsWE4znBITQbkmAPciKl8UjM1jpHYMONkAY77mQ\/4q8TW\/jiV2t2rdvlv4rh2\/8Akj2oL\/D\/AAwuY+wCPCGLt6Ipb8wKUcTu571x5BzMTptE6chyimPY\/FixfNw5tEIGXeSR5joaoYEYqHNSVVt9I7zv5x6\/db5D965x2\/7Oqxa\/h0YTJe3kIAPN0jSOo962w\/bFRuz+6g0ZZ7Y2j\/vAPVG\/avNXzUN1K0wMhsTn2BvFCRJgxMVc+B8RuYY\/5A7y4wAyt4bYnY3DpB6LM7+6Pi5tXcRmtCEaQSpiW5sBHhE\/M05wvCnsravHK9m26l1GhgxLGd+h9elOdgSO\/aVMf8eluD0l57LYZ3DYi4Ze6UYgT3alEKHu51ymTv58omwKD0rm\/Fu0TfxXeWbxTukyraMd26xmOYcyfDsZACx53PgnHxiLSuF1I8Sggsp9NDHnRA4zyT9J5WXBkA1VsftGDXfEVPJQx8gSfPyqBbfeHPEA7fECR10Pyqu8exB\/i0eDki2kfCGJa5KmfUfOmV\/Fi29s3rklz4UUwigbkxq52ABnXlzCbVmI6QDjZQD3hV7hYbXWfV\/\/AN1onCyP\/Dn6lqZWLuYSAY5TIn2qWazyMZ3g+aw2iwYML9mT5hjQPEUux4EI9Ek\/OKsGY0s4nhXuT4lA5akfOhyYlA9N\/KHjyHVv94gGAvGGa7eHVSHUek5xpUWMuoPju2wfNhP8qljRi5bGly7hsv4xLD0On1o7BccwRMC7ZzfhIrPKBHX6ynzGHAse4Si8T4hrFsk7+PKYB5EAwTHmKUcG7PNcuERn3dgWAZ9dZLEddY1rseLVbls5QjyNA2qH1gH8q5vx4ZLhyoikTJtMzLqCCNdtNwNIpijQKHWPw5vMNAUYVjOD3GTWyJG0ZOkcjWvD8HctoFZWWJ2QtuZ+zS3CY5nCo+IfMAQF7m1cAVYjVjJ0P504wCgQSFuDzwiKfYrcWhONaon6w2ZlFGvkDBOMcPW8oJuOhWYY2mETG0sOgNH8Msu1sMbgY6iSmXNHOMxipeJcWwpXKLTzJGjAKHHJoZivyoCzjUX4bQCjWGOdh1M5NBtS3SlokTBqZbo\/aM7GF7qXBtKftOS6kj8TZtvpRGOxhtj\/ADDbA5Zr5WfQESfrSbjIF2wDbXKWdECZfi8QM6akCJ8OtJOIcaVQ2HbB27V9hlNy4C0ZtM4zAmY1Ek8t6PEmobxZFn3xX2q4kj4lWwyIjKQDdRjldiRB1AAAPONdaZ8EtvbtBLiw6tcDCNj3jUixuDRLZCshZRsIljOs+etWTgCXDYt\/5p2O5Omp035be1XIVAhPjYSj4i0c7kgxnfxCdDmOjRt8qGugDmGPLp5mKYXcQGvPr9og8pgkSepqfE4JWggxMBtvhHIU0vR3mDDrS1iK225\/uTRKEj+\/nUgw3hkbtdgDyBI\/StlsMBz3b+9aJmBi8eNlhvDLlw\/Bqw1jST1AHP2plY4loEZQ9ppzWm2DDfKT8DelJMOE5llIM7idOe29T8Tu94oYnxgwT97oT51OygniVBvTvvDL\/DVJOVVKb5mCqAOWYkwD+tBDCWiYhfaf0rTChSB3jaDZNd+unP8AvWneH4YjKFym2D1bKx\/5RJPufasZ9HJnABv6iIMRhEGg5kbGfzrW\/bLDRwORnQkLoJjlVjxfZu0ltn7y4MomPCdfkOdLOD8J71tbotk7Flke\/iEVq5lIu+IDYwdtP0iwWRBUNodTppOmo8oFFWrasPHmyD4UXT3Y8zTXjPBXsBWNzvV5utvwr5FgT8tKm4ZhxcIiY6rZW8fcHauOUEWJqYlomJWS3suHX1a65\/KIoPE2DvlRB5FoP8xM10Ph3ZVbv+Y7soOiqLSWjHIkRAJ3257mmbdm7Wxg\/wCpdf8ApIpX8pViiqTk9hXkZSZ8iae8OuYjKSbjZRoWJUWgOcuRr00q+Ds9ZXcaD8Kx\/wBQJHzrdrmFs7tbB82ztH1I9BQN4sNsBCWgdrM55duWw4KEuQCWMQpPLKN+R1NbcR43ib2RGGW2s5LYEqWCmCZ+NuflyAq1cX4phnyvbaLlsyhyMJ6qTGxH6UP2g7QI1vILeYkSGbQKeqwZzAjfTauXISR6frGsrNViU7PdB1U+4NG4Pil5IgOI2iTHp0prwziGNvwqRcGzM6qUj8TRr9TU+NwmIVcjW7Lf+4MqsBJ8MsQTy1399aNnF0QPrCUkbXNcD2uxSLDE3BMjOmaOmpBNMcL21vM2tm0ehKske5cCosJg7QHjNufK5t5QP3NH4S3atsHUBiNpYMPkQRSmzL2mNjSvZh+G7QY94NvDW46954f++jlxvFm2TCp5li3\/AGsaT47jVq6y5rTEgHMuWDtCxrtPSsw9xGEhHTyzn9RQ+eV6RBwWL0gff\/ceDC45\/wDa4wIOlqzP\/Uw\/SpbXAbLQbt7E3TzztcVf5bYUUktYrD83afMv+lE2btk7a+puD9RQ\/wAlhyItsLDg18BUe2eGYO18GGQnqEBPuWrXE4ZXEDBW2H4lT9B+tB4ezaYSLYYf\/Iw\/Nq3xGKw1kS1ozsArsxJ6DWjGXV1r9+ERoN9Sf33yL\/0VxratNaP4HOX+RiV+QFKOLcNKT3uGe4TrntZx8xLL\/e1QYztFeKhraIgzQCBmzdF8RM+1L8b2pxYZreYrD65AqlROokbxy1+e9MUIep+0qRMqnevqb+1xLexQs3GKqxIV1UMIYF1IUkc4aD561Px3jk+BGJttbyFlJ0vJDMVOkgTbkeZ95cbjWv5TectkJYMSMyieoEnkYmJ+dV7iWQArbJVZzZCS2sQWBPOIn0HQUaojNxxHOre0YZYxhJzM0s0ZmO\/TXqY3O9W\/heKwuGUPfZbjT4O7LZWBXUNmAHt8659h7wUZg3inYrIjqeR9KkC3bqPcUlhbMvHxKG3YDkmkabaTpRsgu4LsGWpZONdqS+QWUFhUYsqzJETlbQSDqdOVIsTe78k3HNxj9ols4\/SiLnZi8US5ai6jgFSpAMHqCdOm+lC3OHXUPitlSN9R+hrAU6Gag6AQuxhUC5MhJ18WinXbSasvBcJFlfETvy\/Eap4XKZIid6tXBbo7lfF15\/iNcAe8a6it5ScZgAbjkNALNynmdq2XhjcmB9dKyspjOZiYE7SE4W4uuVhB5AkeZ09a8tYy4p3nrIrKyiT1XcQ5KcTdsYpEFAecjwwfKZms78NAJgEidNgPz\/pWVlbpEEZCTvMwuIKGVgH70SY\/D09oNMMNjY1AuMeZzZQfUKsn3Ne1lA6iNSTvxK6VZAkKwiCGPuPOoLOFvEQFgeZH6msrKU3oG0oVYz4XbxdkzbZFJ0OiEkdJK01GMx7AeK0pEQwJX2Kr4SPVfSKysqF8xvgQXQQ\/hOFvOxOIcOpM5LV2EBbU5gSCRO2tNOI3UsqPCxXbKmeY6iNPY1lZQk6jvJq9UEwdu3fAL22BOsMX0HIEk6n00\/OpzwbD\/wDDX6n8zXtZSixHE1iw4M0PCMP\/AMK3\/KK8Th1lTItWgf8AQv7VlZXHI3eZqMhxouEMotqQPgMrEgDQg8pkennQNnhuZmNy2ignwhDsOQJ0166fLasrKIMQI0EibjhiKZHQiG1HrpBkctalws2gwCBg2+oDD\/SwAZfmaysrdZh6iRvNV7rNmCXFbzCuPfMNaIxGPZgAyqwGggOn0Vgs+1ZWV1zioJ3hVqzbZAwIV9fCWzAQdNG5Ghhdg66kfdtIR8z+1ZWVwi63hdrHh\/D3cEbMzMg9hbSvThbjz47ROVlX\/aDLm5glN6yso7sxbrpO0OHCLbNaJKhLamFE\/EYgzGsQfeqr2t4P\/D2Ac6M1y8WeSFgAOw1JkgaaASSdK9rKqxKJOmV75lCvYxjMDSZ57e+sa1i4NiSS6iPhnnzBFZWVUduJUvq5kYwxBObWZMqQfFvJH\/irj2VxWGzJcdnF8IyOqKircHIksfEYAJgDXeayspeXdTOKCpZsPjLFpcluw4EkxmUCSZMCCAJ5Ch8Zjg2gtkj8ZVvpkrKyoGjExKD\/ANiy\/hLT74ZZ8mdfokUXw3g9sWxAYfFpmOniPWsrKPFkaY4n\/9k=\" alt=\"La extinci\u00f3n de los dinosaurios: las hip\u00f3tesis para una inc\u00f3gnita de  millones de a\u00f1os | RPP Noticias\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1l fue la verdadera causa de la extinci\u00f3n de los dinosaurios?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los dinosaurios, extinguidos 65 millones de a\u00f1os atr\u00e1s, parecen haber sido afectados seriamente por el impacto de un gran asteroide en la Tierra. Se detectaron se\u00f1ales en el \u00e1rea de la pen\u00ednsula de Yucat\u00e1n que indican la existencia de un gigantesco cr\u00e1ter. Luis Alvarez, profesor em\u00e9rito de f\u00edsica en la Universidad de California en Berkeley y ganador del Premio Nobel, fue quien observ\u00f3 y comunic\u00f3 el hecho a la comunidad cient\u00edfica en la d\u00e9cada del setenta. Curiosamente, en un principio se opuso de inmediato al paper de 1984 que presentaba el estudio estad\u00edstico de la periodicidad de las extinciones: \u00e9l cre\u00eda en los asteroides, pero cayendo azarosamente. Una discusi\u00f3n entre Alvarez y Muller inspir\u00f3 la idea de la existencia de N\u00e9mesis en este \u00faltimo, y \u00e9se fue el nacimiento de la teor\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Anillo de Cenotes, el resultado del Meteorito | TOP Yucat\u00e1n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGJGlzvRSgvKEUAuo_lexlsm-BaSMWRURmNw&amp;usqp=CAU\" alt=\"El meteorito que provoc\u00f3 la extinci\u00f3n de los dinosaurios cre\u00f3 un 'tsunami'  con olas de 90 metros | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Parecer\u00eda ser que el impacto de Yucat\u00e1n fue el que produjo la desaparici\u00f3n de un noventa y cinco por ciento de las especies en la era de los dinosaurios. Luego hubo otros.<\/p>\n<p style=\"text-align: justify;\">La \u00faltima extinci\u00f3n ocurri\u00f3 hace unos 11 millones de a\u00f1os, de modo que la pr\u00f3xima se deber\u00eda producir dentro de m\u00e1s o menos 15 millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><strong>Evidencias que dan pie a la teor\u00eda de N\u00e9mesis<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Regularidad en el registro de las extinciones<\/strong><\/p>\n<p style=\"text-align: justify;\">La base de la teor\u00eda implica la aceptaci\u00f3n de una regularidad en las extinciones masivas producidas en el registro de formas de vida de nuestro planeta. Quienes notaron esto fueron Dave Raup y Jack Sepkoski, dos respetados paleont\u00f3logos, cuando reunieron gran cantidad de datos de las extinciones que se detectan en el registro de los seres vivos (estratos de f\u00f3siles con enorme contenido de material) y obtuvieron la curva que se observa abajo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Identifican una sexta gran extinci\u00f3n masiva, la que impuls\u00f3 el reinado de  los dinosaurios\" \/><img decoding=\"async\" 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\" alt=\"Alerta, llega la sexta extinci\u00f3n | Baleares | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Dicen que la sexta extinci\u00f3n se acerca<\/p>\n<p style=\"text-align: justify;\">Las flechas se han dibujado cada 26 millones de a\u00f1os. Como se puede observar, coinciden con la mayor\u00eda de los picos de extinci\u00f3n. Los dos per\u00edodos en los que no hubo extinciones podr\u00edan haberse dado porque, por azar, ninguno de los cometas desplazados en esos ciclos dio en la Tierra. El peque\u00f1o icono representando un dinosaurio marca el fin de la era de los grandes saurios. El art\u00edculo cient\u00edfico original que analiza la desaparici\u00f3n de familias de f\u00f3siles marinos fue publicado en Proceedings of the National Academy of Science USA, vol 81, p\u00e1ginas 801-805 (1984).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Iridio en las capas f\u00f3siles<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Iridium-Rich Layer\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQxe4KZ-hABgoixu3zq0eeT_Npk_jVW1lciAA&amp;usqp=CAU\" alt=\"Encuentran iridio en cr\u00e1ter de Chicxulub, elemento que prueba ca\u00edda de  meteorito\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Encontraron mucho Iridio en el cr\u00e1ter de Chicxulub, elemento que prueba la ca\u00edda del meteorito<\/p>\n<h1><\/h1>\n<p style=\"text-align: justify;\">Otra evidencia de grandes impactos sobre el planeta es dada por el hallazgo de grandes concentraciones de iridio en las rocas fosil\u00edferas. El iridio no es com\u00fan en la corteza terrestre, pero s\u00ed lo es en los objetos extraterrestres como los cometas. Se han encontrado rastros de iridio en m\u00e1s de veinticinco sitios paleontol\u00f3gicos alrededor del mundo. Est\u00e1 presente en el registro de fines del Cret\u00e1ceo y principios de la era Terciaria, que marca la \u00e9poca de la extinci\u00f3n de los dinosaurios. En la zona de piedra caliza fosil\u00edfera llamada &#8220;divisoria K\/T&#8221; se puede encontrar una capa de arcilla roja que es 600 veces m\u00e1s rica en iridio que las todas rocas adyacentes. Esta capa fue encontrada en veinticinco sitios y se ha demostrado que proviene de un mismo origen, midiendo la concentraci\u00f3n de otros elementos que acompa\u00f1an al iridio, tales como renio, oro y platino. La concentraci\u00f3n en todos los sitios de estos elementos es tan uniforme que s\u00f3lo puede explicarse como proveniente del impacto un \u00fanico asteroide o cometa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Iridio hallado en Chicxulub prueba que un meteorito acab\u00f3 con los  dinosaurios\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Iridio hallado en Chicxulub prueba que un meteorito acab\u00f3 con dinosaurios\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Del estudio de estas concentraciones de elementos, se ha deducido que la cantidad de iridio presente provendr\u00eda de un asteroide de unos 10 kil\u00f3metros de di\u00e1metro que se estrell\u00f3 en la Tierra. Un impacto de esta magnitud producir\u00eda una enorme cantidad de polvo muy fino que se extender\u00edan por la estrat\u00f3sfera, produciendo oscurecimiento y, adem\u00e1s y como consecuencia, un fuerte enfriamiento del planeta, condici\u00f3n que crear\u00eda un entorno inhabitable para la mayor\u00eda de las criaturas de la \u00e9poca.<\/p>\n<p style=\"text-align: justify;\"><strong>An\u00e1lisis de los meteoritos<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS_Cg2375JX3jLzV6-3_6HxK4xUUGfhljMNzw&amp;usqp=CAU\" alt=\"Iridio: c\u00f3mo es el metal ultraescaso que abunda en los meteoritos y que  aument\u00f3 m\u00e1s que el bitcoin - LA NACION\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRnRRqT49KI9HO7C5N3eTC6ZNXbY8hC2gmYZw&amp;usqp=CAU\" alt=\"Un Metal que Fue Tra\u00eddo a la Tierra por un Asteroide que Extingui\u00f3 a los  Dinosaurios Podr\u00eda Ser Una Cura Para el Cancer\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otra l\u00ednea de evidencia, no relacionada con efectos terrestres, se basa en la exposici\u00f3n a los rayos c\u00f3smicos que sufren los meteoritos en el espacio. Se puede determinar si un cuerpo ha estado expuesto a estas radiaciones midiendo la cantidad presente de cierto tipo de is\u00f3topos, como el Ne\u00f3n 21. Usando esta medici\u00f3n, se puede saber cu\u00e1nto tiempo ha estado un meteorito en el Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"XXL MUSEUM!! Meteorito Condrita NWA tipo H Con costra de - Catawiki\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y se ha encontrado que los meteoritos creados por impacto de cometas han ca\u00eddo a la Tierra aproximadamente al mismo tiempo que las tres \u00faltimas extinciones masivas. Los meteoritos que han sufrido el impacto de un cometa tienen un alto contenido de hierro en forma de chronditas H. El hierro que contienen proviene del n\u00facleo de asteroides o planetas que han sido golpeados por cometas. Se ha encontrado una correlaci\u00f3n entre la presencia de chronditas H y las extinciones masivas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Inversiones del campo magn\u00e9tico<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La inversi\u00f3n de los polos se acerca: \u00bfPor qu\u00e9 debe preocuparnos?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dicen que la inversi\u00f3n de los Polos se acerca<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con el descubrimiento del paleomagnetismo, se ha agregado otra prueba a las evidencias que presenta la teor\u00eda de N\u00e9mesis. Se ha analizado la hip\u00f3tesis de que, al hacer impacto un cometa en la superficie de la Tierra, las altas temperaturas de la cat\u00e1strofe evaporan gran cantidad de agua que luego, al producirse el enfriamiento masivo del planeta, se congelan en los polos. Debido a la conservaci\u00f3n del momento angular, esta redistribuci\u00f3n de masa es una agitaci\u00f3n suficiente como para alterar el campo magn\u00e9tico terrestre. Se han producido inversiones geomagn\u00e9ticas doscientos noventa y seis veces, cada aproximadamente treinta millones de a\u00f1os. Lo cual coincide con la teor\u00eda de la estrella mortal.<\/p>\n<p style=\"text-align: justify;\"><strong>Descenso del nivel del mar<\/strong><\/p>\n<p style=\"text-align: justify;\">Otro efecto del congelamiento de grandes masas de agua es el descenso del nivel de los oc\u00e9anos. Se ha demostrado que esto ocurri\u00f3 en la divisoria K\/T.<\/p>\n<p style=\"text-align: justify;\"><strong>Las estrellas binarias son comunes<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estrella binaria - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Estrella binaria | Astropedia | Fandom\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">M\u00e1s del 50 % de las estrellas de nuestra galaxia son parte de un sistema binario, lo cual ayuda a apoyar la posibilidad de que nuestro Sol posea una estrella compa\u00f1era, que posiblemente sea una <a href=\"#\" onclick=\"referencia('enana marron',event); return false;\">enana marr\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Qu\u00e9 se dice en oposici\u00f3n a la teor\u00eda de N\u00e9mesis<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Vulcanismo<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/10\/2e\/76\/102e7646c471e592cdbb4ed96a003f0b.gif\" alt=\"72 GIFS TORMENTAS, VOLCANES EN EURPCI\u00d3N, TIFONES, HURACANES, LAVA, GRANIZO,  RAYOS, TORNADOS | Fotografia naturaleza, Naturaleza impresionante,  Naturaleza\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para explicar el enfriamiento masivo y repentino del clima del planeta causado por un oscurecimiento debido a la presencia de polvo en la estrat\u00f3sfera, se ha apelado a un hipot\u00e9tico incremento de la actividad volc\u00e1nica. Sin embargo, no se explica de este modo la periodicidad detectada en las extinciones ni la existencia de capas de alto contenido de iridio en los registros f\u00f3siles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Otra causa del desplazamiento de cometas<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/www.gifss.com\/espacio\/cometas\/images\/cometa-4.gif\" alt=\"Gifs Animados de Cometas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aceptando que se hayan apartado grandes masas de su \u00f3rbita en la nube de <a href=\"#\" onclick=\"referencia('oort',event); return false;\">Oort<\/a> y que \u00e9stas finalmente hayan impactado en la Tierra, se ha presentado una hip\u00f3tesis alternativa seg\u00fan la cual nuestro Sistema Solar pasar\u00eda, en su movimiento alrededor del centro de la galaxia, por nubes gigantes de polvo molecular que podr\u00edan producir los desplazamientos orbitales. Sin embargo, este tipo de nubes est\u00e1n en un estado demasiado alto de dispersi\u00f3n como para que se produzca una fuerza gravitatoria suficiente.<\/p>\n<p style=\"text-align: justify;\"><strong>El planeta X<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sorpresa! El Planeta X existe de verdad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otra teor\u00eda introduce la existencia de un d\u00e9cimo planeta en el Sistema Solar, el llamado &#8220;planeta X&#8221;, pero esta idea requiere la existencia de un disco interior en la nube de <a href=\"#\" onclick=\"referencia('oort',event); return false;\">Oort<\/a>, y los c\u00e1lculos indican que esto no ser\u00eda posible por problemas de estabilidad.<\/p>\n<p style=\"text-align: justify;\"><strong>Velocidad de la extinci\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">Algunas personas argumentan que los dinosaurios no se extinguieron tan r\u00e1pido como parece se\u00f1alar la teor\u00eda de N\u00e9mesis. Las especies fueron declinando lentamente, y no de repente, en una cat\u00e1strofe. Sin embargo, la teor\u00eda de N\u00e9mesis no implica necesariamente una extinci\u00f3n inmediata de la vida, ya que la teor\u00eda implica la existencia de varios impactos, y de distintos tama\u00f1os de cometas, de modo que algunas formas de vida podr\u00edan haber sobrevivido a los primeros golpes, pero no a los que les siguieron m\u00e1s tarde.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00d3rbita inestable<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/www.freewebs.com\/bibianabryson\/c-ZappingNemesisLluvia.gif\" alt=\"La Aventura de la Ciencia: N\u00e9mesis, la estrella de la muerte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otros hacen notar que la \u00f3rbita el\u00edptica que se propone para N\u00e9mesis no pod\u00eda mantenerse en el tiempo y que la estrella compa\u00f1era se habr\u00eda apartado para siempre, y hace mucho, del Sistema Solar. Pero los investigadores que han desarrollado la teor\u00eda de N\u00e9mesis han dicho desde el primer momento que su \u00f3rbita no se ha mantenido constante a lo largo del tiempo, y que esta estrella estaba antes m\u00e1s cerca del Sol. Otros objetos gal\u00e1cticos, una estrella errante, quiz\u00e1s, pueden haber producido una distorsi\u00f3n de la \u00f3rbita de N\u00e9mesis, haci\u00e9ndola m\u00e1s amplia y menos estable. Una clara demostraci\u00f3n de que esto es posible y que la \u00f3rbita puede mantenerse por otros mil millones de a\u00f1os m\u00e1s fue publicada por Piet Hut en Nature, vol 311, pp. 636-640 (1984).<\/p>\n<p style=\"text-align: justify;\"><strong>Variaci\u00f3n del ritmo estad\u00edstico<\/strong><\/p>\n<p style=\"text-align: justify;\">Otro argumento en contra es que las extinciones, si bien son regulares, han tenido un ritmo que presenta un rango de variaci\u00f3n de unos 4 millones de a\u00f1os, ya que el registro de las extinciones masivas tiene separaciones no absolutamente exactas, que var\u00edan entre los 26 y los 30 millones de a\u00f1os. Sin embargo, este aparente problema en la teor\u00eda se puede explicar por desviaciones breves de la amplia \u00f3rbita de la estrella N\u00e9mesis producidas por encuentros con otras estrellas errantes o con las nubes gal\u00e1cticas.<\/p>\n<p style=\"text-align: justify;\"><strong>Encontrar a N\u00e9mesis<\/strong><\/p>\n<p style=\"text-align: justify;\">Muchas estrellas conocidas y registradas podr\u00edan ser N\u00e9mesis, que deber\u00eda ser visible con un peque\u00f1o telescopio e incluso con binoculares. Pr\u00e1cticamente todas las estrellas con las caracter\u00edsticas de la hipot\u00e9tica compa\u00f1era del Sol ya han sido catalogadas, pero se ha medido la distancia de muy pocas de ellas.<\/p>\n<p style=\"text-align: justify;\">La b\u00fasqueda de N\u00e9mesis se lleva a cabo en el observatorio Leuschner, ubicado en Lafayette, California, Estados Unidos. Se utiliza un telescopio autom\u00e1tico, que fotograf\u00eda campos de estrellas y compara la imagen con una nueva fotograf\u00eda tomada entre dos y seis meses despu\u00e9s. Una estrella cercana que se mueva en la cercan\u00eda mostrar\u00e1 un desplazamiento notable, mientras que las estrellas lejanas quedar\u00e1n casi en el mismo lugar. Lo m\u00e1s probable es que N\u00e9mesis sea una <a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a>, con una magnitud entre 7 y 12. Se cree que ser\u00e1 hallada en la constelaci\u00f3n de Hydra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSx_0Rx2UPZtdYelLsLBhTF68pQ2gTelV9qpQ&amp;usqp=CAU\" alt=\"Constelaci\u00f3n de Hydra. Estrellas amarillas brillantes en el cielo nocturno.  Un c\u00famulo de estrellas en el espacio profundo, el universo. Ilustraci\u00f3n  vectorial Imagen Vector de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Parece curioso que no se haya detectado a\u00fan a N\u00e9mesis, pero hay que tener en cuenta que los investigadores que la buscan no tienen los recursos que quisieran. Debido a que el telescopio de Leuschner no es del todo adecuado para este trabajo, han estado trabajando en la construcci\u00f3n de un nuevo proyecto llamado Large Aperture Synoptic Survey que, espera Richard Muller, terminar\u00e1 de una vez por todas con la discusi\u00f3n sobre la existencia o no de N\u00e9mesis. &#8220;Si el telescopio funciona, encontraremos N\u00e9mesis o probaremos que no existe. Esto me hace sentir bien&#8221;, dice Muller. &#8220;Si no existe, podemos olvidar esto y buscar otra explicaci\u00f3n&#8221;. Pero agrega: &#8220;Soy optimista: creo que la encontraremos.&#8221;<\/p>\n<p style=\"text-align: justify;\">De todas las maneras, si no es N\u00e9mesis podr\u00eda ser cualquier otro. Si miramos hacia atr\u00e1s en el tiempo, podemos encontrar los muchos cataclismos que los planetas y lunas del Sistema Solar han tenido que soportar a lo largo de su historia y, desde luego, la Tierra no tiene certificado de seguridad que le garantice que, en cualquier momento, nos caer\u00e1 encima uno de estos angelitos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p style=\"text-align: right;\"><em><br \/>\n<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F23%2Fnemesis%2F&amp;title=N%C3%89MESIS' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F23%2Fnemesis%2F&amp;title=N%C3%89MESIS' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Hace mucho tiempo, mucho antes de que nacieran nuestros abuelos, ese sol demon\u00edaco atac\u00f3 a nuestro Sol. Los cometas cayeron sobre la Tierra y un invierno terrible se apoder\u00f3 del mundo. La mayor\u00eda de [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[33],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4451"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=4451"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4451\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4451"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4451"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4451"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}