{"id":1969,"date":"2020-12-06T06:50:57","date_gmt":"2020-12-06T05:50:57","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1969"},"modified":"2020-12-06T06:59:00","modified_gmt":"2020-12-06T05:59:00","slug":"%c2%bfel-sol-tiene-un-acompanante","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/06\/%c2%bfel-sol-tiene-un-acompanante\/","title":{"rendered":"\u00a1\u00a1Qu\u00e9 Historias!! \u00bfEl Sol tiene un acompa\u00f1ante?"},"content":{"rendered":"<p><strong>N\u00e9mesis: monstruo estelar<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"imagen\" src=\"http:\/\/3.bp.blogspot.com\/_zj5ibbOrnaI\/SqS_hMMYfPI\/AAAAAAAAD-o\/JMQ6u8B16uI\/s400\/N%C3%A9mesis+La+estrella+del+Fin+del+mundo+7.gif\" alt=\"\" border=\"0\" \/><img decoding=\"async\" class=\"imagen\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/65\/Kuiper_oort_es.png\/300px-Kuiper_oort_es.png\" alt=\"\" border=\"0\" \/><img 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\" alt=\"N\u00e9mesis: monstruo estelar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<table border=\"0\" cellpadding=\"12\" bgcolor=\"#e0d0ff\">\n<tbody>\n<tr>\n<td style=\"text-align: justify;\">&#8220;Consideremos este cuento: <em>Hay otro &#8220;sol&#8221; 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 murieron. El sol demon\u00edaco nos ha atacado otras veces antes y volver\u00e1 a atacarnos.&#8221;<\/em><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\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 quepa 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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\" alt=\"Extinci\u00f3n masiva - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Extinciones masivas, el mecanismo del planeta para regular el exceso de  carbono - Republica.com\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Richard A. Muller - Wikipedia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"N\u00e9mesis la Estrella de la Muerte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 <em>paper<\/em> 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). Los autores del <em>paper<\/em> 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/axxon.com.ar\/zap\/img\/c-ZappingNemesisLluvia.gif\" alt=\"N\u00e9mesis: monstruo estelar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p><!--more--><\/p>\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;\"><img decoding=\"async\" src=\"https:\/\/static4.abc.es\/media\/ciencia\/2017\/06\/17\/2-newevidencet-U10107421996fQH--620x349@abc.jpg\" alt=\"N\u00e9mesis, la estrella compa\u00f1era del Sol, existi\u00f3 de verdad\" \/><\/p>\n<p style=\"text-align: justify;\">\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 (<em>Nemesis<\/em>, Plaza &amp; Jan\u00e9s, 1989), pero no trata exactamente sobre esta estrella.<\/p>\n<p style=\"text-align: justify;\">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 style=\"text-align: justify;\"><strong>N\u00c9ME<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>S: &#8220;Aquella de la que nada puede escapar&#8221;<\/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=\"Herc\u00f3lubus, el Planeta Rojo: El Asunto N\u00e9mesis (I)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRo3E715nYs-z0smEzvPVsPRD9kLnFP6vb1_A&amp;usqp=CAU\" alt=\"N\u00e9mesis, la estrella hermana del Sol pudo haber existido de verdad, pero no  provoc\u00f3 extinciones masivas\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQPQkAOFxlF-AOezjdyVzycoKPJAh_Uf1wgrw&amp;usqp=CAU\" alt=\"\u1408 Del sistema solar dibujos de stock, ilustracion sistema solar | descargar  en Depositphotos\u00ae\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Planetas Sistema Solar: Los 15 planetas, o m\u00e1s, del Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hallazgo de 20 lunas m\u00e1s en Saturno eleva su n\u00famero total a 82, tres m\u00e1s  que J\u00fapiter - INVDES\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las grandes lunas de J\u00fapiter pueden estar calent\u00e1ndose mutuamente\" \/><\/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:\/\/www.cienciamx.com\/images\/aic\/ciencia\/universo\/nube-oort02.jpg\" alt=\"Proponen modelo mexicano de la nube de Oort\" \/><\/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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/_7zhiOvJkWX4\/ScJTDVBBL1I\/AAAAAAAADZQ\/XWWX10jzi-o\/s1600\/planeta%2Bx.jpg\" alt=\"Planeta x. supuesto planeta que vendra en 2012 - Off Topic y humor\" \/><\/p>\n<p style=\"text-align: justify;\">\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:ANd9GcT4DE7JazSQWi5igzrMEGiriQiOQKuYcbza_w&amp;usqp=CAU\" alt=\"N\u00e9mesis, La Estrella Mortal.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUTEhIVFhUXFRcVGBUWFRcVFRUWFRcWFxcVFRUYHiggGBolHRgXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAPFy0dFR0tLS0tLS0tLS0rLSstLS0rLS0tLS0tLS0rKy0tKy0tLSstLS0rLS0rLS0tLSsrLS0rK\/\/AABEIALcBEwMBIgACEQEDEQH\/xAAbAAADAQEBAQEAAAAAAAAAAAAAAQIDBAUGB\/\/EADYQAAEDAgQEAwcDAwUAAAAAAAEAAhEhMQNBUWEEEnGRgaHwBQYTIjKxwdHh8RRygiNCUmKS\/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT\/xAAfEQEBAQEAAgIDAQAAAAAAAAAAARECEiEDMSJBURP\/2gAMAwEAAhEDEQA\/APw8JhtJpcC4ms5Xil+mqUICAKEwL7VuOlNVKCyO2qoFRzGIml4ykxJ8h2VYbJmooCakC2Qm52UalWHI6KJQSpjQcUAqFYBJOtTpaSVU1Ur0\/Z3G8oINiIXkhb8OJBgGgk6AEgSfEgeKx3zsdeevb2uHfOFEWdM7A\/eq2HtSCWuIAiY7GBsvMwOJcByzTSaV28LrX2nhue4Og8sCDFBS0rz+E3L9O2+nt4mEzF5S0lwIqQayJEkQupvDO5Ki1J1XF7Kwfh4YfZzYBEzNbx5r772Q1uJw8mJBv4Bc+LnWJ3PT8243CIoV4uNhfMBIrrQeJK+29u8F\/uApkdV83xHDA1OWkDvqvVK899PJGHQyYpMRciw8zVQu3HYuB7qrbH2oOrWv5SnO2f8ACzlMuWkwy8kyZJNSTUknMqXFKUIBMhI6IRFlhABIMGxihi8awoKFTDBqJGY1EzAOXVUTCAm2bCa5a6UShAJFMoaYr+JHiCgSbmxpYGhm4nukhAIQUIEqY0m19BdKDExS05JsjOYg2pWDHhMIoAk0zSLkkQiBW4iw3rWvgbKJWvPYUpNQKmddUEseRYkSIMGJGh2WjTtret6d1jKYKljWrxItFR0UNMZJueTAJtQbCSYGlST4pObBIIIIMQaERqEDDleGCZjIScqUHjkpkXgdKxUXukSMv5vXZF16eA8A\/MBBm2XReuzii9rWAA1mIn6azSsL57hMUtMggHQie4NF6PBPIhoN4mgNAQaTaoFvyV5\/k4\/b0cdPp8XhC\/DhjWkgjm5ahrqiwvT7r7v3Qw8LEa9gBa4csiZkHLc0X5+1oa0PaRQ80VqZ65Qva4j3jbhFxZhw97IJDmxM\/VAsaLxzZXW+4+p95PZAaIAplSLL859qcNyyv1b2ZxP9XwrXxFBO1Bmcu6+I95uDgxFTUUuvd8fWx5e4\/PeMdAM\/ZeSSve9o4Qiq8PE6fwNPNdYwgplEK3nmJMATkBA7KiHuJMkknU1KS15hSZpQiAKE5HM1NTssUZMlAQ2RBFK0O4TKIISVsdEEEgggiKEZyDkRRSVQkiUIcUFYjwYgRArnJ1UlJCBoTIiNx+SPGyRCBIQhA+akZXhJPl1Bg239FJA4QCkqJkiwsNupQDXCDImkCtjIM70keKA2k0gEC4ms2Fza+VNQkUkFkiTApNJuBO1JQ0TmBt38AP1U0TMUid5Of6IKYEEG+kW8lLTWl+61lRWYMeq5FaY7ml8tENyDjMeKhwTxXEn5qmBWZpAjyhDDLpNKU12rU61pvC6f6yopECKZxn1XITPUfYAD11UhS8y\/bc6x9t7E4phjmMLt4\/gMV7zjYXLykBsQCDMiYpFKzuvjvZr5MGgov0j3TxGNH+oQW6E\/LtK8nXx2W4789uv3Z94\/hMOF8M8kCSDP00JAym98j0T94nc3zYUg6zUSMl53vT7cwcN5\/p8XDaC0nlYWuEzUFtq6Lzfdz2\/hN5m4uKy88zjcEWqpxOp6\/R1lmvL4\/giJka1vMC9V4GPw8SV97x3Jiz8OHVNWkOEZWXznHYUUgW\/JqftTQL1SPPr5p2HF0Gi6uOw6T1XK1syB4Tc7KiMRpFCCNiIPZAHhTrVWGIIWkJoFJtNYvGcTSVJdSPVd0ypKIEdE4\/H8etFTMMGfmAgTWa\/9RANesCiqM2+p\/dIhWHUI1jKtNCpUCCSZRKorlED5hnSsiLTSK7KUkIBCaECQm0SYGaGtJMASdBUoEqApbxUqwCRArcwMtSeyCb+oRCAmSgSpjLEyGzBcBMdLAmMpQa36ZAUEDbSSkDFjtTehQIlal8CwqAJ+a8gze+Wm2al7BQtDooCTbmitbAIDqdDPcR66lAO6bzWo\/aD5q8NrgxzuSWSGkmYa5wJbUH6oaY6FGPh8tJneHARtzAZzlcJkF4Li6XS1sEnnMgwQMwA0D\/IIrAnZW90xAAoBSa7mTfpRSG5LobhqW4vPF6+k4WIW2KeLjOd9Tiepp2VjDVcix5R3nxVzQhdPw0fDTza\/xrBjy0y0kHUGD5Luw\/a+JHK88w3+rLPwC5\/hKThK+UZvxV1cW8FvMxstn\/yTMA599FxNaZMWGcZTE7ZLXAe5juZvQgiQRm1wzGy9DHwGHD+NhtlshpbMnAeZo4EfO11eV1LEGSKmLLHnFRStPxB3pbai2eZknOvjusTGZMQbATMGBcUmJOnZacmRS\/O6pBCAA9XSThEUmReIz69FUQgnKl7\/AL6IKrkqAflmKkGgMEEwJiDNAoBuGSCYPKCAXQSBNpPgeyh3rJOEIEiEykgSE0KhLZohvMH1+YFokECgvZ0yaCbGVlGeWv3+4SQCYPqJSQgcxNduqpmGSCQKNqdpMDzKhCCmoc6b6RpYQEm3tO2qHa0FbaINMPEIta5Fxl9QzExQqHNiKEG9dDotcTE5q2o0E0vEWA0FlAAmxiejuWe0wgGRDpi1JkSeZv0wImJvSJzhN8SYkgWm\/UgeCQaKiRahrFpi3UdSpaD3QaYVFoHrNOFivRzcjQPT51khTG53W3OnzrGUSpjXnW3OjmWMolPE823Mun2bxownyW8zHDkxGf8APDMczZydQEHJzWnJefKJVxm9a9H2xwvwXnD5uZsBzHxAfhvHMx40kEHYyMlw\/KW2hwJMzQiBDQ2LzNZzyXuEfH4Fj7u4bFOCdfg44diYc\/2vbij\/ADC8HEvRWOFiU+SCJgTBmhgHp9rohPkOhtNstem6rAfpShNQAJr5qSykyM6C4jXRUPWiHHecvAWVRlCAKKyFD7opBCEyECSKaIRCQhCBIKE1QQhokxIFbmYG5iqSEAhCEDSTIohAk3epQCrcW8oiQ7PMGtI0ogzWjPwpw262FTUAxIFJuap4aLPtoCqBUBOVix3lWiFEpyo3KqEQlKOZF04ShHMlKJ6PlShEpEozce\/7qjnZxuFNHcI\/EH93DPw8YeTXjxK8g8MQZXq+5Z\/18Sbf0fGz0\/pcX9lGPJ6C2g6aKfuufTHC9nNOE\/EOIwFpaAwk87+aatEQQIrJFxdeditM16eAsul6gtV5lZ6sYlqHbAdPC8mtbq3BKKb+UVnxstssoSIWhClyqE9xN+nZQFYb6kBEAEg\/MBzD5TAmCGuBiomDuNFFZk5JJoKBIQhVCa4idxHgglJCAQUIQOEAIKSBgojXTVAOoSQO6SaZGgz9BA2tzIMfeIpPiEgUjNjOsdc\/sqDbTSayfEfhAwU5UolR0lVKcqZRKY1qpTlQnKmLpyiVKExNVKUpSlKuJa+g91n8jeKxSJDeGOGP7uIxMPCj\/wAHEP8AiujiAHNoo4PhHDhWYYo7Gf8AHdqMNk4eDM6k4zuhYc118HwxA5TMgRBAFJJuL1OeXguPV\/JqT8XkHBNorP3XKDXxX0fG8JAqIK8TGwYNl0c3MWqSFsWKHMWtZYEJO3WhCgoIAUppcxAI1\/H2QJSglCBIQmghCEKoEK5Ght3MmDsLdlCAQnZJAJgSch9klTsrWyMzU30KCVYc6IkwDOcAmBOxoOyTXQDQVEVE5gyDkaRI3SAQDWzQIlAEq8Tln5ZjKb\/eiCi0QIJnOlNoOdFEIYam5NfEn1K1oYgzSTS3r8o1MrFC1LFJYprXjUIVciORPRlSmnyJ8iJlQuv2dwwe755GG35nkX5f+Lf+zjQddAVizClei3D+WGkBoqQXNDiaieWanQadSpb\/AAzPt7nC+0BiP5nADRo+logANbsGhoGzQvScW3tpE918twmKWkR1m0eK9MY5LeWaXXOz01K9HEeHCCaryeIwVz4Li51TBm9\/ILrwCXNrYUynWVOev1V65cGJhx681zOXq4mEuR7F1cnHiNEmDIyMRI1jJYuC6sQLBwVHOQpIWxCyIQZlKVRCkhApQhCCUIVARM6dOn69FUShCEAmAny3rbzSBiyBJgJIQOD4eSbtYhAcYImmY1SI9SgSt7SLiKA9wINdZnxUKgBF6yKaisme3dBsx0NJDaUBlszJLhLv9hpFImDusA6Ec2WX6JsiRMxnFTGyCg+FYesQL1y71y9ZIlManVjfmRzLFpvU7R1F\/CVbnkSKi17qY1\/pWhO3eiARn5LIH0VQ1TEvddAfS2foLRlIJiu+mRF9FyytBiE3Ow6adEZduE6F34BtMRnWF5bMQTtpNe8LsY+uyDvZhE269lpBbY5W+4UYWII31rIrlBjvKT8YxC5dcye3Sday+JWqye1TiiKiRojDxiaFOev6dcsMQLBw7fzl37r0MXDpO64sVi6ubmcs3BbuCzLUGJUkLZwUEIMoTV8qEHOnKSFUNrSZjIT4JBCYCBIQqinlep8EEoTKYaYmKTE5TePIoE4bzb7W\/CYil4z\/ADCQF6\/v0SQU10eqdlKZcdUkGuKI+WGyCTzAkzIFLxAg5Zm9IgSIkXqJFwDFNqEeCfNSI3t+c7IxCZqZ3r+UEkpLRvzcrQ0AzHNaS63MSYHlmkxsnxiZoCdTpdBeFP1RIHymkj5gREwQCQDBvSRZSQTJqYvnGVT5JEVyz0iiG6TE0N4jUxXyQUD1Jjt+oidPKob3BykWKrELQRygxA+qDJnawtRQ39vtdBQVhS2KzM5ZdZ\/TfaCNcordh0\/f+F0YT4XGCtGvUHq4OIt8Rs5xQkGtwCQKA1JEDKSJgVHmsxIoQZgG8XggwRaCOt5hd2BjSEvtZ6J5kGK\/fuuQy1djyG1i\/qVligaeW5\/ZcLMdZSZxc0Kh4UFzRbx66jTJL4krc7ZvJOas3NW8KSF1lc7HO9nq6y5F0OCzcFUZcqFSEHEhOUigEIQgEBNwGSCUCKcoA8kAoG8yaCNhP5KlMlJAxFZnbrIv4SgSPshBKAaa2nbVN7yTJMkptMzMWznUUEUnrRS4oHzbZb31v4eKcyDJ3tckiaqQPXROKTkado\/VANOqbSKyMtYrravRSR60TQIKmCorFRWtN6VTxGkH5gQaXmYIBF9oUgoNHTUmbwTX6pms537dUpSDtZ756oUVoFQUNOvrRaMKlgYMTTp+vrVdeHiREfx+v7rmCsCFMa16AfzD8Zb59EGQ1c2E5dOSxZqyuXlroocxy0a6tV1YLdliN2uNhK2FU3NmyYC3zWOoxe1ZkLrOGs3Ya6sOWELXkQiPJQhCoFRYYDsiSAdxBP3HdCECdGSA7zohCBh5gtpBINhMiQK3FzTpoFKEIBWx4APygk2MmW1yrWlK6poQZgrXCwi4GLNHMSbNBc1s6mrhbVCEGStzDAMUMxvF0IQQmEkIKil\/Cs9dEkIQVKSEIGB68vynPr9UIUGgaSC7IFrSdyDA7NPZNpQhFW0qw5CFKLw3Luw3SLfv1QhSLUv4bmO60YYgG6ELn1G5UuWTZBqhCiusVChzE0LvHKsntgwdvMSEIQtI\/9k=\" alt=\"Y si nuestro Sol tuviera una hermana? La fallida hip\u00f3tesis de N\u00e9mesis\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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oNJnsPYbVz3APiwXGFu8ArHRXXRWPYEH5T+x9K6LGW3KgIYOZTMxoCCw2O4n\/40M6VaFWOaLKq+HqUJZZoLFKKzrWFxK28ovAvmBzOM3SEAK6ASZEkwBqdBMAdrCYtZHPQ6k9SM0HTTf5dPM7+ZFpQakUorNu4fFlABdthwZJymCMogbfqzfceMplibGKLyl22FGwKkzoJn6zG\/+FAF+KiVp7CtlGcgtrJG2+n7RUiKQA4pVKKVMCFZvxLizbw1xl0YgKD4zEAkesE1o1m\/EmFNzDXFXVgAwHnKQSB6wDVVa\/Vyy72ZfhsvXQzbXXycpwL4kexCPL2tgP4kH9knt6H6RR\/jLFpd5L22DKVfUdtV0I3B9DXN0q4HaZum6b1Xwes7HTVZVo6PXzuOD9PUbj1Fem4G\/wA6xZdiAWynWIZ4IIg76yQPIB7V5kB9fQbn2r02zw22uHsWr2hWANT\/AFhtuGEj0Z9frWvoy+aXKxzum8uSHO\/tx+gvwJbTnuSCdiDBEq0DyM0azrvO1WHwhIjmHQmfQyrCftOumpgAQBTPCcHEAgBWJ0uEEmdZg66n7k+TSfg+ECkknKoMjmtAAJG0+QY8n6V2TzoY4AiCb76ERJ7kwB66nSe5HgRZsDKDL5uo6ntrlygz2IjXX61n3+FYYtbTOQFLuFDmGzELq3aGAiCDPkkyTB8Hw4Ia3rlMiHzCTB7GPB+3YLABpTSmmIp1WkMVKap8ZvvasvcRA5UTBJGnc6eBr9K4HG\/EWJub3Co8W+gfcdX71mr4uFF2e5twmAqYlXi0kW\/jj\/3P\/wBtf5tWFZvMjB1MMpDA+o1FRNEwuHa4621+ZjA+vc+g3rhVJupUclu2eppU1SpKEnokep3XVreYtkBCtmkDLqGGp+goAwrSV57TIAE6jpmDrvEn29YIJi7NvlZX+Rcnn+FlKaD+0Fqh\/RWEhkkCTJPMM7d2nXQfsPFemR4l2voXzgiQy819WDbyVEkwJ7Tt26RvrLXcI2XW8wAQhjMeZeexHmqS8Iwp0BPckcxoOgJJBOujCTTNwvDPbAV4RnR9H+bKs5TPlWk94jwIYi7+EIBm+3SOokiBCic36RGp2PcEbm1hLJRcpYtBOrRMdhp\/v+VZQ4NhiSJksZjmEk7+snc\/v+pp2ZoAlNUOP4s2sPduDQhYB8FiFB+haa0UWqfHsEbuHu21+Yr0jyykMo+4FV1b5Hl3sy2jl6yOba6v4XPJq0MVjM+HsId7TXR\/2tkZf3zD6VQpV5lSaTXP+z20oKTTfDX2a+o1emcMxPOwlp3uFCQsvIBLI2UanyyjTvt3rzSvTOH4JbWGsW7hKspBEEgi4+YkSP7zj2muj0ZfPLlb+vqcjprL1ced\/a2v0LIwZ6vznnSdQYIAOoMxpBjTee9Na4eVyg3XhRlWexyZBE99fXYf2i1EcFwZBGaQQJHNMHttMbMBp5AqT8HwkMcxEA5jzWBAkgzrtI77nyZrsnmy4\/D2Ob819RHsJMbR5P3P0cYYz\/XNv3PcakaEeNvQdpDVBwvDKc4bKSGXNzCJkFW3OpGc+xM70C1wjCQAXzFQstzIk5WWREAaZtF0GugBMgG7P+\/bQ0qHhsOttFRflUQJMn70QmgBop6aaVIAYTWiW01omWldJCkqAWAJAJygmNAWgwPWD7UBc5Pj3whnY3LBCk6lG0UnuVI29tvasEfCuMmOV9c9uP8A9p\/auptfF1oojFSC9svkAvMZC2rmVCtr8wBLoZiu0EANrFr\/AImw2YgvoM0nLclcmcuXXJ0oFQtmJ2jsQTjqYClOV9V4HSpdLYinHLo\/H+yn8PfCYssLt0h7g1VR8iHzr8x+0fY10OKE5RkDS2s\/wiDLbeJHrMVHBYxLq50mJZSGVkYFSVYFWAI1FHrRSpQpxyxRir16laWabuzJt2XAAOFtkwJOZAD2OkepH3HuQ22ygfhU6gc651010G0N8qnt2HatGaU1YVGYlpxA\/C2wsjZ16QTLaRruT66\/XQtWFXRVCgmTAjXaf2qc0poAYrUkWo04oAkwri+MfBwLFrDBZ\/8AptOUf3WGw9I+1dnNY54yvMuBli3buC0Xks5ulEuZRaVSQmW4DmJGx0iGNVWjCqrSRfh8TUoSvBnHp8I4kmDkA8lp\/kJrqOBcBt4fqnPcIguREDwo7D9\/5VBPivDM2VOYZS24bl3ApS4zqT8pIyi2SZAHUuupg6\/EeFMQ7HMqMoFq6Sy3CAmUBZOaQQPGu1V0sHSpvMlr3l9fpGvWjlk7LuL+JnKYUMdIUmJgg79vNUTaeYGGt7TOcfNMxGXyJnzrWiES9bBBzJcVWUg6MphlIPgiKGOE2\/XcH5jpG0f77DwK0mEpWkuxrhUHaA66AgAjbUat\/lrU8Ngyel8MqoSdihGugzIND0gCfSrg4akZdSuRliTqHMmfXeD2k+aGOEW4jq2ic5n5Su\/saYFSzhLgUE4a2XC7hlWdSYWB0gTP381sBKDhcElskqCJAESSIBJED61ZpASUVIVEGq\/E8atmzcvN8qIWOoEwNBJ0BJga+aYjB+IfhBbzG7aYJcOrKfkY+dNVPk6z471zn\/BuMmMi++dY\/wA\/2rqR8ZYXIjy\/UqMQqM+UNys3Woytk5yTBO9GvfFeFT5ncb72b38Ks7n5NlCNm8RB1IFY6mBpTlmtbwOjR6UxFKOVNNd5S+H\/AIQWywuXWDuNVUfIp866sfG0eNjW\/jAYXLbznNtOXLoeqe3j6\/SqH\/E+F1620BY\/l3IyjLDzlgq2dQp2YnSYMVsZ8R4J1Ie4+UQx\/LvKAMjMWJy\/KqqxY7LGsGK0UqUaayxRkr4ipWlmm7ss27TjLOCtjaQHQlYyjoGXWFZ\/G0d6JjMO8sqYa3l0GYsozCQSMsekfbxRjwq3Oubc\/wAR\/wB\/7J3JNSucOQqUMlSiJEkQEMhhGzba\/wBkeKsKTObDtkCthUIB2DIIkjOyjsdSRHjcUr2EOdh+HtuhjKTlWOmGnQk7tVx+DWjp1d\/4jrJUmfPy\/uasYXAqk5Z1iZJPygKIn2180DIWScolcpjac0fXvUwKslKQSkADl0qsxSoAz+LY4WLF28RmFq29zLIWcilozNoNtzXJH4\/Js8xcKGZUxN26oulVWzhSguOhe0rMx5ghGRNjrEE9Ri7KXUe1cUMjqVZTsysIIrJu\/CeAyBXtSoZmLNdu5mNzKH5twvmuKwVAVYkEKojQUBYDa4jh7jG1ewVq3azZbbXhbFt7c6EB0Akm3YhVzA5kgyjBdDid7BYcoLtq2uZi6kWVbqXdtFkN1b76mrHEODYe+PzbYaY\/iZZAV0yypHSVuXAV2IZpBmub\/wDUP5rHtc\/mlUYmq6dJzjuv5NWCoRrV1Tls7\/DOq4XcscsDD8sWxoFthVVe5GURlOsxFLiPEVspnecuYDSJ17wSJ9hJ9K8y4VxF7FwXEP8AeXs4\/Sf8+1enriwUR0GYPlI30DCQTAJ8DbvUMLiVWXJotx2BeGkrO6e33KafEFjKWYsgBUGRm1cEgDl5p+VvTSRIIJaz8SYczLlYJEMpMgR1dMgDXv4J2E0Y8V2jD3vqgHY9gT3A+lGu46BItXCZOmXwQD95keYrWc8q3fiPDC3zeZKSBIV9OlX1ESOl1P1A30qWJ+IMOj5GuQQJPSxCgrmE6dwRtNT\/AKTMgfh73rKDTt2JB+h71bw9\/OCcrLBjrEE7ajyNaAHw+IV1zIZUkifVSVI18EEfSq\/FcS9uy9xFRigzRcuclMo1dmuZWygLJ+U7fWrk1W4jgbd+21q6ua20ZlllDAEGDlIJGmo2IkGQSKQzlMF8eZuUtzCtbe5azlQzOFa5P4WwbnLCi7eAkBykSNSTFavCMfZvXQ1zD2rWJykS+XnHKSQicxEukBMtwyq5Q66amLeJ+H8NcvjEPbm4Ch+e4ELW55TvaDZHZcxysykjSNhBf6Hscxb2T8xSSGzPqSXaWXNDwbtwjMDlzGIpiKnEfwFjlrds2VBMp+QrAFCYIyqcpBuNH95vJqzYwGDupKWcO6MCpi3bZSM2cqdP1dUHvrvXN\/8AqJ81j2ufzSud4RxN8PcDodP4l7OPB9fB7VzamOdOs4SWn2OzR6LVbDKpB\/qd9OG79D1HGYtLNs3G0VQNhPcAAAepAqq3H8OFDFyAzOq9LdRQwdhABkEExIIo\/wCKBti4gLhgpAG5Vo2HmDMUAcUGv5N7QiRkEyRPZv8AciuitTjtW0YFPijCxLXMpEypViRE75QRrHnuBvpR7nHsOGRTc1ufLCsdc\/Lg6aHMCPofFO2P0Y8q5IbLGXeSRmEHVYE\/UUm4jAB5N4ymaMg0\/sNro2m1MQN\/iLDBihuagxOV4zTGUaST+22tadu4GAYGQQCCNiDqCKzhxKR\/UXhpOqDxPY76xHvVnCYjOuYqyGSIcQdNJHp4NAxcUxTWrT3Et81lWQmdbYPu7aKoGpOugMAmAeYX4wNxcIzYEsmIuACbisS63em5h7ZTNdUBRezkWwFhhroOruqGUqdmBBgkGCIOo1HuKqpwy0ORAb\/lxFr8y5oMnL6ur8zp\/VPnegRjcK4naunLewVvDuztmW6EBPMytPXbUvce4pWACGNpyGcKJPx5MBbuW2xFlMxfmBuUGzMiNbBuQJbKt0xMx22q7jOC2LrZnQk5s053E6ICpykShFtJX5TG29c3\/wCoh6rHtc\/mlZ8TVdOk5x3X8mvBUI1q6py2d\/hnSYTC4O6pe3asOpLkkW0+a4IuFhEhmEAzqRvSx9jDW1XPYtlc6BQLdshWE5SJgCNYjXsJJAPnPCuJPh7guIf7y9nXup\/z7V6bcxgNoXEU3FYKYG5VoOggyYO37ioYXFKsu9FuOwLw0lZ3T2AXPiCwolmI63QaZszWyA0MkqNSBqRroYIIA7fxRhiuZnK6SQVYlRrvlBHbz3A3IFGbiWkixemNAU77QYOlRu8VAJHKukgElQgLRqNBOuv8\/pWswEn+IMOCg5nzkgEKxEhzbg6adYK\/Q9hNJviPDByhuaqSp6XgMGyldtTP09alcxpUkcm4SCYyqCCAdwSQOw3g+J3pLxDUDk3tWAkppqYk66Abk+KANG1dDKGUyCAQRsQRIIqc0IGkTSEFmlQs1KgZjrdNZ\/xQScLcA\/sT7B1mtAJT3bAdSrCQwII9DoarqRzwceaLaM+rqRnyafozzvBcTvWv6u4yjxMr\/wCJkftReLcXuYjJzMspmgqCJzRuJ\/s9qbi\/CrlhoYSpPS\/Zv8j6VRrzspVIJ0234HsYRo1GqsUm+DFXecJxF1cLZyKGPcGB0dRESQP0iewJMHauV4JwZ8Q2gItg9T9vZfLfyrur+EKhQhVQCBBMAjKQFH1j7V0OjaUk3N7bHI6ZrxajSW97vuKg4li9f+WXaVm8u8HpIC6wY1nv6Uv6VxUf+1UaHQ3131gEhdBtrr7VNbN3\/qWiTtv3iI+4+481G+jhXBuWwxMLvILMAJG\/8Q7aaTO9dY4BIcUxHUWw4gKxGW6GJIBIWMsydBp6\/UVri2KIU\/hhqJI5qg6yQuuxAgHyfFTi6yAo9kkgnZgGBkqF6pG6Cfeo21uyfzbWhhgQwiOy7d2XXXt3oA08Fi3Kg3FCtLSoIMDMcokb9Ma\/yqzzqrWbUgHTUA6GRr4Pei8qgCrxziL2rD3EALLl0YEiCwB0BB2JrmF+Nr3e1bPtnH+Jrrr+FDqyMJDAgj0Ig15xxfhVzDvlYdJPS\/Zh\/gfI\/wANa52OnWptSg9Ds9F08PVThUSct14fYNx7jbYkoWQLkzbEmc2Xz\/drLpVo8E4O+IeACEB637AeB5b0rk\/rrT5tneSp4enyijs+CtcGCtZRL5RAP6S\/qQCcuwJGsaiifi8XmP8Ayyle03lB0O+gO4JMdo9dLt6zlt5UISMoEmAACBE9tNKqG9cB1u2ddhrtp3H95dfUdjXpYRyxUeSPGVZ55ylzbfqCt4zFkCcIoPc89SDoNVGXaZ3NFsYnEkrmwyqCQGIvK2Sdz8ozRrp30oy80al7cGQN\/miAJ\/vAyPf2ArfOyBeZaLSuonYBfUySfQaMKkVlexjsWwDfhcoLHQ3FBCghYIIB11aY27eb+AuXWUm7bFs5tFDB4XKu7DQ65v296rLfunMBcsSpymQ4AYRMyf7Q280bLfIkNa1GmjFduk6HXX\/fkAuUqYA\/71\/enoAU1j\/EXBDicpD5WTNEiQc0b9xt61pYe4x0cBWk6AzInQjTxuNYo01CcI1I5ZbMtp1J0Z5ovVHmuP4HiLWrWyV\/UnUv1jUfUCuz4O91cJYyCTCzMfIZMgFgD\/D32k6xB02fsN+5\/T\/r6VDESAuUhQCJkwCoB0n7fas9DCxozcos14rHzxFNRmtU7lD8djOr\/lV7ZZvrppsYGuoncbx2kkONxesYRe8TiE1I2Hy6A+f2pC\/dBg3LJJjSG00M99BKmJnYiaI1y6FPXa1U5TqNZmZ8ZZ7aab1rOeSTFYnMc2GAXKxkXgxkBiBGWTJyjQaSd6Dbx2LIDfhNDBg3VUwVJykESCDAMj\/Qwu3oAD2i0tOjQdTlA6pBEGfY0J7t\/wD6tkET2aJAOjdUkA69tqANHAXbhtg3UCOZJQEMF6jlGYaHSNf5UVrlZyYphcCO1v5QSBmU+JBOkSGEb7Gri3FOoM+xmgCfMp6hmFPQAIAU5IqrmpixpXGWWKkEEAg7giQfcGqg4ThZnkW\/\/ER9tqeaUmoyjGW6JRnKP7W0aCMAIAAA2A0A9hVfHjMo\/LFyGnKWCjZgSZBnfb1oGtOGNSuRALaMA\/hFBEgAXFkAEFSrAaSRPoZO+5b4JDMMOrPCnKWABJnMoYiAQZ12Mz3MEFw0\/MPincViqbbDRcKneCLoEEEZTsD3JncQY3qzZthsxuWVUz+oPmBEyYAjUsPv5p+Z6UuZRcCyhAAA0AEAeg2qWeqnMpcylcC3mqNxVYFWAYHcEAg+4NVuZT8ygaBDgeEmeQn20+21aFsKAAoAA2AAAHsBtVTOfFOHNKMYx2ViUqk5\/ubfiw2L+Qwgc6dJIAOonU6etZow5ygfg0II6hzVOXaVEjUbnT9pq+DTzUrkCvhsPmGW5YVFDBgA4dWJU5unsBmIjvvRxgLQiEUQIEaECQYB7aidO+tPNKaAHbC2zJKLrM6bz3P3P3PmiooAAAgAAAeANAKDNKTQAeokUKTUlJoAdlnQgH3qHLHg+0kj7TFFE1S4vxHkoGykkmBAkA+W8Dt7kbb1GTSV2NN8C2NNAKrcQBKaWhd36SwWZUjc7bx9a5\/DccxElj1KGAIIULqCQoIAMwDrrr22FdVbcMAw2IBHsdRUhGQ+HOq\/hEIiZNxT1GDBBHY\/sNO1FWzmCi5hwBLLGfOoUqrFtvKwO8we5I1KVAGOqOCCMIoIjUXV0iQANAYgx2EabCjphUeeZYUesh5kEHWJAEkf5Vi8T4leFxuuArhQgaJkMwDACdl110Yx4rf4VixdSQZgwT6wGg+oDAH1BqDnaeW26vfhpb+R20uSuYe20ZlBgQJ1Me5qdu2o0AijxSipiBRSosUqYEGwdQODrTihstKwFBcJRBhRVkqahBosAPkCm5FFg00GlYCIsin5S0+WlFMBuUtLkrTxSigBuQtLkCn1pa0ANyBT8mlrS1oAbk03JqWtPFAA+R60uR60TLSy0AQ5NNyaJlpZaQA+TTcqiwaU0wBZKkqVPNSzUALLWT8S2C1kwJMMAPUqWH7qPvWtmrJ4k+csCxVVOhXQ5tpncmWyxtPmsHSVeNLDtvd6Lx4fF33FlKLlI89x\/ELodbNsTnUuqwzc1yCmRApEkroddAewJNesha52x+VdDqAMwAchQC0yWJj0tz710Ou1TwWNji4ZkrPkKpDI7MfLSy1C9cRTDXFB9WA\/nTjWCDIIkEag1tsVZkcTieDYn8S5uMOXcZipDAgAEkFV3Xpyj3+56vhOHVbShQADrA0gnsfUbH2qlxO6QbjTqiNlHYHKp\/8A6+s+lXOGW4zAEkAgamTOUSf5H3muTDFueOdPglZeuvr\/ABzNDhancuFajFEymlBrqlIOnomWlQBL8Qn61+9Pz0\/UPuK835z+TTG83k1yv8k\/9Tf2Jcz0ZsZbG7j70M8Ss\/rFedm43k02Y+ai+kZcEh9jXM9FHErP6xRUxVs7MK82BPmi27zjY0LpKXFIHglwZ6PzF8ilzE8iuAXiD+f3pzjie5qX+S\/5I9i7zvOan6hT8xPIrgvxZ8mnGMPk0v8AJv8A1DsXed7K+RSyjzXDLjm\/VRRxFv1VNdJR4xE8G+Z2nLFLlVxg4m\/6qIvGbg71YukafEi8HLmdfyqXLrkv6cu9jUl47d71Lt9IXZJnWculy65gfED0zfEL1LttHmLstQ6jl1ErXKPx26djVc8Zv\/qpPHUhrCTOyy00VyC8Yvfqoo4zd\/VR26kHZJnVZabLXLHjN7sw+1DPGcR+ofal26kHZJnXZaw8SrTOUwbz66QQBd\/xjT0rOXi9\/u37UbB4y5ckMwhWzR5kEA+n8Q9Yrn9J18PWw8szaau142aXlqThQnTkmGxiSv8A2sf\/AAZTHpIZh9a1bty5y5UZnNsRBA1IOonTeO4rG4hfWCDqAOWYJE5wGfXt0gQfM1bwvFQyXAVgZI0MQIO1V9CThCEk3q7L0X3IYinKWqOdLyZJJJ3JJJ+pNdBwLHPcbKdVUatOgbWBHqO3aPWuYsLbttaUk3B+Y1wsAC8tbZVIkkCUEjvLDYmt+58RKF6VAC5RoQAJ0CgfUbV0qKjTlmzP0MrwrjL9Lurj8bQB7pIbW2J03GVx0+dAPtWpwcgi4QxZea2ViIkBUHgTqD2\/lNY1jiHOedelgp0I2W6RqRqNdxIqeC48iza7qz6b\/wATNoBroJJOwrHhakO3VNO+\/pdeb18UaZU5ZEdKTUSay140nc0ZOLWj\/EPvXXVSD4lLpTXAu60qr\/0hb\/UPvSp9ZHmHVy5HEnEL6UhiF8Vz64kkgASSYAG5NTTFeh\/+N6891DOvmRvZ0ps6eKylumJ17fuJH7URbraCCZ201MTt9jUXTY7mjnTxSzr4rMOINDOM9aXVsdzXzr4qS3FrF\/GetSGJNHVsDdXL5FTCCsIYmiLiqWVgbBtCm5IrLGL9af8AFetKzA0+WKeBWat+aItykBdmoM1Dtwe9E5NAA2ppomQ1Ej0oAQelnFLL6U2X2oAfOKbnAUgBTOgFAEvxPpTfivShZhSkU7APcxBjSrnAbkuQTqVJA0kgMoJjfSRr61RYiN40OvsCSdvAJrA+JpBtsBlnMDr\/AHYWRUnhlWg4N2vovLUIpzmoI6rF4xHCqjo7G9ckB1DQuYT32EdtvvRcCgVLoZgWNvYA+I2\/xNcN8MYk27wi2WzdByg9MkEtO0aa7V02MwtzmF0b5okTlOke4YadxpV1GksK+rvprr4irYeztcFeBz29P1eYGmmo9qsh9xJBA2IPkbHY\/SqpbEbZf2X+fMqNvCXSQWOWDtILTE9tu28mKlJUraPgRUJr9zRz3FMb\/wAxzLTkMBq6yIYKUOvtA9p9a6DhxzYZCSzEgsWLdRZmJYhuxkmDRLuHtF5KIziDqBIExJ0\/wqWLfMpWd5BCaSNtCy6edRt2HZt5lGytbi+75LKlWLjlS1LQeQZ3zNp46jAGg0G2woPJJNFwdomWbckk+5MnSoY\/Ex0rWeTvN2Ix0SQ2UfqpVT5LUqfmBhYa4MyknQEExvWm2OQgzdvmdIOQgA799dz96VKulexntcfC8RVUC57oMQcoUgQ2hE+FAH3qBx6GAbt4Rs3fY6ROkzE\/60qVCmwcUIcTXc3r\/wD+Pbbv71mc\/WTqe9KlTeu4LQsJjB4oq4seKVKqpU4lkWwy4gURbwpqVUumid2GW8KfnilSqnIh3JpiB4ooujxSpVGUUiQez5q0TI0NKlVQAyDTi55pUqAGcVHJSpUCFyzSymlSpXGRKVBrZ9KVKmgIFCP3+xEEfYkVF8pHUMwO6kSNtgZ1G++vqd6alVsKllZq5Bxu7hbDAdKLkGuyhRt4Hedd\/H1kqDseqILaZj9aelSlNv8APz3Goo1OB47kjLdsG6IHVNsxAgkIVBBIAnqMmTpVNsCqreFu8Fw90qbWCt2LdnlPKZ7j3k62eFYamOqNQAaVKtHb6mXK7a6FHZoZrgkwfnQTMCAJO5AGgpcq2mpNKlWW7k9WXpJbAb+PnRaDZtfxHenpVJq2iGg2cUqVKlYD\/9k=\" alt=\"La sexta extinci\u00f3n masiva de los organismos ser\u00e1 provocada por el ser humano\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSc5NBVX2bFasOBMyH_vY_uD7hNI9BkXS5VBg&amp;usqp=CAU\" alt=\"Extinciones masivas.\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">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 <em>paper<\/em> 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;\"><img decoding=\"async\" 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\" alt=\"Relacionan las extinciones masivas con el planeta X - Quo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cinco extinciones masivas que ha resistido la Tierra - TecReview\" \/><\/p>\n<p style=\"text-align: justify;\">\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. 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Club Cient\u00edfico Bezmiliana \u00bb El misterio de las extinciones masivas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRIdv-if_-DK7Savethd7c1wqIFmVD6qmQsSA&amp;usqp=CAU\" alt=\"Las principales extinciones masivas en la Tierra : Variedades : La Hora  Noticias de Ecuador, sus provincias y el mundo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTVqTupWXUJFmi2fZ1JeVP8mcQ2OGT7dEey8Q&amp;usqp=CAU\" alt=\"Las mayores extinciones de la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-1W839ESlZv65RGYuXxY32_LrJ2i7htYmAA&amp;usqp=CAU\" alt=\"Cu\u00e1les fueron las extinciones masivas que sacudieron la Tierra | Perfil\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Regularidad en el registro de las extinciones<\/strong><\/p>\n<p style=\"text-align: justify;\">\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\" src=\"http:\/\/axxon.com.ar\/zap\/img\/c-ZappingNemesisTabla.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p>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 <em>Proceedings of the National Academy of Science USA<\/em>, vol 81, p\u00e1ginas 801-805 (1984).<\/p>\n<p>&nbsp;<\/p>\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\" src=\"http:\/\/hyperphysics.phy-astr.gsu.edu\/hbasees\/Geophys\/geopic\/iridium.jpg\" alt=\"Resultado de imagen de Iridio en las capas f\u00f3siles\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/dc\/K-T_boundary_TLSP.jpg\" alt=\"Resultado de imagen de Iridio en las capas f\u00f3siles\" \/><\/p>\n<p style=\"text-align: justify;\">\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. 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;\">\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:\/\/www.nationalgeographic.com.es\/medio\/2016\/11\/16\/marte2_d6a7b899.JPG\" alt=\"Resultado de imagen de Analisis de los meteoritos\" \/><\/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. 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\u00a0\u00a0chronditas 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;\"><img decoding=\"async\" src=\"https:\/\/www.windows2universe.org\/glossary\/images\/mag_dynamo_progression.gif\" alt=\"Resultado de imagen de Inversiones del campo magn\u00e9tico de la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSb57YwpCMzz7POKyD1hV_BX3V19kBHslNa6YCyaIsFbiwDYgnp&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><strong>Descenso del nivel del mar<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/es-static.z-dn.net\/files\/dee\/c5fe2dc2c1acfe97c2df343c3dfcb181.jpg\" alt=\"Resultado de imagen de Descenso del Nivel del Mar\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"https:\/\/static.vix.com\/es\/sites\/default\/files\/c\/colision_de_estrellas.gif\" alt=\"Resultado de imagen de Estrellas binarias en imagen GIFs\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Estrellas binarias en imagen GIFs\" \/><img decoding=\"async\" src=\"https:\/\/k37.kn3.net\/taringa\/1\/8\/9\/1\/8\/4\/73\/zgamer\/A75.gif\" alt=\"Resultado de imagen de Estrellas binarias en imagen GIFs\" \/><\/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;\"><strong>\u00bfQu\u00e9 se dice en oposici\u00f3n a la teor\u00eda de N\u00e9mesis?<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.cooperativa.cl\/noticias\/site\/artic\/20110124\/imag\/foto_0000000320110124170430.jpg\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Incremento de la actividad volc\u00e1nica imagen GIPs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Vulcanismo<\/strong><\/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;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Desplazamientos de cometas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Desplazamientos de cometas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Desplazamientos de cometas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRCrTeVXKkFx7cznOec4UNpfIbRoSIIMpKrC91ymsqhH5vZP56c&amp;s\" alt=\"Resultado de imagen de Desplazamientos de cometas\" \/><\/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;\">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;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRXJ-MQGyMNxpIeGN55uTN8NW01kZOoj01H3WnPxLRJeL_fTRxe&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSpsq6h7TDHhuRSl88-SdAM5fZZgFrZXMjGOAlcvlx8AvHDiYUv&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLYbqAcE6BFXx7cR1grOGexbTi1o6bNZ8Bloo_RMqU0CFtjHDL&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSm33qgrkmzo64FLWIrzgVAvhx9NUg5zasBpdei1zJaxVdNrR7w&amp;s\" alt=\"Imagen relacionada\" \/><\/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;\">\n<p style=\"text-align: justify;\"><strong>Velocidad de la extinci\u00f3n<\/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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\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alt=\"Resultado de imagen de Extinci\u00f3n de los Dinosaurios\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUSExMVFRUXFRUVFRUVFRUVFRUVFRUWFhUVFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGxAQGi0fICUtLS0rLSstLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAACAAEDBAUGBwj\/xABBEAABAwEFBQQIBAUBCQAAAAABAAIRAwQFEiExE0FRYXEGIoGRMkJSobHB0eEUYnKSI1Oi8PGCBxUkM0NjsrPC\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF\/8QAJxEAAgICAgICAgEFAAAAAAAAAAECEQMSITEEQRNRIjJhFIGRodH\/2gAMAwEAAhEDEQA\/APPgEQQhKUwoRKIIQrNiohzoOiDCAFao206ZeSp1oxGNNyAFCg2dEwgiUcLGpW5wELRsVrD8jr8UrQKLMIgE4CnpUd5SNmSI6dAlXqFi5T1T02KztI0UpSforGK9kzKIA3DyUgAG9UKtWJcSAN5J0Cz3WmtVOGiMDd9aoP8A10zm7qYHVJrfse6N2lUDi4NcCWmHDgYBA8iCp2uO6Cuastgr0cT6VU1MTsT2VY78d2WvA7hgDiFt3VeDamUFrh6THCHt6jeOYyKWS+h4svh4OoCr17Ax2gCsOZvTFhzjdmeA6qbmo82PrtwZFou8t0zVTAt6k0zJzT2mxNeJGRVI5fsnLHXRhBqcBS1aJaYKEBVsSgQ1PhTVarWCXFUal90AJxjohZqI75vJtEZ67hvK5a333VqCBDR5lBa6hqvdUcDBOXT5KrULZjcmVGaZA079Tx3qzSdxTts4OYQVARqjYupZFImCAmfTcOiayVYIzWrjBYdJSN0UjFSRgVwoqdKDmrVU5xqfenbTM6FOmRoTVNZrM+p6LT13K3YbrNTWfBdXdlg2bY3JXJDqJkWLs03JziSfct+hZmsyAVgMTwksdRoDCgc1SwgeFrDR56E6YJ5XoHIPKsWOvhcqySDRjVtlmaQXtPgs5zYSbUhPjQCCpaFXCQVEU0rNWY6mwWpj8gc+a1adPKVwbKhGi17uvp7IDjib7x0KjPG\/Q8WjatFnrAzSqD9FRoLegc2CPeoKN9BjhTtDDRccg4nFScfy1PkYWlQeHgOByOYR2iyse3A9oc0jMESFG\/spX0EWzrClaFzj7LWsXepYq1n1dSJmpTHGmd4\/Ktu6rwp2imKtMy0zrkQRqCNxQl1YUW2BT7JpIcWiRod48eCdoAEzA4lSMIP95FSbKJE9CDqYG8xMc4Uj6gOTcmg5DeT7TufwWVWtwEtbL3DUME+Z0HiUFCtVJE02tbxxy79obHvU3BPljKVGmM1K0qsHSlaK+zBcdBqsMHa7OHBYFsqNpSXGAFHa+2VACDIPAZ\/BYPaC8haGtDD3SJcd4HBUja7FcdujKvy9TWfDZwAdJKr2SzZiRkrd2PotcNoJaFp2yrZ3mWZiM9dU8p+qBHEv2tGVVtmyyaAQdxCzrTUFQzhg8lbtgBHL5KSz3eCA4mBy3opRjyZynL8fRlMJbqpqjwRzU1pY0Tw3LPfU4Ki5IO48EzTmp6TnE4W5k7gtS7+y76jQ5z4ndC6S6Lhp0cxmd5KDkgxgylcnZ8Nh7+87Xp0Wq+6qZM4VogJEKW1lVFIq0LK1ugU8I4ShCw0RwlCTqgCZjpRs1CQOUsIHLWCjzgJwmCNpC9JnECnRwhcEDUAU6SZYw5KUFS2Ozmo4AK5b6TWd0aqE8yUtV2dGPx24bvozmqVoQtardiPeGU56KjfBJLk6Xs3UBbgOok+C3QzcqtmY3JwaBlwgwrrHjeuCbtnVFcACmuevegLG51rpwGn\/AJ9EkAVB7dMbnj3ravS1tp0nvdiwgZ4PS4AN5rPtF0MrxtGQzg7vVXDWHPMlo\/KPNGDrl9GkjkLdeQvK10qbRU2LMyyDNSDJ7oyEgRJMDNeh7Bzx3+4wZClTMCNwe8QT0EDqsywXDSs5x2dmB2c5uIe0+q7PyO6FsBy05J9dGhFrsZrQMmgADQAQB4KRoRQE+z4KTZRR+gHO3ysPtTfBLPw9LOo8Rl6oXQXdZDXqbMTHrHhyla1DsDZtoahzy0BPn1UnmSZV4lFfm6OAuP8A2dPqNl7teEHPmtGtclKxSKtPaCdw0C376vl9hhrGyZgDksq8L+qWim7E0cDG5QnPLJ8nVihBOopV\/szaHZ+yVn\/wyRi0HszyUfaDsebO0OpZj1lR7OXg5tql04BkCMtOSLtT2wqFxptIDJzjNx8VSKzLIknYJ\/E4bNUc3aaXFF+NwiBpCusu+raIyDBxOvkrtDsoB6Ti5d1quTzad\/ictUDnfILouzvZUGKlXPeGjQdeK3rF2epU90la1OmGiAs8npGWP2waVINEDRSQnSUrKUMmhEUdGg+oYY0nidw6lLKairfAUmyB7gEDmHV3dB04notSpsqIyLatXfvaz7qhWc57sTzJ9w6BQjknl\/VUvv8A4VSjDl8sqCnJyEBTNpwpITFdEUkqJSezsGFG5SlRuTi0ebwlCcBFC9M88HClhRhO6AhYaAAViyWJ1V2FgnTRQskmAMzovTuyFztstndaKpAdEw7dwXB5\/mf08OO30jq8XAsjt9GDeFzCx0A9zu+fVG7quPqPLjK1L9vd9oqGXS2TCzskPCwzjHbJzJlfLzKX4Q6QAC3ez1mOLGRkNMtSsdg8F1d21JaPRyAjDwXVllwc0I8mmxymDln1bU1pDSczordMrjZdBOaDkRIyyOmRkI28ULc1K0JWxqJmOTupqJgVimkbKRjYVGjK2bruJ9Qhzpa3id\/QLV7PXWI2jxn6o4Dit+RokUZTi5XSFyZ1D8YLn7MO3MFnZFGlidw0nmSucFmtDqwqRgJOYknTgV3r2jVZ9Ws12Ke6G5YvoueXCaBjy32rOW7S2HFRc98YwCQSFwPZkuqPc0kQAciMjwC7ftpbg6kWUSXu3R81y9z3Jhpy8nG7UAkADgtiuUGdybg4yfBU7QM2NLZUgHVXGSW+qDuJWLcnZ6TjqA4hnn9F21ju9jBk1NUAldWH8FRDO\/ka+kVLLZg3RWsKQUlKmXGGgk8AmbrlktQZUbqvJWqtNjRBh7+APcZ1PrFQBm\/epxybddD6pL+QgnhMknsWizYG0ZJrOcGgSGtBLnngDuR2y8HPGBg2VLcxup5udvKppkripdhGASKF9UBRbaU6ZtfZMUKUpiURaEVG8oyonlEB50HlGHqMFJerR5tk6AsQB6OlWLXB3AgwdDBmDyQafoa0eidhezDaVJ1vtYwsAlgPD2o57lzXaztM61vhktpD0W8eZCs9r+3VW2sbSawUaQAxNaZxEcTAyHBcmFwY\/D2y\/Nk5fo6JeRrHSJKJhMha5M4yvQo5rLQrDAWxmd6GzWt7JwmJ+SgaUsSGqDsy\/Stri9rnmYjXguqsttD4Lc2mZPA7slxGJXLvt5pEkZzu3KOXFa4KY8lPk7Vrs1Ya9YdgvRtTllOqK9bdgYMLoJIiCMx9FyODujqUlVm6Hqek+CsuzViWtLtSJVltRRkvRaMq5PSbsvSkWNGMAgDU8FZNsoziD2zoTK8yZWUgtRUWsijqgfBilK7aOzvW\/wACW09fa+i5223i54gmRw0lZRq5pYknw3zIvCUcaqC\/uS7RFTqqoXpw5WUUlSElJydsuF6qVDmjxqu92aaIsiSVOLW7BsxDQfSgQ536jvHJUw5FiRasBICnlRYksSBiWUpUWJTWOzuquDGRJzzIAAGpJO5YwJcpqVjc9uIkMZ7Tsp\/SN6nqmhRyH8ep7WlJp5e0qVrtb6pl7pjQRDR0ChJ5JOo8L7GjS5InxJDMx7R1PRM1gCYuTFytCGqNKbkSShLkGJAXJ0ISFyjeUJco3OTAOBCcp8KWFeseWCnRtpEo61nw5yhaNRCkkmRAOkklCxhwE8JgU5cgEINSITNKYlAYlpuggqzabS0uDmgzziMtICpNCOYSuKsKbo0aVsqtcC4ujgdIPJdHZbXjErjaVUgh3DjmrBvGoY7xEcMlHJi2LY8qXZ2YqqOjIc5xcSDEDc3Jc7Rvz2h4g55clZoX0HPDQIbxJhc7wyR0LNBm8aqNtRZzK4OYII4oxWUnErZhdtbda6MVKLi2mBBLQ0w7F60iYiIWRcnbmq14baIewmC4ABzeeWRC7GuQ9pa4Agggg6ELyy6gzaljyA1wfTxHMNLsmuPQwurEoyjTXRy5W4yTTPZdsCJBkHRQY1mi0soUWNfUADWtbiJiYESFjVO2dAOgB7h7QAjyJlc8cb9I6JZEu2dZjTh6yLuvilXE03g8Ro4dQroqIOLXYU0+i2Hp8Sqiop6LS45BI+BkrJJSJWzYuzdZ4nDA55K6\/sfWjd5qe6G4XbRzBchL1oXhc9Wl6TSsio6E8Wn0BolL0ONV3VEJqJ0hSyXoC9V9ohNRNQLLJegc9QGoo3VUaFs5iUElDKZenR5tlqm6BmoHknegJSBWSM2GEpHBDiTI0AkHRChSBQow8J5TJImCaU7s0AITgoBsIBMXIVYsNjqVn7Om0ucdw3AbydwSykoq3wgxTbpEONCXSrl4WZtEmmSH1Ae8WmWt5A7yqQC2OSmrXQckHB0x5SlMnATsQns9oc0iCekrfs9sDxIWBRoT0Vmy1GtcQPPj4LnyRUujoxycTcFVebX1ZtnWqN3YiR0OY+K7jbrlu1rpqM\/R46pcSpjZXaMV1QmJJPCSTHRKZQJwrnOSUnuacTSWncQYWzYO1VdmToqDnkfMLDlKUrin2NGTXR6TcV907SQ1uT\/ZOvhxXr3Zq5WUmh7wC8557l8t0qha4OYSCDIcMiDyXo\/Zj\/avWZFO1fxGabQDvjmfaXneZ42Rq8f+Dqx501q+P5PoAWkJG1jiuHsPaanWaH03hzeIOnUblOb45ryHPInR2LwG1aOsrVWOEOAI5rhO1lyBgNSn6O8cFeN8c1FVvUOBBggiCjDJOMrLY\/DlE4CpUUe1TXr3KjmjSfcqO1XuQWyTOHI9ZNF41UJqqkaqbap9Ce5cNVC6oqm1Quqo6g3MsJJpSXYcIkkpSlYwk6ir12tHeMfHyWXabzccm90cd\/2WbDRr1agaJcQOpVV15UxvnoFiPcTqSUMpbDRssvZpMFpA4\/UKK+KjoEHukbt5\/wALLJUlGmXkNH+OJWsJqXVYoAqE5kZDgCtIFAxsADgITlNQpasFOm+o1tR+zYT3n4S4tG8ho1K2Lwv5jGuoWNhpUiIc851qw4vd6o5Bc8CkXKU8MZtbc0PGbj0JOAonWhg1cPMKtUvRg0k9PqVQQvwnlZBvfgzzP2Q072M95ojlMoWE3adUhIOErDtVuxFmzJBnoM+PFazSd+vJakG2W9qsut\/EtLeFNoJ6nQe9Ww5U7ueSajjveY6DIIa0NsUb1ss1sNNurcRA8ZgLNI\/wt5x\/4kHjTI95Ud9WfE3GBmNeMLULZiJ00IqbC4w0SeAWMCEUq6y6qh9kdT9Ez7sqjcD0P1WMBYbfVouxU3lp3wdeRG9dLYu3FQZVWz+ZuXmCuWdY6g9R3lPwTfhn+w7yKnPFCXaK48+TH+rPQaHaim\/R4HI5H3qyL3J0K82FjqH1D5R8VZo3dV44fH6Kf9NA6F52T2dhbrVidKqmosmhYiPSqPPIEgfVXQ5WjClRzTy7O2WMaW0VfEliR1F3J8aEvUWJMXLag2IU6hFQpbQqhIKrVI0a53SFRrV650YWjwnzV3aJtosEyfwVVxkjxJClZdb95A8ytLaFLaFCkGzFtVncw5xnpCAWd50a7yKv2huOqAdGieuavbQoUGzEstmL3YdImfBXLro4ajgdQI8zqFJYmw+pxn45qfAceL8sHwOXzRSBZPVqhokmAsmpebichlBEb\/Napn+wqbKAxuMRuEDKDErMyLtJkNDeXH5qvVu5juP7j81YBT4ijwYzH3SfVd5iPeFTtNnLD3o8CuglQULPlLgC45kxOfAcktIJz8ogwkSAYGpjLzXQ2mjLHCM8JjyUdGhNJrQYBGeQJM69M0OAkN2WPCA8+kdOQ+q0JSa1EGo2gUwZTyjwBItC2yNqyNOUWEJ8AW2RqZz9ts2zeHeqT5cQju+lhrFvAGOhiPcVfvhg2Rk5yI81TsMGs2P5Y88KFoJrylKlZSClFnbzlZzihlCTKspSr\/4IcHeSH8I38yX5YjfDMpSkrn4Vv5lGaARWSIrxyRRtdMuaYJB1EGM90rM\/3q+dB0+63XNCo1LKzFMTrII1JhHZC00R0L1YfS7p8x5q4yoDmDPRRWVgDYjSd26clLIRTQKCQlOEi1HZGplQJSlCcBEUYuTYkUR\/hC4cysYRdzTY+aGQNSmPJYxAT\/Emd3grIceXvUMZzJ+SLFzCAQabHF5cARu0MH3K7SY46td4D7KnTj2\/6ipKIEzIP70DFt1I7wR1hR7ODu8XNUgAPs+\/5ovwvEsH+r7IBHA\/T+4IT+pv7ifgpRZgPWZ5pvwzfbp+ZWsJXLhxH9X0UQqn2j74+Ct\/hB\/Mp\/uKjNj\/AO5TP+pyFmIXWg+0euaGhUa0d13XIiT0U\/4JsZ1qQPU\/RRNs7Ija0\/DGfkjwbksUq8+sB4Kdjp9ceYUFKyM\/nNn9JRmxgH0wRySugqyd7MsnA+IULaw5zzHwUbaUaxHU\/RDjGcDpnr8Fg2S7fPTzOSTqnTwKqWiq3IaeP3KhriPX15n6IpAsV4tDszE+E\/FR2GGvBj1YyyQPI4g+aZhaSMhHjkjQLN5lbg34qy2vA4dAD81k0WiMnHqCCrGGYl7iOualKJaMzWo2gnKfB0N+KLajiJ5CY55FZW0LdHT1n6qSnaJ9Zx6QVP4yvyFupXLcsQO\/LRA93EjPcD8oULqp34uOYCkp2gxEu\/o+iOtA2sjqhv8AZ+yr9ycz7\/srNVw4HwwqKAfa82p0Sl2CQ2Mvifohnl7ypBSHtEft+qLY\/mCYVoiBHBLwPmjdS\/MEBpf3mjYCpLeaQcOHvTpKhFBMrR6jD1B+MqRloaPVHkD\/AOUpJJXFMe2gH1wdT5BoULnt4\/BJJMo0ByI31B\/ZCBzmcJ8fukkixbDp4R6nmfoVLTtLRkGs9\/1SSQDZYD2nXAPB3yQkU+I8Gn5lJJBI2wwa0kCPdA85Kkr2AgxLD+lzT\/8ASSSnOTXQ8VZUqUo4Hy+qhNPkEklRPgDQm0XaR5SiFM6ZDrAPxSSWMT0WcS33\/RWmwPWb\/UkktVh6He+RGLylV2ieBPMAnzSSQo1jbITENz0gQU1Rka4QOgTpIXTMVakbnDyCqhpM7z0zSSWbMkXbPZ6kZtI81PsjuieBSSS7WPrQDKbv7cUQZnn8T8E6SKFbLVOs47wP1T8kbuYYTxxfdJJI1yUi2wmsyyDek\/dM5h\/ltKdJC6C0O1xH\/SA8kW0d7HwSSWsFCNV\/s\/BCalTh8EkkbBR\/\/9k=\" alt=\"Resultado de imagen de Extinci\u00f3n de los Dinosaurios\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Extinci\u00f3n de los Dinosaurios\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Extinci\u00f3n de los Dinosaurios\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><strong>\u00d3rbita inestable<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-0MKbJMn9F2k\/Uo-6BdKXTrI\/AAAAAAAAC3Q\/qEGyNDUpXHo\/s1600\/Buraco+Negro+Sagittarius+A+2.jpg\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si una estrella se acerca a un objeto masivo, tiende a fundirse en \u00e9l<\/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;\">\n<p style=\"text-align: justify;\"><strong>Variaci\u00f3n del ritmo estad\u00edstico<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.diariovasco.com\/www\/multimedia\/201907\/09\/media\/cortadas\/estructuraalienigena-08062019-kGYG-U80709447777sgG-624x385@Diario%20Vasco.jpg\" alt=\"Resultado de imagen de Variaci\u00f3n del ritmo estad\u00edstico de lA ORBITA DE UNA ESTRELLA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><strong><span style=\"font-size: large;\">Encontrar a N\u00e9mesis<\/span><\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de eNCONTRAR A n\u00c9MESIS LA eSTRELLA ERRANTE\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de eNCONTRAR A n\u00c9MESIS LA eSTRELLA ERRANTE\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de eNCONTRAR A n\u00c9MESIS LA eSTRELLA ERRANTE\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTTyISrE6J_U0L_NWxqy1ueXnNniRZv3mvwHDJe_-PcMUIYlIGy&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" src=\"https:\/\/davidtopi.net\/wp-content\/uploads\/2011\/11\/nemesis_elliptical_orbit_thumb.jpg\" alt=\"La nube de Oort y la hip\u00f3tesis de N\u00e9mesis - David Top\u00ed\" \/><\/p>\n<p style=\"text-align: justify;\">\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 <em>Large Aperture Synoptic Survey<\/em> 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;. 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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 [&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":[200],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1969"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1969"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1969\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1969"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1969"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1969"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}