{"id":1171,"date":"2020-06-21T07:50:03","date_gmt":"2020-06-21T06:50:03","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1171"},"modified":"2020-06-21T07:00:20","modified_gmt":"2020-06-21T06:00:20","slug":"aia-iya2009-habra-vida-en-otros-mundos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/21\/aia-iya2009-habra-vida-en-otros-mundos\/","title":{"rendered":"\u00bfHabr\u00e1 vida en otros mundos? \u00a1Qu\u00e9 pregunta! Sabemos que s\u00ed."},"content":{"rendered":"<p style=\"margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; text-align: justify;\">Bueno, sabemos que s\u00ed hay vida en otros mundos, al menos eso nos dice el sentido com\u00fan al aplicar la l\u00f3gica y la estad\u00edstica. Nos queda confirmarlo, cosa que no ser\u00e1 f\u00e1cil debido a las enormes distancias con las que tenemos que bregar, y, mientras las tecnolog\u00edas del futuro no est\u00e9n disponibles, nos limitaremos a realizar conjeturas e hip\u00f3tesis que, m\u00e1s o menos acertadas traten de acercarse a la realidad.<\/p>\n<p style=\"margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; text-align: justify;\">\n<p style=\"margin-top: 0cm; margin-right: 0cm; margin-bottom: 0pt; margin-left: 0cm; text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/farm4.static.flickr.com\/3388\/3612281248_14ec20f7ee_o.jpg\" alt=\"\" width=\"350\" height=\"366\" \/><\/p>\n<p style=\"text-align: center;\">El primero que encontremos podr\u00eda ser as\u00ed<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Sabemos que todas las Especies que viven en la Tierra est\u00e1n basadas en el Carbono. Si empleamos la l\u00f3gica, y teniendo en cuenta que el Universo es igual en todas partes en relaci\u00f3n a las fuerzas fundamentales y las constantes universales que lo rigen, salvo alguna excepci\u00f3n (que es posible), todos los mundos habitables seguir\u00e1n el mismo camino evolutivo que la Toerra, y, salvo algunas peculuiaridades, sus habiotantes tendr\u00edan que ser parecidos a los que habitan la Tierra.<\/p>\n<\/blockquote>\n<p><!--more--><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/farm3.static.flickr.com\/2454\/3612281778_5e3be63a12_o.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: center;\">Tambi\u00e9n as\u00ed<\/p>\n<p style=\"text-align: center;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/farm4.static.flickr.com\/3317\/3612281958_2b4409e3c1_o.jpg\" alt=\"\" width=\"350\" height=\"262\" \/><\/p>\n<p style=\"text-align: center;\">Y, \u00bfpor qu\u00e9 no? de esta guisa<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n no ha so\u00f1ado alguna vez con seres de otros mundos?<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n no se pregunt\u00f3 en alguna ocasi\u00f3n c\u00f3mo ser\u00edan los extraterrestres?<\/p>\n<p style=\"text-align: justify;\">\u00bfExiste alguna posibilidad de que, alguna vez podamos ver uno?<\/p>\n<p style=\"text-align: justify;\">Y, sobre todo&#8230;\u00a0 \u00bfHay vida en otros mundos?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/4.bp.blogspot.com\/-2cfrI_rOL5w\/TfaEzOmaSMI\/AAAAAAAADpQ\/H4_CqCgrlDE\/s320\/3.gif\" alt=\"\" width=\"320\" height=\"235\" border=\"0\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">El 13 de junio de 1983, hace hace ya muchos a\u00f1os, la nave sali\u00f3 en busca de seres de otros mundos para entregarles un mensaje del Hombre que puebla el planeta Tierra.La nave Pioneer 10 abandon\u00f3 el Sistema Solar el 13 de junio de 1983, hace 28 a\u00f1os, en busca de seres de otros mundos para entregarles un mensaje del Hombre que puebla el diminuto planeta Tierra.<\/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=\"La nave 'Juno' parte hacia J\u00fapiter\" \/><img decoding=\"async\" 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\" alt=\"Viajes Orbitales Tripulados 1\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Cr\u00f3nica: Aventureras del sistema solar: Pioneer 10 y 11\" \/><img decoding=\"async\" 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\" alt=\"La odisea de las sondas Pioneer 10 y 11, las primeras naves en ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La nave parti\u00f3 a ese encuentro a ciegas el 2 de marzo de 1972 montada en un cohete Atlas-Centauro de tres etapas que la puso en la senda de J\u00fapiter a m\u00e1s de 51 mil 850 kil\u00f3metros por hora, la m\u00e1quina m\u00e1s veloz fabricada por el hombre hasta entonces. Adem\u00e1s de los instrumentos con los que transmiti\u00f3 informaci\u00f3n sobre los planetas de nuestro sistema, Pioneer 10 llevaba consigo una placa de oro que describe al Hombre, nuestra apariencia y la fecha del comienzo de la misi\u00f3n. El \u00faltimo contacto de radio con el Centro Glenn de Investigaciones de la NASA que tom\u00f3 en sus manos el control de la misi\u00f3n ocurri\u00f3 el 23 de enero de 2003.<\/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%3AANd9GcRWEsccFSRQKJUvYPrlKo-7QykNQnM2WPD0kCynV_9Eu-Ee6UZ1&amp;usqp=CAU\" alt=\"Voyager: Una historia de amor . Asturias Mundial\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Tambi\u00e9n con la Voyager enviamos un mensaje<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En esos momentos, el mensajero espacial del hombre se encontraba a 12 mil 160 millones de kil\u00f3metros de la Tierra, m\u00e1s all\u00e1 del cintur\u00f3n de asteroides, de J\u00fapiter y de Plut\u00f3n. Seg\u00fan ingenieros de la NASA, las transmisiones de Pioneer 10 murieron debido al agotamiento de la fuente radioisot\u00f3pica de energ\u00eda con que contaba la nave. \u201cPara nosotros la misi\u00f3n termin\u00f3 cuando se cortaron las comunicaciones. No sabemos nada de Pioneer 10, pero suponemos que ha seguido su viaje por el cosmos en busca de su destino final\u201d, se\u00f1al\u00f3 un portavoz del Laboratorio de Propulsi\u00f3n a Chorro (JPL) de la NASA.<\/p>\n<p style=\"text-align: justify;\">Algo confiados si parece que somos&#8230;\u00bfEnviar datos nuestros al posible enemigo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcQAIRzkNgKV1MCYFfEKGSOlq9CRBPi9RhVpgMjl5WVH88hDL0blMg\" alt=\"\" width=\"292\" height=\"172\" data-height=\"172\" data-width=\"292\" \/><\/p>\n<p style=\"text-align: center;\">Sistema Solar<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Seg\u00fan todos los indicios y datos que hemos podido obtener, en los mundos hermanos del Sistema Solar y en sus lunas, no parece que pueda haber vida como la nuestra, no re\u00fanen las condiciones requeridas para ello. Eso no impide que pueda haber otras formas de vida en forma de bacterias u otras similares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRtNHzpAdrfo_3RhsYn93rzVKJPA4D-VXkw_FXNjmSRiGPHfLlJ\" alt=\"\" width=\"240\" height=\"200\" data-height=\"200\" data-width=\"240\" \/><\/p>\n<p style=\"text-align: center;\"><strong>metan\u00f3genos<\/strong>, en Tit\u00e1n, podr\u00edan consumir metano, <strong>&#8230;<\/strong><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><strong><\/strong>Las atm\u00f3sferas de los planetas vecinos, y, las temperaturas que en ellos reinan, no son precisamente las m\u00e1s id\u00f3neas para que la vida germine en ellos. Sin embargo, en alg\u00fan que otro sat\u00e9lite, como es el caso de la luna de J\u00fapiter, Europa que constituye un mundo completamente helado, aunque debajo de la superficie ( as\u00ed se cree ) podr\u00eda existir un oc\u00e9ano de agua no tan fr\u00eda y calentada gracias a la influencia de las mareas de J\u00fapiter \u00bf qui\u00e9n podr\u00eda asegurar que all\u00ed, en presencia de agua l\u00edquida, no podr\u00eda haber alguna forma de vida?.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/astrojem.com\/imagenes_voltaire\/titanrainarlick.jpg\" alt=\"Tit\u00e1n, la luna de Saturno, su atm\u00f3sfera de metano y su exploraci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tit\u00e1n, con una atm\u00f3sfera de metano y nitr\u00f3geno y en cuya superficie podr\u00eda haber nitr\u00f3geno l\u00edquido y compuestos org\u00e1nicos s\u00f3lidos, lo que tambi\u00e9n se puede decir de Trit\u00f3n el sat\u00e9lite de Neptuno. As\u00ed que, son tres sat\u00e9lites que podr\u00edan (es concebible) tener alguna forma de vida.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, hasta el momento, son solo conjeturas. El \u00fanico objeto del Sistema Solar que est\u00e1 a una distancia id\u00f3nea del Sol, que tiene los elementos y condiciones precisas para la formaci\u00f3n de la vida (temperatura, atm\u00f3sfera, etc.), es el planeta Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/vicentehdez.files.wordpress.com\/2011\/09\/6fb51-ngc2100.jpg\" alt=\"El enjambre junto a la Tar\u00e1ntula \u2013 Narices de Tycho\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El n\u00famero total de estrellas en el Universo conocido se calcula que es como m\u00ednimo de 1.000 millones de millones (1.000.000.000.000.000.000.000). Nuestra propia Galaxia, La V\u00eda L\u00e1ctea, contiene m\u00e1s de cien mil millones de estrellas. Si todas las estrellas se han desarrollado bajo los mismos par\u00e1metros que la nuestra (el Sol), es l\u00f3gico pensar que, casi todas ellas tendr\u00e1n su propio sistema planetario.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, lo que no es tan probable, es que todas tengan un planeta con la composici\u00f3n, la atm\u00f3sfera, la distancia id\u00f3nea a su estrella y abundante agua y los productos qu\u00edmicos necesarios para la creaci\u00f3n y surgimiento de la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/infoastro.com\/img\/20040702hubble_planetas_extrasolares.jpg\" alt=\"Mira, la estrella cometa\" width=\"550\" height=\"417\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Son muchos los planetas descubiertos fuera de nuestro sistema solar (m\u00e1s de 4.000), todos ellos muy grandes, incluso varias veces el volumen y la masa de J\u00fapiter (no aptos para la vida inteligente tal como la conocemos).<\/p>\n<p style=\"text-align: justify;\">Hay que esperar a que est\u00e9n en funcionamiento las nuevas generaciones de Telescopios con t\u00e9cnicas superiores al <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> que, nos podr\u00e1n buscar nuevos planetas fuera del Sistema Solar y que a muchos a\u00f1os-luz de nosotros, podr\u00edan albergar vida inteligente.<\/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=\"Astronom\u00eda: \u00bfUna Tierra 2.0? Descubren un exoplaneta que podr\u00eda ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren otra posible Tierra a 31 a\u00f1os luz de nuestro planeta\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hallan planeta potencialmente habitable en nuevo sistema solar ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren un raro planeta del doble de tama\u00f1o que la Tierra y en ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">descubrimiento de planetas enormes situados en sistemas solares muy lejanos, son una esperanza, ya que, d\u00f3nde existen esa clase de planetas, es l\u00f3gico pensar que existan otros m\u00e1s peque\u00f1os que, como la Tierra, puedan tener condiciones distintas y que permitan alguna clase de vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/1.bp.blogspot.com\/-2Y2N3_p7gXw\/ThJg6SsTWfI\/AAAAAAAAAfM\/U5iLehFnNXo\/s400\/Galileo+Galilei+mirando+telescopio.png\" alt=\"\" width=\"500\" height=\"370\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La primera observaci\u00f3n hecha con un telescopio fue por Galileo Galilei en el Siglo XVII, pero no era suficientemente potente su telescopio para ver detalles importantes y definitorios. \u00a1Si pudiera levantar la cabeza y contemplar el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Hubble cumple 25 a\u00f1os | Ciencia y tecnolog\u00eda | Cadena SER\" \/><img decoding=\"async\" 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\" alt=\"NASA | ESA: 10 im\u00e1genes del Hubble que te dejar\u00e1n con la boca ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR-93xy2vM68tnGaOLUkmoi-Mp5uQU_ENB_UDvoei25EFKAdIAk&amp;usqp=CAU\" alt=\"El telescopio Hubble descubre la estrella m\u00e1s lejana vista hasta ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRpS6nZ6uZtRliAHGV6mV4mjfQKxfqTSM_yPY5b_Z9REVNJyybq&amp;usqp=CAU\" alt=\"MARAVILLAS DEL COSMOS: La nebulosa Kohoutek \u2013 UNIVERSO Blog\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><\/strong>La imagen de Galileo mirando por su telecopio a las estrellas lejanas, es s\u00f3lo un s\u00edmbolo del pasado. Ahora, los modernos astr\u00f3nomos, cuentan con sofisticados telescopios de la \u00faltima generaci\u00f3n que dirigen por ordenador c\u00f3modamente las operaciones de investigaci\u00f3n de las estrellas. Los datos son estudiados y normalizados por enormes y potentes computadoras que, en la pantalla del ordenador, les ense\u00f1a lo que han detectado. As\u00ed es la astronom\u00eda moderna.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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7qyfJRkYVNVRj7kjbpvRzKVwNmfrbxJbLrtQta6GkgNLQCI2EZ5modTjEGCMiMCPFTeoM3E\/lbgf1Ogj2ViLQB6jAD2n9d3mLv8s8VB5mo1tKSsvkkWewNqtomqQyo97gCRGsphl4PLe0Xi4HR1i7J0Y1WkLMGVXNBLgDm4FrshIIcAZBkYgTEwFtqkuJc4lxOZcSSe8nNZ07E8iQwxviG+0cArXPNlWyVkiv1azpy0hwJBGIIMEdxVgLI0evUaODeu7wjq\/wAy2MrtZjTZ1u3UhxHFrfVb43iNhCi5VS7ZJr2em1rnvYBVNm1hb6obVdXZTa+6Igmm6\/d2Zrn9WptQFxJJJJMkkySTmSTmVspWF7heDTd7RhrPbdA81Ny0quXpFfq1ZWCneoVw8Symy+w9moXtDWg\/jF6RtuzsWQs9JvrvLz2af71HCB4BwWFqtReA2A1gxDGyGgnAuM4ud+IknZkgjPH5Zs07oltEMLXlwcarQTdgimWgPZdJ6rgbw4HM5mmdTU602hz4L3ucQIBc4uIGcCTgJJ5qM4rWMWTKd5XRGdTWtzFIcVrcuqEGaRkyOWLG6pBCys9mdUddY0uduaCT3wNi2saKREuLpTZaNSlSqWibxsz3EtIFQ3bVSo06mObjTvtkzIbKrtVRo41XCo7ZSpuls\/8Ay1W4R+FhJOUsVXpPSDqry95EmAAAA1oaIa1rRg1oEAAZAKklc3p3Ro0nZhTq1KYcHBj3sDhk644tvDgYnxVbUC3VayjOesJNHVBMwREWZqfTTf7THRvLDnwfiU64jGn\/AOHz3eKjC2N7Deb\/AJl6LWzsDm74rHbl0fMpyXLJQDsgxrj+Fxd\/xdCOvgxqvCH\/ABUX0in2XeDhHm0o2vT2h3tD5VG3Lovu1V6k\/smFtTbRI\/S\/91heP3Z8\/go5rU9jXe0PlXmuZuPtD5VGD6LeRWXqT+2Srx+7d5\/BeF5+7Pn8FG11PcfaHyprmbj7Q+VMH0PKr\/8AT+2S2ipsok\/pefcvOvMarHdDx+6iitT2g+0PlXrq9PY13tA\/9VOD6HkVn\/s\/tklzXjA0wOLi5vmXQvOvMTT50Y55KOLRT7LvaHyrz0tnYHN3xTbl0UdSo\/bf2SOvHrMGzA0weTcT3o5zsZrfzVDM+CjemN7Deb\/mXnpzdjG+Z95VtuXRX+TNuobteP0tJ98JcZvceF0DzvH3LT9IcG+wz4Lz6SOwx+UBvO6BKnZn0Ri+iQ25ODHHheHuDVtFJ2YodxuvPk4kHxCgO0o\/tu9o\/FaXWtWWnqdFsZFt9aMi1h2wadN3iAQea1PpSZdUbO2S5x5gGeaqzalgbUrLSzZOEmWtymPtOPc0AHuJdhyTW0xkyfzOJH8oaqplVzjABJ3DE8lnqqnYd4ggcyrrSPlllSkWHpxHq3W7rrQCO5\/reaj1rSXGXEk7yZPMqIaZ2uYO+pTB5XlrcWba1Me2fNrSD4K600V7ZdUJMkurLW6soz7VRH+o49zBHMvHuWp+lKIya897wAe8Bs+E+K0UKcTSOml0SnVFgXKE7ToHq06Y4w53k8keS0P6Q1fsvLRuZDB4hkAq2cEbx0si69CqRJaWje+GN9p8BYOp02+vWbxDAXu54MPtLmqlucTK0uruO1VddcG0dJ2dK\/SNBnq0y876jiAeIYyCPaKiWzTr3tuF0M7DA1jDtksaACeJEqiLisVm6rZvGhFEupbCVodVJWtFm5Nmqgl6PZXiIqlgiIgOl+laEfbnvbHKF63SNHa9\/sNPnfXMott+RzeLA6ZukKPbd7I+dZG30dlR\/sN+dcuinfkR4kDpxpCl23eyPmWQt9H7x\/sN+dcsib76I8SB1Xp1H7x\/sN+deenUfvH+w351yyJvvonxIHTm30u272R8y9GkKO17vBjfnXLom+x4kDp3aQo7HuP6AP8AuvBpGj94+fyN+dR+j3Rata+sC2nTx678iRsaNvuUnTPQ59Ft5lVtUbboiDjhnM4eYU7siPFpmLdKUNt8910fFYjS1Ha153ddo59UrnXCMCvFXfkW8WB0P0vSj1Xzs64jlcx5rF2mqcCKeO2XEg+AiOaoEUb0iy01PovDpxuP1TMeNTDu6\/vlY\/T0erTYPAun2yfJUqKN2RKoQ6Lc6efuZ\/t0\/lWDtPVtjyPym77lVoo3JdllSh0T6ul6zhBqOI3FxI5KObU7etCKMn2Wwj0bTXdvWBed6xRRdk2R7K8RFBIREQBERAEREAREQBERAEREAREQBERAFcU6FnNwl0RcvAHMmC6ZOWyW78sMadEBcNslnAxqYwJN4GJJGAGeU+MELU+yUbzAKhMlwcZaAImDMyBlmMjhKg2YNvtvyGyL0blY62gCA2IDDiQT9YX7y0kgNwEjkUB5TslDEmpkDdN4GerndEEYmYx9Ug7JjVLK01xTY7Aua0Odd+0QJlpiFNp+itc3G8NpIeGiC2IbEmRe3qttRZemnIENPcYEie9AfoHpHZ7Fo6hrWsDWjVNpSHm\/UY1wLJEikYa0kkYwTBVJ0i0pZ4pUXB5c6makNALWAy4mo4HaWuHGNm3n\/pRtuoUX3w6pSkPovxALsC4DA5AQ4GRgBBCj6V0s9tJzXvAdiGm40uaCDgTAIzzxK3dBNZXuRnwcJpD13EbSYiIiTlCirZWfJ\/uPBa1jL2SgiIoAREQBERAERb7E5oeC\/KHbJxumMDxjNAaEVs91mc29k7HqC9ucQC6McS0TwWQbZMpJ4m9Ix4DHb4DYUBB0cxhfD4iDiTAHE4ie4HnkZVey0Axzg\/GBdaHAkyNuEgg49xG2YxoNs90Xi4unGJGF+JyP2ce8HNbrtlMdYyYBABaBiwTJEZXygMWWGh1ZrQSGyQQQ043tm4DmvGWWgXkF90fVj1gYlgvGftdbDDKZyW7VWVrhLpILS4S4syF4SAZGccRjgtVnpWYtJc6DJMdYYF4GGBk3cQB45IDJtns5bN6CWYNvib1xpz2dYkY7ti1Ms1EOfLpaBLesMZYTEjN16MsMDicJ2VKVmGF6ThtcWxdcZJDc710GJwPIBZRhLiJG+Y6227uLT3zsAkDwWKzz\/wC9GcHDHGMRGH75hYPstAERUkdeZ\/IS04ZY4LNrbLGLjjsh0t+rxM7evl34ry0ts9x1w4t9XZekAbccDJ8I2hAYix0S4jW9XqwSR2oI4nblAnHLHZSsdC71n4nYHNMQJgHAY4CTtBjAhYtdQMl0erdF2QS6Jc4CM5MCYGBOBW177KcDAEmSwOB2XS2dkXgQdvDFAU7wJMZbFisqkSYykx\/ZWKAIiIAiIgCIiAIiIAiIgCIiAyY8gyCQRkRgVlVrud6znHdJJ961olwEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQH\/\/Z\" alt=\"Explicacion del descubrimiento de nuevo sistema solar encontrado ...\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo se forman las lunas y por qu\u00e9 es importante encontrar las de ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cu\u00e1les son los Elementos del Sistema Solar? - Lifeder\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTmYo0dE5KuSKIEQmNWg183WqKJ77RQIBLpOSIyQgGVzxaRN2Eh&amp;usqp=CAU\" alt=\"Una de cada cinco estrellas como el Sol tiene planetas del tama\u00f1o ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hay estudios que favorece la creencia de que, los sistemas solares, son tan comunes como las estrellas. Pero, a\u00fan suponiendo que la mayor\u00eda e incluso todas las estrellas poseen sistemas planetarios, y, que muchos de esos planetas ser\u00e1n similares a la Tierra en tama\u00f1o, debemos saber qu\u00e9 criterios han de satisfacer o qu\u00e9 requisitos deben tener o cumplir para que sean habitables.<\/p>\n<p style=\"text-align: justify;\">Se cree que una estrella debe tener cierto tama\u00f1o para poder poseer un planeta habitable. Cuanto m\u00e1s grande es la estrella tanto menor es su tiempo de vida, y, si excede de ciertas dimensiones, no vivir\u00e1 lo suficiente como para permitir que un planeta recorra las prolongadas etapas de su evoluci\u00f3n qu\u00edmica, antes de que se puedan formar y desarrollar en \u00e9l formas de vida complejas.<\/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=\"Las enanas rojas \u2014 Astrobit\u00e1cora\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si la estrella es demasiado peque\u00f1a no puede calentar suficientemente a un planeta si este no est\u00e1 muy pr\u00f3ximo a ella, y, en tal caso, sufrir\u00eda peri\u00f3dicos efectos perjudiciales. Se estima que s\u00f3lo las estrellas de las clases espectrales F2 a K1 son adecuadas para el mantenimiento de planetas con nivel de habitabilidad suficiente para seres humanos: planetas que puedan ser colonizados (si alg\u00fan d\u00eda conseguimos el viaje &#8211; la forma &#8211; de desplazarnos entre las estrellas).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/bibliotecadeinvestigaciones.files.wordpress.com\/2010\/07\/galaxia-espiral-barrada-via-lactea.jpg\" alt=\"http:\/\/bibliotecadeinvestigaciones.files.wordpress.com\/2010\/07\/galaxia-espiral-barrada-via-lactea.jpg\" width=\"586\" height=\"440\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si pensamos que en nuestra Galaxia existen m\u00e1s de 100.000 millones de estrellas, y, que tal ingente n\u00famero de soles es la media de las Galaxias de cierta importancia, podemos suponer, aplicando la l\u00f3gica que,\u00a0 estrellas del tipo id\u00f3neo para tener planetas como la Tierra o similares, deben ser miles de millones. Lo que nos lleva a la conclusi\u00f3n\u00a0 de que, planetas como el nuestro tambi\u00e9n podr\u00edan ser unos cuantos.<\/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=\"10 interesantes curiosidades sobre la V\u00eda L\u00e1ctea - VIX\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La mayor\u00eda de planetas como la Tierra a\u00fan no han nacido ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0S\u00f3lo en la V\u00eda L\u00e1ctea se han calculado unos 40.000 millones de planetas como la Tierra<\/p>\n<p style=\"text-align: justify;\">Una buena proporci\u00f3n de ellos estar\u00e1n en la zona habitable de sus estrellas y, con agua l\u00edquida&#8230;<\/p>\n<p style=\"text-align: justify;\">Es probable que estos planetas portadores de la vida, puedan estar distribuidos por el Universo de manera uniforme, la dificultad es que el Universo es demasiado grande. Si cada 100.000 a\u00f1os-luz c\u00fabicos existiera un planeta como la Tierra, ser\u00edan much\u00edsimos los planetas con vida. Lo que nos llevar\u00eda a tener que explorar a una distancia m\u00ednima de unos 30 a\u00f1os-luz para encontrar uno de esos planetas hermanos del nuestro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/blogs\/elmundo\/apuntesnasa\/imagenes_posts\/2016\/08\/31\/172911_540x346.jpg\" alt=\"Cu\u00e1n lejos est\u00e1 la estrella m\u00e1s cercana al Sol? | EL MUNDO\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Alg\u00fan especialista, no recuerdo ahora mismo su nombre, expuso la idea de que, 14 estrellas distantes de nosotros a lo sumo 22 a\u00f1os-luz, que pueden poseer planetas habitables y sopesa las probabilidades de que esto pueda ser as\u00ed en cada caso. Llega a la conclusi\u00f3n de que la mayor probabilidad de planetas habitables se da precisamente en las estrellas m\u00e1s cercanas a nosotros, las dos estrellas similares al Sol del Sistema Alfa Centauro A y B. Seg\u00fan estimaba \u00e9ste se\u00f1or, estas dos estrellas compa\u00f1eras tienen, consideradas en conjunto, una posibilidad entre diez de poseer planetas habitables, la probabilidad total para el conjunto de 14 estrellas vecinas es de 2 entre 5.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/mimosa.pntic.mec.es\/jgomez53\/neuronas\/exoplaneta5.jpg\" alt=\"\" width=\"450\" height=\"225\" border=\"0\" \/><\/p>\n<p style=\"text-align: center;\">Planetas que giran alrededor de la estrella E<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>l\u00f3n Eridane<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Si todas las leyes del Universo son las mismas que rigen aqu\u00ed en la Tierra y en el Sistema Solar y en nuestra Galaxia, entonces creo que, para opinar sobre la posibilidad de vida extraterrestre, hay que conocer los trabajos de H.C. Urey, Stanley Lloyd Millar y otros estudiosos del origen de la vida en la Tierra, y, aplicando sus estudios a planetas lejanos, tendremos la respuesta adecuada.<\/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=\"Distancias en el espacio: Parte 1 \u2014 Steemit\" \/><img decoding=\"async\" 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\" alt=\"Miden grandes distancias en el espacio con datos reales... en Taringa!\" \/><\/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=\"Est\u00e1n los OVNI pilotados por humanos del futuro?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otra cuesti\u00f3n ser\u00e1 el coincidir, tanto en el espacio como en el tiempo, con otras civilizaciones inteligentes, no ser\u00e1 f\u00e1cil. Podr\u00eda darse el caso de Civilizaciones existieron y desaparecieron antes de que apareci\u00e9ramos nosotros. O que existan en este mismo momento y que est\u00e9n tan atrasadas que no podamos detectar sus se\u00f1ales electromagn\u00e9ticas inexistentes. O que, est\u00e9n tan adelantados que no quieran saber nada de nosotros y est\u00e9n esperando el momento id\u00f3neo de nuestra evoluci\u00f3n para contactar, \u00bfquien podr\u00eda saber la verdad?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static.abc.es\/media\/ciencia\/2018\/11\/29\/AdobeStock_109516411-kd0--510x287@abc.jpg\" alt=\"Ocho naves espaciales con las que podremos abandonar el Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pensemos por un momento que existen planetas id\u00f3neos para la vida a 500 a\u00f1os-luz de la Tierra, y en ese tiempo, recorrer\u00edamos 4.730.400.000.000.000 Km. si tuvi\u00e9ramos naves espaciales cuya velocidad igualara a la velocidad de la Luz. Pero como nuestros veh\u00edculos espaciales s\u00f3lo alcanzan 50 o 60 mil Km\/h. \u00bfQu\u00e9 materiales tendr\u00eda que tener la nave viajera para que no se destruyera por el camino? \u00bfQui\u00e9n podr\u00eda soportar tal viaje? \u00bfCu\u00e1ntas generaciones pasar\u00edan antes de llegar? \u00bfQu\u00e9 seres llegar\u00edan despu\u00e9s de las mutaciones sufridas en la ingravidez durante tanto tiempo? y, sobre todo, \u00bfc\u00f3mo podr\u00edamos eludir las radiaciones del espacio?<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Disponer de navez como la que arriba vemos, es un sue\u00f1o muy lejano a\u00fan en el tiempo. El Enterprise de \u201cStar Trek\u201d, El Coraz\u00f3n de Oro de \u201cLa gu\u00eda del autoestopista gal\u00e1ctico\u201d o el Halc\u00f3n Milenario y el resto de espectaculares veh\u00edculos espaciales de la saga \u201cStar Wars\u201d son buenos ejemplos de estas impresionantes m\u00e1quinas. Armas de gran poder destructivo, desplazamientos m\u00e1s fugaces que la luz, saltos al hiperespacio, velocidad absurda, energ\u00eda de la probabilidad infinita\u2026 Toda una mir\u00edada de sue\u00f1os espaciales.<\/p>\n<p style=\"text-align: justify;\">Si pensamos en el tema propuesto hoy, al menos yo, creo que, sin lugar a ninguna duda la cuesti\u00f3n\u00a0 es segura: La vida existe fuera de nuestro Sistema Solar, lo contrario ser\u00eda un milagro. Aparte de que ser\u00eda negar una evidencia probabil\u00edstica, No podemos ser tan eg\u00f3latras y pensar que estamos solos, es mucho espacio para tan pocos.<\/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=\"Telescopio Hubble, las 20 mejores im\u00e1genes - RTVE.es\" \/><img decoding=\"async\" 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alt=\"Telescopio Hubble, las 20 mejores im\u00e1genes - RTVE.es\" \/><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFhUXGBgXGBYYGBoYGhcYGBcYFxgYGxodHSggGB0lHx0XITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLy0tLS01LS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIANMA7wMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAFAAEDBAYCBwj\/xAA1EAABAwIFAgQFAwQDAQEAAAABAAIRAyEEBRIxQVFhEyJxgQaRobHwQsHRBzLh8RQjUmJD\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF\/8QAKBEAAgICAgICAgAHAAAAAAAAAAECEQMhEjEEQSJRMmETQlJxweHw\/9oADAMBAAIRAxEAPwDxtOAmXQgbG\/osEt4zLKlJrXVGOaHtD2EiA9p\/UOo3uqrgLQZkXERBkiO9oPv2U1fFvqAB7idIhskmAJMCdvTuqxTS438QL9lqnl9R1N1VrCabCA5wHlaXTpBOwmDCqwpm4p4aWBx0mJbNiRsY2MfuoSs69BQk65XTBe5gdd0EEQTEJweV04yZtfoAB8hYegQYDiEk6ULAJMM5oc0ubqaCCWyW6hN26hds7SuHG9tuOydliDE9jsfkpKOGceEDEC6YBI1SBNyBJA5gSJPaR6qarhC0So\/CMExYfvshaCRpynATub0RMcJ4TkJAfn5+XWAKEnMIRXIMpdiKrKYB85iY9voifxT8KVMEdNYgO6TJPQ2sB+QrLDJx5ehXJJ0ZZJOUyiOJJIBS1Qzy6Sdhq1ACHcgQTLdr772WMRJQkF2AIETPIiI9DN\/kFgD0KzmODmkhzSCCNwRcEKatVNV5c5w1OJLnOJ3NySQCSSfqVXIV6jlb3UTWAHhh\/hl0izyNQEb3F9k6jJ6RrB73SSbCTMAQPYDYdlYw7WQdW8eWP3VWFeyupTa9pqglocCQOW\/qHva82vuljFSdN0NdHWUUqBeRiHPazS6CwAu1QdNjaJgHsVSqRNkSz6rQNV3\/AB2llImWBxl0dzyVRxOH0aZc06mh3ldqgHYGNndW7hPNU+K9exVshC6ad7e\/zBXKeEgRFMp8NRDtUva2GucC6fMQJ0CAfMdhMDqQoiFgjLuk2TYTY\/ZchqvYXC9QiwEmCwIcL\/NWm5W0\/wBv5zZW8PSABJsAm8Ynayi2\/Q6X2SUsvpgS4hXsM9lMg+Vw62PsQd\/QoU5pH8qvUJ90rt+wppFrHspE6upmBEfLhVX06PEyusLgHvItbqiQyINB1BwPHSZG\/aJ2Q602Gr9Ad9JkQnwYDXAgTpIcJaCLGbg2I7GxRrCZO5z4A+W8BaOpkdFjHTGuJH3Rc0kbgYJ+G8TW4NuPM6BYAkCbWaJIHS4Q92HifpaQfW9lpMYyRYkSIAm0TOn0m8dUBxZLTBCaLbFkki1gcyr0WtdTe4BpJb\/8l0SR\/wCZgSRvAlNnmfVcUQ+q4udsT16H1i3so8BiwDpcPKuMbgSCXNu3j0VlldcbEcPYOSTkJoSmERG9iEydJYw4VvAYcve1rRckAKo0IjlWJNJ4qhurQQedIPEx6Hkbcp4VewM3uL\/phVZT8SRpI1AngRME8xtbfhYHE\/8AXLGmRN+kjkD+Vv8AMf6p1a+GNEtDXRZw54Iji0\/KOV5vWq6iSeV0zyR40kr\/AESgpfzFdMUk64y4ySSSxhQnTJwsAQUlKnqsu6FIusOSPpt9ytVkmSADU\/8APfhExUy3JH1DqdJkyZ3M8oscjIcAQimExjab2nQHBp2M3tF4j7oth8VUqNcwBpBdMwJETseBdCMot76H40ZbN8CGUiOZgodgcMXbDjhbavkzq4DQywNybfWbq5gcmax0MHiP\/wDm4Hupr9DGWbkj9ALmx62N10\/LaTQ0Bul0eaTOp0nzdrQI7L0TB5DVqHzmDFgN+9yg+efD1NjjDiSBLuSPX86rOM1G\/QU4t0ZR9QAeUQQpKFBzjqe6Z2BHvM9ETfgwWk+HINgb29P89SusPhgBOnb6rm6LUU8QwtINMXbefuO4VDNMS9xBgzAB34WmZjA2QAOihq0BU4ElBSXsPExmKYbR3n7qlXy19YDQ28iZ9F6Ifh9mgkFpfwOB690CznF1sJTimxpcSJdEgRe3dXxOLkrJZI6MJj8qq0TFRjmEcOEGfQ7rrLcXB0u\/tNvRWvib4gq4yp4tUy8gA8bCBA4sgZXRkjFv49EI2uwnmuXFhkbG4KFkLS5dX8aiWES5kn2\/JQbGYfkKcZemFxrZXosBnUS3ykjyzJjyjiATaeN77KNSU6JIJEQIBkgbzG5vsdv3CjTis6IXbazg0tDjpMEibGJgkckSfmVfyHKH4qoKVMS47DvwPfb3CsZ38PVcKYqt0naDv8twO59lVY5OPL0LyV0BmOUuKqMJGlukRfzTe08CLyfdQpnJAnIRLLMkrV2vdSYXCmNT4\/S3\/wBHsENVzCZlVpgtY8tDhDgDAcDuD1TY+F\/Pozv0VarIMLmF051556ptyphGVrDYYuKko4SbhW3vawCN\/stdG7COWUmNIBbed+i1gzIMpPohjDrjzkS5pBny9J2WHy8EmRdFzVIF9+iCnKLtDpKjUZTk5cPEqWA4NphGsrwHi1IpttN+EGySrWr6adzNrdF6Ect8Gl4bfKSLmeOfbqVOn2xv0UTlXiWdUDKLTpJBjU7\/AMg89yhmO+LsNhy5jBAbaWwT3WK\/qB8UeI4Yei4ilSsItqdy75ysT4xNpSpNrsdLZ61gP6otNQN8MsBMB0ye09FqaGY0a13PaHb+ttu8FfPTSrWGx1RjgWvcDwZRlyqkx1BfR71jK9MCGGne8gwfkdlkc5a4MFTZswSII+mywmGzp8gP25PKJ4jMyKZ8NxIPB\/hRkpPstHH9F4NqEy2XiYlo1XOwI3BU1PMDESN53IQjDfFtZtPw9FM7ySDcGLb9pUeDqGoCWw0iJbNr8t6ehQ4lOAbp46Du4fUK5Uxoqb+YdFka9Z7XTJsr2EzioBBl3aeOdk3GtkpL0GsLkGDrPBfTtIkNMSOgPCC4n4JpiqdVUNpyYbMmOBP5yj2FqN8LxGCZHqQebcIDjzULXVTPbt0nv2TrJJqiMsasFYrAtw9WaRLm31HiFVx9EBxi4KtVm1C2Dzcjr6rltIvMG3T+EbfbFrVGdxFMgwoIRjMcP5Z5CFOMmfsAB7AWHorRdog1QX+G\/iCpg6niUgNXUiflwpfij4jqYyp4r9zuBsDtb2hAkpVP4kuPH0JxV2JOFypGObpcC0lxA0mYDTIkkR5rSItvPZKMSU8I5zHVBGlhaHXAPmkNgTLtjtPfdVynlMVjDuMnaL7cDte8JMF0ymwzZKBi6x8BcMGo9lLoVzA4Rp3PsgtmLOVvDJtJNpRfJ8sfiKzW7AndNleTh58rXX2vIBm3tuvRvh7If+ORMzEkn7QmUfbGXRocgyelhh5NwLuP7dFl\/wCpOemhRd5oqVW6WjbS3nvO\/wB1os4zBzKUsGow5waP1aBqieCYgd4XgOe55UxVd1aqZM+VsWAnbpa09ZSTp6Ggn2CXukyugpMVX1vc\/S1uok6WgNaJOzWizR2XWGoanBsgSQJJgCbSTwEGy8FY3hu06v0ggdpIP7A\/JItsusTS0uLZadJIlpkGDEg8juuab0tnRFLpiYVapv0m3++yi0XEbH8hTEQFNs6ceNljMcNAa5rmuDmh0NMlsz5XdxHyhcZVjzSfvAcIceg9lzTcGwQ6Zu4RGkyRE82gz37Jn0A7+1bkgPHJIN43DtI1NMzcdwY36FDfqrOAafD035t\/CnpUWRLd+RPJ3KW6ElAIfDNUguaebgG0\/wCFexGHLqmkkaG3azgk7H1v9UKywEPN4kfZHnYd16ott7WIH1S3slKFAPM6AIOn+4Wn0QOjLDbcbj91pKFJ5BJkgiY6gHtv7oZmQEPIbp0zFt1TlaIONHGa4YPZq21b+sLGVWkEhbnLHeJSLD\/dEj2WVznDw49U+JvpkcqXaBgShMr7KbSwBms1IdrsIifLpi5tMyr0RKCSnfRcLEd9v339lCR\/oItNdgsSt5XTpuqNFV2imXAOdEw0mCQOSN4VNO0cBBOnYQhm+DbTedBc6mS7w6hGnxGtcW6gONtuE2Bp8qoxxBB2IM+hHqimEMNQm7tmRL4VpRPKMNLg28mPQDm\/Xb6qvh2Sz6o1lNRrXhvMTPpcrQdDUbz4ZwgDmNHEz2AMBW81zEhzxNyQGjr6ILleZaGPcbOJ9oAH57KvjM01hsTJc0NEC4MzfcE+VBPWylbDnxLmAp0GgGS1pkxuSOF4Y9p1EReVv\/jnHkUQy8kBzj0BMAfRefUyfdLFNybY2qotVMEW6bySCSBxH7qzhMqqPEgfOyq4YkOsSOORvYrZ4ZrnU\/K2S2NZFwN9haSqNUi2JKzJY\/BuYRK7xWGJLS0QC0fPn6\/RW8zeHHc22sAoaNUgRwoSZ3Qw7Hwz3Fnh8atQECdURvvBA26qKs1X6O211K\/D6oMb7jv+QfdQctnorx\/hSB2HwjomLLrwTNkYw+FPH4FzUy\/lBzCvFajQ7cHUYxtSDodIDuCREgdTcKCsSwh4vPXp0RCkC3\/rd+nuHAH1mPkua1QEAOAMT0\/2eFuS9HPLC0cYeo0vkW2N9utuq3mEcCwOGxaQfUTIWIwVIOcGgSePlstXgKJNMsMiwcBzYS4DvH2QrZyZopIFljWiBJAMgjeCoq1Gmbf3An\/clWs+cWgFkNbA9Dfj84QWhT8SoYcdW9ufyyZHJIrYGlpGobtcAe4Fig3xXQio6Obj0WxbQDY5BBQ3MMCKjwDsWkD1Ej89FSMqdkZwtUjzuFrf6fYvC0a4fiidINmxMgzM9OneSg+PwGkExBBM+3KFN5vEet7xA+942PouzFkpqSOWUfTN3\/UbMsK9+nCtDaZuC39Q2ud7GbbBYzA4gU6gdLxE3pu0OuCLO4\/iVx4Ti2YteP3\/AD+VC9qpmySm7kJBKOkMAumPIIIJBBkEWII2IPB7rhOoFCdhLiSSSSZJNySdyiFMQEPwwuiZdDYt6+iVmXYZyynqAB2j90RrYINex7T\/AGkNPcH7bR7odk7HOjTuINheBv8AyiDQ5vibmQ1w9jcraoddirYhz6gY2SDJIHr0WnwuGc6IZqeGmD0BsTHUfYnosrkNQCp4jto0gDnqfmt98I\/EGHpPJrOEmwi4A78fLuuvxoKaerr19gyScVaMR8ZZdVbTlwN4DugAJIvwLrFUzpdYiQeDb582XtH9Rc0o4mi6lT2jW0jbtb5heN4PC66mkkAT5ieByUfI4KmlT9oGJyathf4iwZZVFQCBUAd2BIEj9\/da7IMWRRI5c0T3NwFDia1JzAx2lwAhvUWjUD0sN0W+CcqFWqG8Df0\/lTwLmmmdfXyZicVgiCTf+4zwI4P3\/CucPhwV7F8QfBlJtJzgY03MCTbgBeVuMOcGiImeTA6nj2SZvHjw5RdnqeB5MZsanhro\/lWS+IQ0GS4bATB41du990GwrSStn8H49tCoHPvwABMd54XC8f2ezkk44nLGt\/RaPwrUZSg0xIJJdeYjbpHPuszj6AaCIk\/T5r1TNc8pmiS282PESJC86xtPWHkEWIsTBMngcpcsEvxOPwfIy5U3lVbMu5hn8sliBz6fQdlefQN+VXI3BCRFc9PZ1kNMms3tJuYmBO5W0AN3gaSC2OYMjrv39UN+DcoLnh5bwbLTYukNWmLSIA4O4lUjFydI8XyJpSoyvxM3ykd5J4\/N1UyPChjHVC25HHA3v6orn+W1Gj\/sBBJuD049eqH03wzQNv8AUpp45Q1I5rTVobH0w3SPT7IfgxIOq+kn6q3jqwLXOJIMW9uvS0lUcjxjWwS0OBfBadiANiVn+JK\/lRR+KSw0iZBiASDE3223Xn53W++KaQ\/47nAt0ztO3QATKwBKviVRIZXcjV5R8TUqWEqYfwGue4gtquALmEf+f\/M7LL1nySepUSS6cmeU4qMvX+l\/giopOxJwkkojk2HN7ok4WQhhuitEyEr6MbH+n+OpUawfWu0cAST+wC0HxrmFB2o0GhrNJIgRM+W\/vx2svOcFV0uCIZjjf+uDsb+v+EedR4jpK7K+WvdBAs2fz1UuZ413lbqs2YsBuZO1z7qPLjxFzx0lVMY8uc4\/pBDdxMwTtMxY3\/wljJp6KeghgscRFzb7chWWZQDOIYP+sHzRcNc6dPzg27IGxxsi2XYlzTAPlPHCaUr2xohijSYGBxiDaD9x\/jqivw7m5wtQupgE7SdyO3A+\/dAgXNBIidpImOt1LTpeXUTYc9efz1Qw5XA6Wk4tM9BzX4zNaiWxocbdZERN+\/37LzCthH3e+14gb\/Lj3U7sxi4+fMfsqVXMnNdLT\/kK8p8lS0bC4Yuj0z4byPDuwmt7g14E6ZGqDweQuslqUHa6TWFz5Gh0nS28X6rA4PO9IBDRPW\/22RPC5y8HUzy9xwrfxopJUWxub5Pl316NZn1F9OWuOk9OT7DbqgDahNibCY9T3iTMLjMM9qVDLz5jvPPT87KrRJqwAC70H7\/nC8\/yIpy0d+DPJY6l2X6ZEauCIVvL8kLnB5FrW+t1byvKGgN8TVaT\/aQBP3WldWphkMI6TI9I7LnUUuznzeT\/AEnNGoyn5mgAwOw9f9LPY3MneMNJg6hc\/wALnMKlR0hoIb1Np9AbwEHrRTdqe7zRsCbHv3O6ynJO0cbgt2W\/inOH1HgON4gnsNrcIGaxHqJ+yqVcwJfqHz39yqorSDKrKcp7kR1FUgqfOxwiQAfz7IZk9IEOkw0EmeyM4CnFCqTM6Tbvf\/Cx2cYwsaabdzv2GyCV\/Ek3xdkXxTjG6\/DY7U0bkdY27ws6V3UeSo10ro5m72O0jkTb5d0yTjP5CYIgOgrJwL4BgwbgxvP+ZCgpm9\/5+i31f4xpnANwzaLWvEuFSQXkXBaSLtO5joB1EvjjB3ydGbfowTmwYVnBVFUebqTDugqQwTD4I\/hbjD4ei2jJja9pJWDPVarDVQaIPW3y3U5K40Ug9gvEYpgc\/SS0nYG9\/XhBX1JdKI59gSIeNihOEYJ8xgBGCVWGTd0GMM3rsrOFLZ63lVH4gC4M8C31Vc1jvqCCVlOSiHjiHQGh2\/NlFjqzoaxjrbne8jex4\/ZBW44AkD0lL\/n6b3JVIx9iSyWa0\/Ddd1MVmtcWHcgWBHBOwne+09kAqESWm5HT6+qK4f8AqBXGGdhjpFM7QIII2vubxusr45LpK6cyx8Vw7J45yv5dBsUxAgHa\/czxa1tP16rYfAdTDNeRijY2j9yRtdZDK6weIPH2\/Put3kXwQ+tT8Rpgg7dR\/O\/07rYIvv8A7Z0zyRUdvR1Wy1lSpqaIYDYenJPK02X46kwOHhtL3GZAAA9ABACCZhTdh\/JUcAYsBwOp4HpugYztrH32\/PqoeRKccjetlYNTgvo9AFXUDIt2ufb+EBxFfwnam3n1t9oQWr8W6T5QZHXj2VHN\/ix1YguEEWEGy4mnJbHi+L\/QcxmdBjS4XeeTeTwOixePx8kxNyZJuU7s7dqDuQesTHWIQitj9TydIEkmALCTMDsP2TwholPIkW6VVSCm4RIiYI9DyqOHf5kVwGFJaXQY6xz+QndEbsMeO4UQCSXOJJm+w5+YWXqZYKznFrjqki8AAjc9\/ZaiuGCmHunSwkECJuB\/CT6tB7HupiG+G4AkX1OBF1Ntx6NSfZ5jXbDiJBUKkqG64XUco2lJXMXjvEZTboY3Q3TLWwX3Jl5\/U68T0AVJM19GHTgpkkgxYfQAYH62yXEaBOoQAdRtGkzAvPlNlHTN1xKTUTBSiwugAXNgERyjEWLfkh2FdI2TtqaXKb+hlo9KyLB4arRqMxBIJB0Bu8jYdp2WFzrBUxVLRLGibAfL9kTyvGF0Qdv2\/PqhvxbRd4geTM9OqeWS0o0v7h+2Aq8g72vF+n2URPz\/AN\/4TJFFCktB4Bvsr2c4unUqF1KkKTDEMBLogAG5uZMn3QwKQFOpOqAKk+CJE9ReD2sQV0CmAXbS30PX82QcRkaH4fymo9j6wLWtpaS7U4AkOMCAd7\/cL0b4Z\/qI2jS0aJa3vf3O30XjniObz\/kKxlziSeiosqiqqxqUtM9Bz7PDWrazeTDYFyOLd+iy2aOIe6VJjDDGdgJH1VnGNbXa14sYv7dVzZ8rlLkdEElHigA2q4J6z4iCTa\/YybfIBWqmHIFxuoKkv33AA9gIj5JI7FlfRVc4myYCIVylhp2H+10aABunshKy1k+E1y42ErT4d4LNI2ErLYV8nSz3Wk0ClS1E9h1JUZ9lYfiAPiLFscGMl1iS6P8AfFkJxGKe2jpbq0at+jjJgn0Bj3VvMKDW+HWfUYRV1nQ0y+mWmPMNmzYjeyHZ++h4p\/45eadoLwAf7RIgW3ldEY+znkwWeq5XRXKYUePf588cKbHYx1V5e+NRidLQ0WAGwgDbhQHsk4LBFKSeEkoRgE8pJLGst4OsQbSrVVsiUMDlewlWbINALGX4s03jojmOioy1\/wA2Wdq01fyzFwdJQqxk6BGJolhIKrwtXmeGpm+rV6Wj1WdxWH0mBJC0ZBaogaugmAXbAqoU7p0pHcfZdmgei1v9NspbiMU1roLRJM7RsQeIIMcbrcfH3wphMLRLmAF36QbD3i7vou3Hhg1Te2Rllp0eN0yYiBsRcA7+ux6FdYesWyAreKw40sdra4uLgWCxZEXdIDQDxB4Mwqeocc7yuSUdlk3QXo1XPAmEw103EC4PyP8AlVKWYtaAAOLxfVcmb\/L2UzszZYkH0Cg4spyLmEoVXA2suswoMw4Bc6Xm8C49Sh2Y\/ELngNpjQ3py49SUKfWLjJJPrdGMHewPJ9BPF5u55mACSTYRc7wBAA7BV21gQJmQSS6f0wIEdjN+6qNN7\/NEMxfQBaKOvSWs1FwGoO\/\/AE0gGCOkn1hV4atEZSbewjQxzKTA6L7gfyheYZ5Uq2JgTwh1SpPJIG3H56KIqaiM5Nnbnd1wnDjBHWJ9kyYAkycpLGGXRiOZvN7dotblMFPhq4Y4O0MfH6ag1NNouLT1HssYkwwp6X6y8O0zTDQCC6RZ0mwibiTICqlcrvTabRMbidp23jvskGOUk8JiiASlovgqNJYwWo1A4RN0qtEoWypGyKYDFCQD+d0Gvo1kofxeO+6lNMGBwVcxVJjW6gRb91xgsfSNnx6\/4QoaygcrnY83G9uyq1sMWGHC\/wCcrTvwIcAabgep2sq2ZYioxxc5rXS3TdrT5Y0ixETHO\/MpoumF9AnDZi6mZYXNE2E7faT3hW8yz6rXYGVHF2kyCTeOn2Pz6rip4RZq\/tPRDKpE2K64+RNR4+ibgrsjcSonLpxvZclQbYbFrMybz1+6UldVqLmuLXAtc0kEGxBBggjgqwa1Pwg0U\/8AtDiTU1G7CLM0bCDJne6BmytRpkmLlWsRQFMNLajXFzZIbMsmWljpAvHSRDhdRYavocDAkXUVSpJJ6pbAIJikDdF8Zk4ZQp1\/EpnxC4eGDL2lp\/UIsDuCmimzAV7YMHf8suU5CZYwpTBJP2j86IGGXbGzblcrRfBWEoVMQ0YioKVPl5vBF2wOTMJox5OjWASxcQvRP6hYbAU9P\/EOrUJ1EyAZu0dON9pXnjxcpskODoVOx65aT5dUQP7iCZgargC0zHaFGknUCglJUpOEagRIkTNxwRO4XCZEB210A9dtgRBmd9jtEd1wnlO4zwBtt2AH56rGGTtK5UuHIkE7crGO\/HcRpm29+yiDlczd1E1X\/wDHD20p8geQXxHJEDrsqSLMXsJmb2WBsrozUVAG1LxsgalNby6dLRcGQL7REztzHVa77ME8Rlzj5meYRJ6oe5hBg7qfB5k5iZuMvJ\/2grDaKpK5lWq72OEydXoII\/lQOouvY2uYvAPJ6cBEFkcp5TJkDDkrukJMEgdzMD5AlRpSiA6ldCoYhcME77c7bdp3PZJv5\/C1mE5crpMiZnIThIhILGH45nn9v3SBV\/IqFB1VrcRUNOkZ1Oa3U4CLQ3m8Krig0OIbsDY8notWrMN4x5vzBUZKYJ1jDJJJJBhJxwkki+gDsCReTbpYfOfuSkksEYpJklgHSvZTRa41dQmKNVw7Oa2QfZMkj7Cii5JJJADHKRSSWfQSR9Uu8xMu6+gACZlZwBAcQHWcAYDgCCAetwDfkJJIikachMkgYYJ3FJJEIkgkksYmwrQXQdod9GkqAbpJIoB05M07+nqkkgEQKZJJYw6ZJJFAP\/\/Z\" alt=\"Telescopio Hubble, las 20 mejores im\u00e1genes - RTVE.es\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">Vista de regiones del universo captada por el telescopio <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>. En estos peque\u00f1o recuadros de arriba&#8230;\u00a1Hay tanto!<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Esta nueva manera de mirar el universo nos da nuevas ideas, no todo el espacio son <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, galaxias y desconocidos planetas; la verdad es que casi todo el universo est\u00e1 vac\u00edo y s\u00f3lo en algunas regiones tiene agrupaciones de materia en forma de estrellas y otros objetos estelares y cosmol\u00f3gicos; muchas de sus propiedades y caracter\u00edsticas m\u00e1s sorprendentes (su inmenso tama\u00f1o y su enorme edad, la soledad y oscuridad del espacio) son condiciones necesarias para que existan observadores inteligentes como nosotros. <\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciencia e imaginaci\u00f3n en la b\u00fasqueda de vida extraterrestre ...\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo reaccionar\u00eda la humanidad si descubriese vida extraterrestre?\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Seg\u00fan la NASA, podr\u00eda haber vida extraterrestre en Tit\u00e1n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSIERAE1FvPKtWtsDRpPsZbtJnZzD9YLJXaa4uio6uiCuPzNVaA&amp;usqp=CAU\" alt=\"Vida extraterrestre | Ciencia y tecnolog\u00eda | TECNOXPLORA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">No deber\u00eda sorprendernos la vida extraterrestre; si existe, pudiera ser tan rara y lejana para nosotros como en realidad nos ocurre aqu\u00ed mismo en la Tierra, donde compartimos h\u00e1bitat con otros seres vivos con los que hemos sido incapaces de comunicarnos, a pesar de que esas formas de vida, como la nuestra, est\u00e1n basadas tambi\u00e9n en el carbono. No se puede descartar formas de vida inteligente basadas en otros elementos, como por ejemplo, el silicio.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">La baja densidad media de materia en el universo significa que si agreg\u00e1ramos material en estrellas o galaxias, deber\u00edamos esperar que las distancias medias entre objetos fueran enormes.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<table style=\"margin: auto; border-collapse: collapse;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr style=\"height: 24.95pt; mso-yfti-irow: 0; mso-yfti-firstrow: yes;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: windowtext 1pt solid; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: #ffffff; height: 24.95pt; background-color: transparent; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center; mso-outline-level: 1;\" align=\"center\">El universo visible contiene s\u00f3lo:<\/p>\n<\/td>\n<\/tr>\n<tr style=\"height: 18.9pt; mso-yfti-irow: 1;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: #ffffff; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: #ffffff; height: 18.9pt; background-color: transparent; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l1 level1 lfo1;\">1 \u00e1tomo por metro c\u00fabico<\/p>\n<\/td>\n<\/tr>\n<tr style=\"height: 18.9pt; mso-yfti-irow: 2;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: #ffffff; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: #ffffff; height: 18.9pt; background-color: transparent; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l1 level1 lfo1;\">1 Tierra por (10 a\u00f1os luz)<sup>3<\/sup><\/p>\n<\/td>\n<\/tr>\n<tr style=\"height: 18.95pt; mso-yfti-irow: 3;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: #ffffff; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: #ffffff; height: 18.95pt; background-color: transparent; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l1 level1 lfo1;\">1 Estrella por (10<sup>3<\/sup> a\u00f1os luz)<sup>3<\/sup><\/p>\n<\/td>\n<\/tr>\n<tr style=\"height: 18.9pt; mso-yfti-irow: 4;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: #ffffff; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: #ffffff; height: 18.9pt; background-color: transparent; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l1 level1 lfo1;\">1 Galaxia por (10<sup>7<\/sup> a\u00f1os luz)<sup>3<\/sup><\/p>\n<\/td>\n<\/tr>\n<tr style=\"height: 18.95pt; mso-yfti-irow: 5; mso-yfti-lastrow: yes;\">\n<td style=\"border-right: windowtext 1pt solid; padding-right: 5.4pt; border-top: #ffffff; padding-left: 5.4pt; padding-bottom: 0cm; border-left: windowtext 1pt solid; width: 216pt; padding-top: 0cm; border-bottom: windowtext 1pt solid; height: 18.95pt; background-color: transparent; mso-border-left-alt: solid windowtext .5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt;\" valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l1 level1 lfo1;\">1 &#8220;Universo&#8221; por (10<sup>10<\/sup> a\u00f1os luz)<sup>3<\/sup><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El cuadro expresa la densidad de materia del universo de varias maneras diferentes que muestran el alejamiento que cabr\u00eda esperar entre los planetas, estrellas y galaxias. No deber\u00eda sorprendernos que encontrar vida extraterrestre sea tan raro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biografia de Karl Jaspers\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El fil\u00f3sofo existencialista Kart Jaspers se sinti\u00f3 provocado por los escritos de Eddington a considerar el significado de nuestra existencia en un lugar particular en una \u00e9poca particular de la historia c\u00f3smica. En su influyente libro &#8220;Origen y meta de la historia&#8221;, escrito en 1.949, poco despu\u00e9s de la muerte de Eddington, pregunta:<\/span><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\"><em>&#8220;\u00bfPor qu\u00e9 vivimos y desarrollamos nuestra historia en este punto concreto del espacio infinito, en un min\u00fasculo grano de polvo en el universo, un rinc\u00f3n marginal? \u00bfPor qu\u00e9 precisamente ahora en el tiempo infinito? Estas son cuestiones cuya insolubilidad nos hace conscientes de un enigma.&#8221;<\/em><\/span><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRRCkf7AOJlk8LqWDw1TZtWGF46h0uAbQ7OvvpfHW9Hg6zbZ-5o\" alt=\"\" width=\"278\" height=\"182\" data-height=\"182\" data-width=\"278\" \/><\/span><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">En el contexto del Universo&#8230; \u00a1Un grano de arena!<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Es el grano de arena m\u00e1s hermoso jam\u00e1s visto<\/span><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\"><em>El hecho fundamental de nuestra existencia es que parecemos estar aislados en el cosmos. Somos los \u00fanicos seres racionales capaces de expresarse en el silencio del universo. En la historia del Sistema Solar se ha dado en la Tierra, durante un periodo de tiempo infinitesimalmente corto, una situaci\u00f3n en la que los seres humanos evolucionan y adquieren conocimientos que incluye el ser conscientes de s\u00ed mismos y de existir&#8230; Dentro del Cosmos ilimitado, en un min\u00fasculo planeta, durante un min\u00fasculo periodo de tiempo de unos pocos milenios, algo ha tenido lugar como si este planeta fura lo que abarca todo, lo aut\u00e9ntico. Este es el lugar, una mota de polvo en la inmensidad del cosmos, en el que el ser ha despertado con el hombre&#8221;.<\/em><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/www.audienciaelectronica.net\/wp-content\/uploads\/2010\/11\/El-cerebro-humano-supera-al-computador.jpg\" alt=\"Habr\u00e1 vida en otros mundos? \u00a1Qu\u00e9 pregunta! Sabemos que s\u00ed. : Blog ...\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">No creo que estemos solos<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Hay aqu\u00ed algunas grandes hip\u00f3tesis sobre el car\u00e1cter \u00fanico de la vida humana en el universo (creo que equivocada). En cualquier caso se plantea la pregunta, aunque no se responde, de por qu\u00e9 estamos aqu\u00ed en el tiempo y lugar en que lo hacemos. Hemos visto que la cosmolog\u00eda moderna puede ofrecer algunas respuestas esclarecedoras a estas preguntas.<\/span><\/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=\"Bertrand Russell, entre el pensamiento y el activismo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">En anteriores trabajos creo que quedaron reflejadas &#8220;casi&#8221; todas las respuestas a estas preguntas. Nada sucede porque si, todo es consecuencia directa de la causalidad. Cada suceso tiene su raz\u00f3n de ser en funci\u00f3n de unos hechos anteriores, de unas circunstancias, de unos fen\u00f3menos concretos que de no haberse producido, tampoco el tal suceso se habr\u00eda significado, simplemente no existir\u00eda.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Con la vida en nuestro planeta, ocurri\u00f3 igual. Una atm\u00f3sfera primitiva evolucionada, la composici\u00f3n primigenia de los mares y oc\u00e9anos con sus compuestos, expuestos al bombardeo continuo de radiaci\u00f3n del espacio exterior que llegaba en ausencia de la capa de ozono, la temperatura ideal en relaci\u00f3n a la distancia del Sol a la Tierra y otra serie de circunstancias muy concretas, como la edad del Sistema Solar y los componentes con elementos complejos del planeta Tierra, hecho del material estelar evolucionado a partir de supernovas, todos estos elementos y circunstancias especiales en el espacio y en el tiempo, hicieron posible el nacimiento de esa primera c\u00e9lula que fue capaz de reproducirse a s\u00ed misma y que, miles de a\u00f1os despu\u00e9s, hizo posible que evolucionara hasta lo que hoy es el hombre que, a partir de materia inerte, se convirti\u00f3 en un ser pensante que ahora es capaz de exponer aqu\u00ed mismo estas cuestiones. \u00a1Es verdaderamente maravilloso!<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/fc03.deviantart.net\/fs71\/i\/2011\/095\/3\/9\/creation_waits_by_hellsescapeartist-d3d9erw.jpg\" alt=\"El Universo cambiante : Blog de Emilio Silvera V.\" \/><\/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;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El entorno cambiante en un universo en expansi\u00f3n como el nuestro, a medida que se enfr\u00eda y envejece (la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>) es posible que se formen \u00e1tomos, mol\u00e9culas, galaxias, estrellas, planetas y organismos vivos. En el futuro, las estrellas agotaran su combustible nuclear y morir\u00e1n todas. En funci\u00f3n de sus masas ser\u00e1n estrellas enanas blancas (como nuestro Sol), estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> (a partir de 1&#8217;5 masas sobre hasta 3 masas solares) y <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> a partir de 3 masas solares. Hay un recorrido de historia c\u00f3smica en el que nuestro tipo de evoluci\u00f3n biol\u00f3gica debe ocurrir bajo esas circunstancias especiales a las que antes me refer\u00eda.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fperso.wanadoo.es%2Fjosemaba%2Fpag4_archivos%2FEVOLUCION.jpg&amp;imgrefurl=http%3A%2F%2Fperso.wanadoo.es%2Fjosemaba%2Fpag4.htm&amp;docid=GQT7NM8TrGOAQM&amp;tbnid=iwnHmRH6nyDDSM%3A&amp;w=1026&amp;h=513&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAIQxiAwAA&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"iwnHmRH6nyDDSM:\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTO8vxpCka07V3k3WibcJFgPFkzga6gbuHtPaFxiCf79z87SfEv\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fmitarima.files.wordpress.com%2F2009%2F04%2F3404414148_429f3683ed_m.jpg&amp;imgrefurl=http%3A%2F%2Faulaelsa1062.blogspot.com%2F2011_03_01_archive.html&amp;docid=a_20Hn46waVhfM&amp;tbnid=13UhrZSp_wacdM&amp;w=240&amp;h=232&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAMQxiAwAQ&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"13UhrZSp_wacdM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTnTHh78vMqZ4INhoCwFC6mPzgDJTL0N_guuxaWLMHoVZJNYTidoTqusw\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.blogodisea.com%2Fwp-content%2Fuploads%2F2010%2F10%2Fcomo-se-produjo-la-evolucion.jpg&amp;imgrefurl=http%3A%2F%2Fwww.blogodisea.com%2F2010%2Fcomo-se-produjo-la-evolucion%2Fciencia%2F&amp;docid=HQIOILcQuxQeJM&amp;tbnid=Ynx6nsTt-UgkRM&amp;w=500&amp;h=757&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAQQxiAwAg&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"Ynx6nsTt-UgkRM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcT3SP0nGftwGq2vjkOW_ehyjJ4j9MwGMJHln9OU3qxdaJxsj0f5cs-skQ\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fmegustalabiologia.mex.tl%2Fimages%2F22602%2F678px-Geological_time_spiral.png&amp;imgrefurl=http%3A%2F%2Fmegustalabiologia.mex.tl%2F72136_Evolucion-biologica-.html&amp;docid=wazcdG_Ah1f0TM&amp;tbnid=tEPjGI14gwZYJM&amp;w=500&amp;h=442&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAUQxiAwAw&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"tEPjGI14gwZYJM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcTdftcXj2qHq8EI_LX-_LOWD0-S9Rvb2W-oQjV_fmrCpC9jewN0PXaBgA\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F1.bp.blogspot.com%2F_uROr2lE2mlo%2FTR3qCjFGN9I%2FAAAAAAAABpU%2F75-cFkGOROA%2Fs1600%2F8081-la-evolucion-de-las--especies-embiste-contra-el-fijismo-creacionista--500x300.jpg&amp;imgrefurl=http%3A%2F%2Fabremente.blogspot.com%2F2010_12_01_archive.html&amp;docid=JpSMXsGxJDNOSM&amp;tbnid=3s6JFiF3Vksh5M&amp;w=499&amp;h=257&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAYQxiAwBA&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"3s6JFiF3Vksh5M\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRh1YSxbN-d4-UycFvm1I6lSkFrNl6pYBDwjjjtKLIEGUvGLEvvIT-mMm8\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fperso.wanadoo.es%2Fjosemaba%2Fpag5_archivos%2FManos.jpg&amp;imgrefurl=http%3A%2F%2Fwww.ilustrados.com%2Ftema%2F3874%2Fenigma-silencio-cosmico.html&amp;docid=yfZwXLG8vVu0TM&amp;tbnid=zDWl3vtk9ZFmHM&amp;w=1255&amp;h=787&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAcQxiAwBQ&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"zDWl3vtk9ZFmHM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcTykDJJfTEFIb20IAB29uG8EzAdVKCoyaPzyxe1k3YLRgRHyI5ai7UxTTo\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.profesorenlinea.cl%2Fimagenciencias%2Fevolucion015.jpg&amp;imgrefurl=http%3A%2F%2Fwww.profesorenlinea.cl%2FCiencias%2FEvolucionPruebas.htm&amp;docid=VkYfX2rzApEgeM&amp;tbnid=ARF7i8UayEd2xM&amp;w=760&amp;h=483&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAgQxiAwBg&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAgQxiAwBg\" data-item-id=\"ARF7i8UayEd2xM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQPACCurTYCVsXZeY_Fmb0wMdCsBp08nTGbNA_VuTgJQdWjiTnPSEEu5w\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.webislam.com%2Fmedia%2F2011%2F05%2F46303_adndiversidad_big.jpg&amp;imgrefurl=http%3A%2F%2Fwww.webislam.com%2Farticulos%2F61492-la_evolucion_de_las_especies_niega_la_existencia_de_dios.html&amp;docid=57W1xFreaMNhbM&amp;tbnid=Zn7nAfLGE4BhOM&amp;w=345&amp;h=275&amp;ei=uY_OUaiBKMutPJejgYAJ&amp;ved=0CAkQxiAwBw&amp;iact=c\" data-target-tbnid=\"iwnHmRH6nyDDSM:\" data-ved=\"0CAkQxiAwBw\" data-item-id=\"Zn7nAfLGE4BhOM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQacPRGqTHBg_31AWePaHnWZHNcZHzTkeKT1fCcVzsxPkB5UdCrl_al_w\" alt=\"\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo el mundo conoce la existencia de vida en nuestro planeta. Lo que se desconoce es el d\u00eda en que dejar\u00e1 de albergar la vida. Como todo en el Universo, existe un principio y un final&#8230;el de nuestro Mundo es incierto e incierto en el de la Humanidad.<\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">No podemos saber cu\u00e1ndo, pero s\u00ed tenemos una idea muy clara de c\u00f3mo ser\u00e1 dicho final. El universo es todo lo que existe, incluyendo el espacio, el tiempo y la materia. El estudio del universo es la cosmolog\u00eda, que distingue entre el Universo con &#8220;U&#8221; may\u00fascula, significando el cosmos y su contenido, y el universo con &#8220;u&#8221; min\u00fascula, que es normalmente un modelo matem\u00e1tico deducido de alguna teor\u00eda. El universo real est\u00e1 constituido en su mayor\u00eda por espacios aparentemente vac\u00edos, existiendo materia concentrada en galaxias formadas por estrellas y gas. El universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes.<\/span><\/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=\"El Universo cambiante : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS8AVolm-Q9T_x1tQCFdVGerBkKft1FMBwKTh-FospGHA6y54_Y&amp;usqp=CAU\" alt=\"2018 agosto 26 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La materia oscura, el gran secreto del universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 se piensa que en el universo hay materia oscura? | El ...\" \/><\/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;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Existe una evidencia creciente de que el espacio est\u00e1 o puede estar lleno de una materia invisible, &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, que puede constituir muchas veces la masa total de las galaxias visibles (materia bari\u00f3nica). Sabemos que el origen m\u00e1s probable del universo est\u00e1 en al teor\u00eda conocida como del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> que, a partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de una densidad y energ\u00eda infinita, hace ahora unos 15 mil millones de a\u00f1os, surgi\u00f3 una inmensa bola de fuego que desde entonces no ha dejado de expandirse y enfriarse.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/www.esa.int\/images\/heic0701c_L.jpg\" alt=\"\u201ddistribuci\u00f3n_materia_oscura_y_materia_bari\u00f3nica\u201d\" width=\"450\" height=\"216\" \/><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Comparaci\u00f3n de la distribuci\u00f3n de materia normal o bari\u00f3nica (izquierda, en rojo) con la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> (derecha, en azul). El brillo corresponde a la densidad de masa. El mapa cubre nueve veces el di\u00e1metro angular de la Luna llena. Demuestra que la materia normal se est\u00e1 armada dentro de un andamiaje subyacente de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>.<\/p>\n<p style=\"text-align: center;\"><em>\u00a9 NASA, ESA and R. Massey (Caltech)<\/em><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><em><\/em><img decoding=\"async\" loading=\"lazy\" id=\"Image1_img\" class=\"aligncenter\" src=\"http:\/\/1.bp.blogspot.com\/_Jff0Gt7NBbE\/SiPpEXji56I\/AAAAAAAAABE\/PxY1vM2o0rM\/S259\/universo.jpg\" alt=\"EL UNIVERSO\" width=\"259\" height=\"194\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">En el proceso, naci\u00f3 el tiempo y el espacio, surgieron las primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que pudieron unirse para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron los primeros n\u00facleos y, cuando estos n\u00facleos fueron rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, nacieron los \u00e1tomos que evolucionando y junt\u00e1ndose hicieron posible la materia; todo ello, interaccionado por cuatro fuerzas fundamentales que, desde entonces, por la rotura de la simetr\u00eda original divididas en cuatro parcelas distintas, rigen el universo. La <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> responsable de mantener unidos los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, responsable de la <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> natural desintegrando elementos como el uranio, el electromagnetismo que es el responsable de todos los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos, y la fuerza de gravedad que mantiene unidos los planetas y las galaxias.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/atenea.pntic.mec.es\/Antares\/modulo8\/u1_images\/m8_u1_fig7model.gif\" alt=\"\" name=\"image2\" width=\"410\" height=\"352\" \/><strong><\/strong><\/p>\n<p><strong><span style=\"font-family: Verdana, Arial, Helvetica, sans-serif; font-size: xx-small;\">Variaci\u00f3n del tama\u00f1o del Universo con el tiempo seg\u00fan la Densidad Cr\u00edtica referida a la cantidad de materia que contenga. Omega negro es lo que los cosmologos llaman a esa materia total del Universo.<\/span><\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Pero hemos llegado a saber que el universo podr\u00e1 ser abierto o cerrado.\u00a0 Un universo que siempre se expande y tiene una vida infinita es abierto. Esto es un universo de Friedman que postul\u00f3 que el nuestro ten\u00eda una densidad menor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El universo cerrado es el que es finito en tama\u00f1o, tiene una vida finita y en el que el espacio est\u00e1 curvado positivamente. Un universo de Friedman con la densidad mayor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/astronomia.net\/cosmologia\/geo_bid.jpg\" alt=\"\" width=\"234\" height=\"372\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Seg\u00fan la Densidad Cr\u00edtica (la materia que contenga el Universo, as\u00ed ser\u00e1 \u00e9ste: Plano.abierto o cerrado (otra teor\u00eda no confirmada)<\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El universo en expansi\u00f3n es el que el espacio entre los objetos est\u00e1 aumentando continuamente. En el universo real, los objetos vecinos como los pares de galaxias pr\u00f3ximas entre s\u00ed no se separan debido a que su atracci\u00f3n gravitatoria mutua supera los efectos de la expansi\u00f3n cosmol\u00f3gica (el caso de la V\u00eda L\u00e1ctea y Andr\u00f3meda). No obstante, la distancia entre dos galaxias muy separadas, o entre dos c\u00famulos de galaxias, aumenta con el paso del tiempo y la expansi\u00f3n imparable del universo.<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/www.universetoday.com\/wp-content\/uploads\/2009\/05\/hubble-constant-2-580x290.jpg\" alt=\"\" width=\"580\" height=\"290\" border=\"0\" \/><\/span><\/p>\n<p style=\"text-align: center;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">La constante de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/span><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El universo real est\u00e1 en funci\u00f3n de la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> que es la densidad media de materia requerida para que la gravedad detenga la expansi\u00f3n del universo. Un universo con una densidad muy baja se expandir\u00e1 para siempre, mientras que uno con densidad muy alta colapsara finalmente. Un universo con exactamente la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>, alrededor de 10<sup>-29<\/sup>g\/cm<sup>3<\/sup>, es descrito por el modelo de universo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>-de Sitter, que se encuentra en la l\u00ednea divisoria de estos dos extremos. Pero la densidad media de materia que puede ser observada directamente en nuestro universo no representa la cantidad necesaria para generar la fuerza de gravedad que se observa en la velocidad de alejamiento de las galaxias, que necesita mucha m\u00e1s materia que la observada para generar esta fuerza gravitatoria, lo que nos da una prueba irrefutable de que ah\u00ed fuera, en el espacio entre galaxias, est\u00e1 oculta esa otra materia invisible, la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, que nadie sabe lo que es, c\u00f3mo se genera o de qu\u00e9 esta hecha. As\u00ed que, cuando seamos capaces de abrir esa puerta cerrada ante nuestras narices, podremos por fin saber la clase de universo que vivimos; si es plano, si es abierto e infinito, o si es un universo que, por su contenido enorme de materia es curvo y cerrado.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">Pero la respuesta a la pregunta, a\u00fan sin saber exactamente cu\u00e1l es la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> del universo, s\u00ed podemos contestarla en dos vertientes, en la seguridad de que al menos una de las dos es la verdadera.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">El destino final ser\u00e1:<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2012\/07\/dibujo20120731-future-universe-depends-on-dark-energy-crunch-expansion-rip.jpg\" alt=\"La energ\u00eda oscura y la imposibilidad de conocer el destino final ...\" \/><\/p>\n<p style=\"text-align: justify;\">Es tanta la carga de ignorancia que transportamos que, a estas alturas y, a pesar de la Mec\u00e1nica cu\u00e1ntica y de la Relatividad en sus dos versiones, no sabe,kos, el posible final que tendr\u00e1 el Universo, y, por ello, como hacemos siempre, especulamos.<\/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%3AANd9GcSycxKT5JMSFvMjeGDCtWMMKtvKJV9IxRZvxghtf4mm92LOR8aG&amp;usqp=CAU\" alt=\"CMC por Ra\u00fal Fern\u00e1ndez: BIG CRUNCH\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTGlyBD7hExmLLTGr9D7tRMOZrLj2kVCpdKJCjbOzQGCd0XQshT&amp;usqp=CAU\" alt=\"C\u00f3mo ser\u00e1 el fin de nuestro universo? - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTWBWIqQg7qRAaQG0S36Nfh2d31Kr182WGOBsK8Omk6RHLJQFSU&amp;usqp=CAU\" alt=\"dibujo20160929-dark-energy-staring-into-darkness-nature-outlook ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTmWV2r22qkodu8emJIxwNei_REgEf5ahaQCecpxB9nvIHUdXGD&amp;usqp=CAU\" alt=\"BIG FREEZE, BIG RIP - YouTube\" \/><\/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;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">a) Si el universo es abierto y se expande para siempre, cada vez se har\u00e1 m\u00e1s fri\u00f3, las galaxias se alejar\u00e1n las unas de las otras, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> har\u00e1 desaparecer la energ\u00eda y el fri\u00f3 ser\u00e1 tal que la temperatura alcanzar\u00e1 el cero absoluto, -273\u00baK.\u00a0 La vida no podr\u00e1 estar presente.<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">b) Si el universo es cerrado por contener una mayor cantidad de materia, llegar\u00e1 un momento en que la fuerza de gravedad detendr\u00e1 la expansi\u00f3n de las galaxias, que poco a poco se quedar\u00e1n quietas y muy lentamente, comenzaran a moverse en el sentido inverso; correr\u00e1n ahora las unas hacia las otras hasta que\u00a0 un d\u00eda, a miles de millones de a\u00f1os en el futuro, todo la materia del universo se unir\u00e1 en una enorme bola de fuego, el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. Se formar\u00e1 una enorme concentraci\u00f3n de materia de energ\u00eda y densidad infinitas. Habr\u00e1 dejado de existir el espacio y el tiempo. Nacer\u00e1 una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> que, seguramente, dar\u00e1 lugar a otro <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Todo empezar\u00e1 de nuevo, otro universo, otro ciclo \u00bfpero aparecemos tambi\u00e9n nosotros en ese nuevo universo? Al decir nosotros, como podr\u00e9is comprender, me estoy refiriendo a nuestra especie, a seres como nosotros. Si todo es un ciclo&#8230;\u00bfpor qu\u00e9 no? Aunque&#8230;<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">\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\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:\/\/www.lifeder.com\/wp-content\/uploads\/2016\/01\/formaci%C3%B3n-neuronas2-min-1280x720.jpg\" alt=\"Cu\u00e1ntas neuronas tiene el ser humano?\" \/>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Estar\u00e1n las respuestas en la m\u00e1quina biol\u00f3gica de arriba<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">As\u00ed las cosas, no parece que el futuro de la Humanidad sea muy alentador. Claro que los optimistas nos hablan de hiperespacio y universos paralelos a los que, para ese tiempo, ya habremos podido desplazarnos garantizando la continuidad de la especie Humana. Bien pensado, si no fuera as\u00ed \u00bfpara qu\u00e9 tantas dificultades vencidas y tantas calamidades pasadas? \u00bfPara terminar congelados o consumidos por un fuego abrasador?<\/span><\/p>\n<p style=\"text-align: justify;\"><span class=\"Apple-style-span\" style=\"line-height: 20px;\">\u00a1Qui\u00e9n pudiera contestar a eso!<\/span><\/p>\n<p style=\"text-align: right;\"><em><span class=\"Apple-style-span\" style=\"line-height: 20px;\">emilio silvera<\/span><\/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%2F2020%2F06%2F21%2Faia-iya2009-habra-vida-en-otros-mundos%2F&amp;title=%C2%BFHabr%C3%A1+vida+en+otros+mundos%3F+%C2%A1Qu%C3%A9+pregunta%21+Sabemos+que+s%C3%AD.' 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; 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Nos queda confirmarlo, cosa que no ser\u00e1 f\u00e1cil debido a las enormes distancias con las que tenemos que bregar, y, mientras las tecnolog\u00edas del futuro no est\u00e9n disponibles, nos limitaremos a [&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":[28],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1171"}],"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=1171"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1171\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1171"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1171"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1171"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}