{"id":27637,"date":"2022-01-31T06:29:43","date_gmt":"2022-01-31T05:29:43","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27637"},"modified":"2022-01-31T06:29:43","modified_gmt":"2022-01-31T05:29:43","slug":"%c2%bfhabeis-pensado-por-que-hay-vida-en-el-universo-11","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/01\/31\/%c2%bfhabeis-pensado-por-que-hay-vida-en-el-universo-11\/","title":{"rendered":"\u00bfHab\u00e9is pensado por qu\u00e9 hay vida en el Universo?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/25\/somos-parte-del-universo-%c2%a1la-que-piensa\/\" rel=\"prev\">Somos parte del Universo \u00a1La que piensa!<\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_ThsEkfSoF1A\/Sb2OQbZWGYI\/AAAAAAAABro\/MdrCAO-Xrkk\/s1600\/untitled.bmp\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Una buena nutrici\u00f3n cerebral es esencial para la evoluci\u00f3n de \u00e9ste \u00f3rgano incre\u00edble<\/p>\n<p style=\"text-align: justify;\">Los ladrillos del cerebro: Es evidente que el est\u00edmulo para la expansi\u00f3n evolutiva del cerebro obedeci\u00f3 a diversas necesidades de adaptaci\u00f3n como puede ser el incremento de la complejidad social de los grupos de hom\u00ednidos y de sus relaciones interpersonales, as\u00ed como la necesidad de pensar para buscar soluciones a problemas surgidos por la implantaci\u00f3n de sociedades m\u00e1s modernas cada vez.\u00a0 Estas y otras muchas razones fueron las claves para que la selecci\u00f3n natural incrementara ese prodigioso universo que es el cerebro humano.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/25\/el-universo-y-sus-normas-hace-irreversible-la-presencia-de-la-vida-2\/\" rel=\"next\">El Universo y sus normas: Hace irreversible la presencia de la Vida<\/a><\/div>\n<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" 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alt=\"La vida en el universo | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" 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\" alt=\"Ciclo: el origen de la vida y del universo - Encuentros El Mercurio\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Simposio Internacional: Los or\u00edgenes de la vida y su b\u00fasqueda en el universo  - Fundaci\u00f3n Ram\u00f3n Areces\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ-9Y2lzCQBHsXulDltY4KS9FB_EDKskzaNLw&amp;usqp=CAU\" alt=\"Universo vivo, la nueva manera de recorrer el Planetario de Bogot\u00e1 |  Planetario de Bogot\u00e1\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0Existe la\u00a0vida\u00a0por casualidad? \u00bfSe trata de un colosal golpe de la fortuna o la suerte no tiene nada que ver en el origen\u00a0del Universo? \u00bfTiene el Universo las condiciones precisas para que exista la vida?<\/p>\n<p>La\u00a0vida\u00a0va en contra de la ley de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>, que predice el caos a medida que el Tiempo transcurre y esa verdad&#8230; \u00a1Es irreversible!<\/p><\/blockquote>\n<p>Sin movernos del planeta Tierra, hemos llegado a saber d\u00f3nde estamos y c\u00f3mo es, el Universo<\/p>\n<p>Ahora sabemos que el universo tiene que tener miles de millones de a\u00f1os para que haya transcurrido el tiempo necesario par que las mol\u00e9culas\u00a0 de la vida pudieran ser fabricadas en las estrellas y la gravitaci\u00f3n nos dice que la edad del universo esta directamente ligada con otras propiedades como la densidad, temperatura, y el brillo del cielo.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/07\/existen-enigmas-en-el-sol-que-debemos-conocer-2\/\" rel=\"prev\">Existen enigmas en el Sol que debemos conocer<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.letraherido.com\/images\/imagenes%20sistema%20estelar\/sol%20y%20tierra.jpg\" alt=\"\" width=\"575\" height=\"432\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Gracias al Sol, podemos tener una serie de mejoras y tecnolog\u00edas que aprovechan sus rayos de luz y su calor para obtener la energ\u00eda limpia que necesitamos, y, cierto es que, teni\u00e9ndolo tan cerca (es la estrella m\u00e1s cercana a nosotros), a\u00fan nos quedan por desvelar muchos secretos que esconde. Pero ve\u00e1moslo bajo otras perspectivas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El mayor misterio que oculta el Sol: por qu\u00e9 su corona es cientos de veces  m\u00e1s caliente que su superficie - BBC News Mundo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Se han programado modelos donde la composici\u00f3n de la Corona del Sol ha sido alterada digitalmente y que, mediante la combinaci\u00f3n de 30 fotograf\u00edas se nos hace ver las perif\u00e9ricas olas y filamentos y, por mi , con el modelo por delante en la pantalla de mi ordenador, estoy viendo esa parte interior brillante de la corona (corona K), provocada por la luz del Sol difundida por\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/31\/existen-enigmas-en-el-sol-que-debemos-conocer\/#\">electrones<\/a>. Es la aut\u00e9ntica corona, al rev\u00e9s que la corona F, que es debida a la luz difundida por las part\u00edculas de polvo.<\/p>\n<p>En un estudio reciente, se ha podido constatar que, por los alrededores de las estrellas, a muy altas temperaturas, se forman mol\u00e9culas anilladas de Carbono que atraen Nitr\u00f3geno, y, de esa manera, son posibles los amino\u00e1cidos que hacen funcionar al cerebro. La Luz del Sol y su energ\u00eda, es m\u00e1s importante para la vida de lo que podemos imaginar.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/08\/el-universo-cada-dia-nos-ensena-algo-nuevo\/\" rel=\"next\">El Universo cada d\u00eda nos ense\u00f1a algo nuevo<\/a><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Origen De La Materia Y La Energia - Material Colecci\u00f3n\" \/><\/div>\n<div style=\"text-align: justify;\" dir=\"ltr\" data-angle=\"0\" data-font-name=\"g_font_157_0\" data-canvas-width=\"34.42499917924405\"><img decoding=\"async\" src=\"http:\/\/www.finanzas.com\/archivos\/201405\/illustris_box_dmdens_gasdens--644x362-630x354x80xX-1.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\" dir=\"ltr\" data-angle=\"0\" data-font-name=\"g_font_157_0\" data-canvas-width=\"34.42499917924405\">El origen de la materia\u00a0 y la energ\u00eda en el universo no ha podido ser bien explicado por la teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> que, en algunos aspectos, tiene algunas regiones oscuras que no nos dejan ver, con claridad, lo que all\u00ed pudo pasar, y, en esa estamos cuando preguntamos: \u00bfDe d\u00f3nde vino la masa y la energ\u00eda del Universo? Existen algunos fen\u00f3menos inexplicables por la gran explosi\u00f3n e incluso, predicen efectos que contradicen la experiencia. Tales son el problema del horizonte y la planitud. Para poder justificarlo se introdujo el modelo inflacionario. \u00a1C\u00f3mo somos! Tambi\u00e9n hemos buscado la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> para explicar la velocidad a la que se alejan las galaxias las unas de las otras.<\/div>\n<div style=\"text-align: justify;\"><strong>\u00bfPor qu\u00e9 hay vida en el Universo?<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTGD3APqNSG-QO-cGGceE-WIxf6ZewBBwTqqfbAimw0orWo4cuQP8nuPHhCPbQLrtEeMDw&amp;usqp=CAU\" alt=\"Identifican planetas superhabitables, mejores que la Tierra para vivir\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSxoa6lb94ylTK7jbKRAzP56dF-kw8jvfsyKyGr3Y0BpFP3sP6kryNMBgRKu_F39yqGN4o&amp;usqp=CAU\" alt=\"Por qu\u00e9 no encontramos vida extraterrestre? Porque el universo no tiene  suficiente f\u00f3sforo - Quo\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0La respuesta est\u00e1 en las estrellas. Los astrof\u00edsicos se devanan los sesos queriendo saber si hay vida fuera de la Tierra, y, las probabilidades les dice que s\u00ed. Cientos de miles, millones de &#8220;soles&#8221; y planetas como la Tierra existen s\u00f3lo en nuestra Galaxia.<\/div>\n<\/blockquote>\n<blockquote>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las constantes de la Naturaleza : Blog de Emilio Silvera V.\" \/><\/div>\n<div>Entre otras<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">Nadie ha sabido responder a la pregunta de si las Constantes de la Naturaleza son realmente constantes o llegar\u00e1 un momento en que comience su transformaci\u00f3n. Hay que tener en cuenta que para nosotros, la escala del tiempo que podr\u00edamos considerar muy grande, en la escala de tiempo del universo podr\u00eda ser \u00ednfima. El universo, por lo que sabemos, tiene 13.700 millones de a\u00f1os. Antes que nosotros, el reinado sobre el planeta correspond\u00eda a los dinosaurios, amos y se\u00f1ores durante 150 millones de a\u00f1os, hace ahora de ello 65 millones de a\u00f1os.\u00a0 Mucho despu\u00e9s, hace apenas 2 millones de a\u00f1os, aparecieron nuestros antepasados directos que, despu\u00e9s de una serie de cambios evolutivos desemboc\u00f3 en lo que somos hoy. En cualquier sitio que miremos podremos leer explicaciones como esta:<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScJqkkVfV9ZgRTIEUtaiZ-oUVtHDanvfljRg&amp;usqp=CAU\" alt=\"Hoy hay vida en la Tierra, gracias a la que hubo ayer | Hoy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSa90lHhF6Zjc67XgLt1PE2InNZbZ1BH74SPW-1oql3uLT2fJyZIs1h86KcPdR6rPF0YQI&amp;usqp=CAU\" alt=\"ORIGEN Y EVOLUCI\u00d3N DE LA VIDA EN LA TIERRA timeline | Timetoast\" \/><\/div>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cToda vida en la\u00a0<a title=\"Tierra\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tierra\">Tierra<\/a>\u00a0requiere de elemento qu\u00edmicos:<\/p>\n<p style=\"text-align: justify;\">H<a title=\"Hidr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3geno\">idr\u00f3geno<\/a>,\u00a0<a title=\"Ox\u00edgeno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">ox\u00edgeno<\/a>,\u00a0<a title=\"Nitr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Nitr%C3%B3geno\">nitr\u00f3geno<\/a>,\u00a0<a title=\"Azufre\" href=\"http:\/\/es.wikipedia.org\/wiki\/Azufre\">azufre<\/a>,\u00a0<a title=\"F\u00f3sforo\" href=\"http:\/\/es.wikipedia.org\/wiki\/F%C3%B3sforo\">f\u00f3sforo<\/a>, as\u00ed como de otros muchos en menores cantidades, como ciertos\u00a0<a title=\"Minerales\" href=\"http:\/\/es.wikipedia.org\/wiki\/Minerales\">minerales<\/a>; requiere adem\u00e1s de agua como solvente en el cual las reacciones tienen lugar. Cantidad suficiente de carbono y dem\u00e1s elementos constituyentes de la vida, junto con el agua, har\u00edan posible la formaci\u00f3n de organismos vivientes en otros planetas con una qu\u00edmica, presi\u00f3n y temperatura similares a la Tierra. Como la Tierra y otros planetas est\u00e1n hechos de \u201cpolvo estelar\u201d, es muy probable que otros planetas se hayan formado con semejante composici\u00f3n de\u00a0<a title=\"Elemento qu\u00edmico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Elemento_qu%C3%ADmico\">elementos qu\u00edmicos<\/a>\u00a0que los terrestres. La combinaci\u00f3n de carbono y agua en la forma de\u00a0<a title=\"Carbohidrato\" href=\"http:\/\/es.wikipedia.org\/wiki\/Carbohidrato\">carbohidratos<\/a>, como el\u00a0<a title=\"Az\u00facar\" href=\"http:\/\/es.wikipedia.org\/wiki\/Az%C3%BAcar\">az\u00facar<\/a>, puede ser una fuente de energ\u00eda qu\u00edmica de la que depende la vida, mientras que a la vez provee elementos de estructura y codificaci\u00f3n gen\u00e9tica. El agua pura es \u00fatil, pues tiene un pH neutro debido a la continuada disociaci\u00f3n entre sus\u00a0<a title=\"Ion\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ion\">iones<\/a>\u00a0de\u00a0<a title=\"Ion hidronio\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ion_hidronio\">hidronio<\/a>\u00a0e\u00a0<a title=\"Hidr\u00f3xido\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3xido\">hidr\u00f3xido<\/a>. Como resultado, puede disolver ambos tipos de iones, positivos (met\u00e1licos) y negativos (no met\u00e1licos) con igual habilidad.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida de silicio\u2026\u00bfes posible? - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Extra\u00f1as formas de vida basada en el silicio<\/p>\n<p style=\"text-align: justify;\">Debido a su relativa abundancia y utilidad en el sostenimiento de la vida, muchos han hipotetizado que todas las formas de vida, donde quiera que se produzcan, se valdr\u00edan tambi\u00e9n de estos materiales b\u00e1sicos. Aun as\u00ed, otros elementos y\u00a0<a title=\"Disolvente\" href=\"http:\/\/es.wikipedia.org\/wiki\/Disolvente\">solventes<\/a>\u00a0pueden proveer una cierta base de vida. Se ha se\u00f1alado al\u00a0<a title=\"Silicio\" href=\"http:\/\/es.wikipedia.org\/wiki\/Silicio\">silicio<\/a>\u00a0como\u00a0<a title=\"Bioqu\u00edmica del silicio (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Bioqu%C3%ADmica_del_silicio&amp;action=edit&amp;redlink=1\">una alternativa posible al carbono<\/a>; basadas en este elemento, se han propuesto formas de vida con una morfolog\u00eda cristalina, te\u00f3ricamente capaces de existir en condiciones de alta temperatura, como en planetas que orbiten muy cercanos a su\u00a0<a title=\"Estrella\" href=\"http:\/\/es.wikipedia.org\/wiki\/Estrella\">estrella<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Vida basada en el Silicio\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n se han sugerido formas de vida basadas en el otros solventes, pues existen\u00a0<a title=\"Compuesto qu\u00edmico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Compuesto_qu%C3%ADmico\">compuestos qu\u00edmicos<\/a>\u00a0capaces de mantener su estado l\u00edquido en diferentes rangos de temperatura, ampliando as\u00ed las\u00a0<a title=\"Zona de habitabilidad\" href=\"http:\/\/es.wikipedia.org\/wiki\/Zona_de_habitabilidad\">zonas habitables<\/a>\u00a0consideradas viables. As\u00ed por ejemplo, se estudia el\u00a0<a title=\"Amon\u00edaco\" href=\"http:\/\/es.wikipedia.org\/wiki\/Amon%C3%ADaco\">amon\u00edaco<\/a>\u00a0como solvente alternativo al agua. La vida en un oc\u00e9ano de amon\u00edaco podr\u00eda aparecer en un planeta mucho m\u00e1s lejano a su estrella.<\/p>\n<p style=\"text-align: justify;\">T\u00e9cnicamente, la vida es b\u00e1sicamente una\u00a0<a title=\"Reacci\u00f3n qu\u00edmica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Reacci%C3%B3n_qu%C3%ADmica\">reacci\u00f3n<\/a>\u00a0que se replica a s\u00ed misma, por lo que bajo esta simple premisa podr\u00eda surgir la vida bajo una amplia gama de condiciones e ingredientes diferentes, si bien la v\u00eda carbono-ox\u00edgeno parece la m\u00e1s \u00f3ptima y conductiva.\u00a0<a title=\"Bioqu\u00edmicas hipot\u00e9ticas\" href=\"http:\/\/es.wikipedia.org\/wiki\/Bioqu%C3%ADmicas_hipot%C3%A9ticas\">Existen incluso teor\u00edas<\/a>\u00a0sobre reacciones auto-replicantes que podr\u00edan ocurrir en el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/25\/%C2%BFhabeis-pensado-por-que-hay-vida-en-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0de una estrella, aunque \u00e9ste ser\u00eda un tipo de\u00a0<em>vida<\/em>\u00a0altamente extremo y nada convencional.\u201d<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Oq4\/zEY93UXbKLpo5jIJWlwqtSD2\/mk5CC10NkjNYnnGUxzWU4olKZAHP5XXLlVxOqGme14\/xDDflNp0MghwkNbB3i\/M9b3vyXk62NynmQdPulcTiDmcBYyZO8zf\/AGlYSYvpvZFJZq1EvVrudqfDbyVWlM4TBl\/aNmDU8+jfvsqtftkbl5QJ\/wCfxT1nwXVcY6iiDt7YNdCj2ZTaYNxOvKD1BBUBVU09gLK4cN79wv4mR9UMKwaiAcw2KptdJYDP7tAfC8d0barWZWAYII3kQNNoMX\/pedLDyRaNZwgTYGRIJ8ve6XQUxwYrI4yAWOnskc9SDseRV6\/E3MDch+F0zedDoRe9khVxOYQQCdZgj63vPkgwUtWY0MRxV7odDT2cs5bgTIDge83uEg57nGbDcARaeXJSFyVnSMXa0jn5o1DBPf8ACwxzNh57+C3+CcAa8Me85iROWAWgHTvMXW8ynkdlyQ4WGzTyg7KE8v8ACFHk8L+Hy4w5xH\/aB\/8AI\/ZM1Pw61ozEPIGpzC3fAt6fVeso021JB7JG41HIke\/W3a2EDSM2ukn4HjvOh6c+a5pZZ\/I6SPEf4lJp+F1jAMk+PudUvV4c03a5069oTPWw9yvY4\/C0z8BubQIsdp5ju9dsCq9zQRuLwbeLbyOt0I5Z32FpAsPwemzt1KjH2zMYwnK8Dm8xbUEaiLiFapjaQfkY\/wD6ZM5SO00kCx\/deY2CxuJV88EGCdItfTzvHu58JSa0AiZ3JF\/HkrKEpu5MDfHSNHFsaTZ08pvfqZn0XabaTR2nDyd9FQgQINzu6wHU8+5Eosps\/WD1O55myqvxVCdsE9jHfBM8wCPMnZHdh6g0cxtoNxJ10nTXkuvy\/v8AIfYLmYbOPqipMzR2m0akSf5EOv339R4Irw4j9Pn9NvBBDzsSuZ3c0eTAE\/IGpMnv\/tVdR6i6GXu5jy\/tcqExfYz4jRa2BkfTpiMxc09Wlw8wTbvQ3Mbs4RzAd8iEzJ5KhZ0HkEP6sNrwoxjY19D9lFR1Yewom2LaMJokpzDNy3I2veLam5SLNVr4djQ0zBteY8o3UplomSym95OVpJJJPITzOy0cNw4C77mJgaf2mm12tEfxjxula2KJA2\/qEryylpaQVFIee8RG0EehHgsLLBjcWTrK8WPn\/S4+jnM3adzEg9RcXTwdCyQDFDst5y7yhiCxkp12HJO8Cw\/tFZSjZUTpUIxVlJsd3X6Izco2PvvCIWdFz3shbNaOBzeRXc45HyBXCVwprMceydB76ITmhXPf781UMO61gsHl6j5Ib2LWwHCatW7G2GriQB66onFMKyixtMZXYjMfzMzuwyCRkbG+5Pkkc4p16Gh38M8VEZHugtFieQsI9B\/teixWJBac14gg9+veF8\/rYcNecp0NiD8lpYbjBa3I4m2h8CLeeiWUL2jM9HXxmXK9uuz2nQfynaef9odXHFziHETExo0i0xeJv6rzL+IuabaTp0KVrcRcQOY0jbW3r6JPtoybN7E8Ua2wNjMbQRNj1n6rAx\/E8ziW2J+e\/h9zzSNZ5dPPeCqhkT1RjiihrGMOy5JHMEESI6eScNR2w9CkGuPNPYdhOpVKoA1TxgYA4AZo3EQfFdq8UdVkBjKbSRJa1hccobqSM0GDcQJcUajhWESb+BT2HosAsQ09Wz9UjirtmRlteRsfMlMMv+l3\/En5BabGkfC5nh2fpCO3D1nfpaANy5vv0TWajLZTJ2UZThxExIzDTaAb+R8U9WZFnPa7\/tkx6LOxNIgyRMXMaFp3B8rIchW6YZwvGYSd5+fVCqMgwQZ5GxVg0ag9x+yZqQ5rCRJ+E9TtJNkbFk6FKIEAzsLKtR5AcdIG9tbADvQ8OIbyLT6K9V+bIwGRmzRESRMbX0RZm9A6TAAAYJ3kbm6ic\/PYLXt0\/pRbmLyXweUYLp2nRe7YDvXcFhpidCtMwPeim2vTpUX4KtwJkEkDnoZlN0cLTbZzS4dX29EnWxJGm3MA\/TnCvg8cHHK+xOkaH7FMor4NLkh3LTHwsDfCT56odQE6fJMPqNDSQPIp3BcIfVbmZk8Xn7ItqPYqTfRh1CR+lp9EH8937CfkvSt4a9h7TGOGpiSCO8CVStTa42Yxg5ZnmPNZSUumZprswcrzfKB0glNYLBl7w1zYFyTcGACYF+if\/wAcfuHg23mVQ5m6A+EfZZ9aAZdbjhp4g0W0WNY0gOBaCSDBlzjqLzK9FxPgNN7G1cM0kuIa5jZiSLlg5A+l15niNOrd5Ycu5DTA6ToEzwLj7mPY0GGCXHwBi\/UwPFRkmtrv\/Yb+TuI4XUZZ1JwPLU+QulXMA\/Tfv08Ft1eOOe0F2+0zB7iCBr6pB4\/NeQA1py3mGyLcreITQnJupIXXgrV4w9jPy2EtJ3B+XVIYCs11R7qnaLmugkmz4sddRZM1+B1DoJjkq4fg72H4XT1EJ1FGoo\/nI8ko93ctp\/DnnUR4hU\/9Hef9j7qlmMUAkgcyrP1cOR81rjhuQydtLjXbn3+CE3Ct3198ktmMtrCdkZlPmtMU28kVlFgO61msz6TW8k7SqgbX21R24dm5JP8AE\/M\/aV0FrQQ2LxMffUplFsDkFYZE2Hna8GfIpevimCweSf4j635FcxNUluUSBvtOwnwAQ8KyTAgEwB9YOgtuqRjERybAvqDUh4Pf\/op+hxF2QtdJA5tbMWtJE890B9Vl8hmP1G3gBsEk97s0bd4F+7lv4p3GLMmxwcVbmykEDmSLd42C0Q+RDrjabx\/XRd4fw172ggBoIFzME9GxJTlfhtKmzNVqvbG9m6bRBJPgueagtJ7HSbW0Y0lhgAlu43HUfxKZpODmECdQbTaOQ53QcTxHDScjKrnaZnOAHLTXwgJVlYagwD8+q0Yt9onK1olUljza59yVQ4rthw28PX6oNcj7JR7lRxAthq+LlxnMb7WHgolsruSiXgY2mCD3AfJcfU7JBNz\/AK9+C4\/U6enLbz+SVqvvPvn9lDjs609AKh9+vy+ao0GRGsiO+QuF3v33I2HjMydMw+YVUgNjz2EE2TNDiNVlmmBrGoPeEU0zNyPX7Kpw4P6vn84QlFS7EUqC0vxDUaZcM3jH0VMbxX8yCGwZM8otAG5vJQmYUEhsiTMSbGOR8U2\/gdQXgHuP3spKMIyHblJCbcS\/YN74k+Z0XTiXbknuClbDlmrXN67f8tEAgnmqqmTYevxItpPpiQH69diPKPNYLNB710+ScxrTl7llf5BFo6fVDjTAx+lWIMzHvdPYLHvZNRkT8MG9iRPqB6rDOJnWe4BE\/wApzhlaIFuunM6eCHpkeso8Rqv7Qlg6FvonaeIcbOqu7oXnaFYZYm\/L+kVj6jtG+n3TjGtXrAa5XdSAfqkqlfk+OgH2Qvy3728R9An8Dw5z2ueGNDG6vcTHha6VtR2w7EWsDt\/Aa7n6Lv8Aj9fP7Js0hZzXscG37BmbEXBurMvJEA9R9EFK+hWI1ML7ulm0iDe\/veFtOda58vsgVaRjstv3D5C\/1TRlXYGjPp040BvaV2r2RJICLVpVDo0k8z2QO8m\/kENnDj8T+2eQ+AeG\/j5JuV9moUYXP+H4f3GwHdOp6KlWpByN1OrunL5ePcnsU50QbbQLQOQA+SUZh4Elp+fgm5UgVsrRGusD3f8ApNcGwrX1RPwi5jkNvkPHuSeKeWgBome4QF6j8McMLKZfU7Jecx5wPhbfTUkjqhLJxiNGNs08TigxhebACQOTR05nQBeKbin16j6joJYwuY3YFzmsZY\/tz5u9oT\/4p4mxxNLNE\/ERJDC2CxtpO1+UhIcEqspuAeW9p0Ou0gsLSC3MJDbmbjlyUknGDlW\/+FG05JeD\/C\/w098Z3ZRr1FyCXTpcdSb6QmOM8HZRpEtkusQT0iTG2vVej\/z6TC1rH2cJIcB2Gkl3alwDpLnGWyb8oWD+J8QwhwDwZIklwOl9G7WiOZnquWGfJkyK3SKTxwjF62eVcTuVVouuiNfZ\/pVlerpnEwuccvVRUbTUS2jUadf4jtf7FJVR79E1iTBd3\/7SFV65YnV4cZr75f6TWAbmqsbeC4TET629lJt1TvDmHOHAfDJ0kAxbpuLKqEZ60UW5XOAmAXGOQ1gkd\/WUBzmGIY4c7gz6CEsys+Jm8Qdb23E3KECRzPhCMuPhKPL1C+OHatIi47jExz09U5geL5QATHjYodSHWi\/eB7Kzq+HIBtPIjXuMWjqoyhZaMqPYDFUzIdBJgHcX2HNJY7hTAM1Mx0Jsd4B2\/wBaSvKU6r2G090ErUwWKrviQS220AxpffwU1CUeh3JPsn+POoISruGsM6d8arROFcT2jcmSO+9hb6ozaDd8xPVXV+krRgv4Q3mPIoL8Dl5+DfqV6kMsunDk6tB8PnKzkkZJsxeH4ZglzgU9UxzHBrKVIufzcSR35QJhN18IMslg01A0nTTqsB7HUXGwPQyEvK1oaqNzC4Ko8fFTabWynpaNZvyjW9k1xriv5VD\/ABuyXNltTlYzI31v4rzb\/wAQFoAFiCDYAaGdh9VkcS4kajy\/Tby5qPCcpb6BY7wHDtY9zy8kBthpuDczcwIjqvQPxDRrcct\/kvH4fExltN7iLdL7r02HxTXATAHRp9bKqi7sA1TbqZsdJ2VzUH7\/ACsEB35ZtJI8B9F38xgFmnzTUAuajdJJ8\/lCHXrtAs0n3tbVQ1Bswd5BQnV+WvP7DZFIw1g+FteMznlh2a4fDbmLHvgbozeDfuqiOjCT8wsouJm\/eqVXkNN9jvokak32FNfBtswuGonO7tO1zVHC3\/a3QepWPxr8UOf2aRyj95H\/AMQdO8+W68+58EOBn525+SqSZ84VI41dvZnL4BGmZteb3OpN5P3R8LSzvyyQ27nOjRjAXOMc4GnMgK9Fhkt1JaY3uBceIDhHMp\/glBpLszrOH5RjX\/qh4LtbBsAyqTlxi2CK5NIrgmVXsaKLYDpB+GxzOaB+Y6COyWixE6dE1iOC1mMzPgZW\/CSZu4u5W1OvJe5wWC\/KA7MTcFvaaS7KZZAg6EdItrbF\/FdYtY5pAAA0JMyYub6wbePhwR+pc58YrV9lpYkott7PFeKqFYsO\/luqOOq9GzlHabrDuUSsqLUMM4l\/rB05jb1SjnSbn37KIHSxs7AjrAMD5prglDNVH8WucAbyWiRbob+C5b43ZdbQ7hcE1gaSO0RJnadvKVoU2ACw67DTVO4bhhe6XGxkax8MAuLoP7u8z4pvF8PYxpIBOsE6nXQbAfRRlninxGWNtWYjqlku6qPZ6hcxFSIE7a+nmkn1J31Pv6eSvFAGW45zTz1vvHRNsxEiQAesna5WI4zdHwdUhxbqCD9v6Tta0I4m0LktcZjbUWubenmhGq46gx0MehQG1nAES6DrdxJiwFzoBy5qzHDk7wgKUFLdsMuOqQdtRoF3PbzkTHk6OSNTwmdssfMCQBLZi9jMePNLOqDbMO8j5gT6oWaDIeQTqbuN+pWal4wLj6gzS5pEOeOsyO7WD3Kj3E3l4uSAC0X0s65iLaFDY8DdxPSy46uT+75puKBbXo1hsY9kiAREdoz15SSgAN5uvqG2HyVKIzG94vBnTvAMeNkR1QN0IJFxJbffK6CbEbj0mzxxLtIVyb7YJ+FYf0eJ+5CXqYKnswz4fZNDEDm23aEuEy6zgTHLL\/w6pV+KAnTQC0kncmIHXfZPxYLONwjRa\/gnKLA0RBjuH3SbcUNtOtiitrt2upsNDbqreYB7rqUasuDRckgDfXTZLfnfxUpYkscHBoMaAn1Qs1GjjcOGtJmSDpbp02n5c1nfmTsFTG4572wYkmSSSedrQIubQkWtIvm8gfugjJfI+9wAk\/7PIJOs9zxfsDlqekn7Kv59tSeuioax2TKxqEw+xEakE+BmPfIqz3zGmmncqPEydpnredQigg7R8lZCMoJm2s2hP0y8Xc902331nqgUWW+f0VX1Ldee\/vTyQewJUbY4ocrS8l0TlbDcpIgy4OkSTuBNgkcXxR72tkiZM5QG\/wDboLau\/wCSTbVEZXAubMwDlIPQwRfex0GimZo+Fpn+RBG2gAHqfBSjiin0O5yfoIjRceNO+ETxuuG4I6fK49Qrk2cUXMyiILC05ytB0E+pK1uDAMlxiczSDr2ROZulgQ6O5RRcmVfizph4ew\/zKYyNZnzu\/Qb5QAAXZswDgbWJmeVykfxBVbDoJJy6u\/lBFhoLg2vYTcKKLzIfvI65Hl31ZsTvHySznz49BYAFtvL5KKL1InKyk7+Pyn6ouF+MGSIkz5+eyiidisb\/AMozf7fJQ15\/2VFEopXPOygdzXFFjENXvVHVndfNRRGPZgVXEGO1PdNvIWSz60zYctFFFRtgpFXVNbC\/v33rlyoogzBWUXeymGWUUShOmuVV1dcUQpBKOqobiSooiEquOUURXYJdHIE6ae\/qrKKJ2LHoLREgjxQHe\/RRRZAl2VIUlRRMKT\/S60x781FFgHICiiiwD\/\/Z\" alt=\"El Paleozoico, la Tierra antigua\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTYk-AkNhvwmkZgOVlktwIWP6HZB8Ce79yND298a95KLFo8W0rPiQlL6v0aNGdzdgq0BIk&amp;usqp=CAU\" alt=\"Paleozoico \u2013 Dinosaurios\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Mucho tiempo ha pasado que esta imagen era el presente, y, sin embargo, para el Universo supone una \u00ednfima fracci\u00f3n marcada por el Tic Tac c\u00f3smico de las estrellas y galaxias que conforman la materia de la que provenimos. Es un gran misterio para nosotros que sean las estrellas las que fabrican los materiales que, m\u00e1s tarde, llegan a conformar a seres vivos que, en algunos caso, tienen consciencia.\u00a0 Max Planck dec\u00eda:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u201cLa ciencia no puede resolver el misterio final de la Naturaleza.\u00a0 Y esto se debe a que, en el \u00faltimo an\u00e1lisis, nosotros somos del misterio que estamos tratando de resolver\u201d.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/libertaliadehatali.files.wordpress.com\/2011\/02\/meti.jpg\" alt=\"\" width=\"386\" height=\"300\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em>\u201cLa creciente distancia entre la imagen del mundo f\u00edsico y el mundo de los sentidos no significa otra cosa que una aproximaci\u00f3n progresiva al mundo real.\u201d Nos dec\u00eda Planck. Su intuici\u00f3n le llevaba a comprender que, con el paso del tiempo, nosotros estar\u00edamos adquiriendo por medio de peque\u00f1as mutaciones, m\u00e1s amplitud en nuestros sentidos, de manera tal que, sin que nos di\u00e9ramos cuenta nos est\u00e1bamos acercando m\u00e1s y m\u00e1s al mundo real.\u201d<\/em><\/p>\n<\/blockquote>\n<div style=\"text-align: justify;\">\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/%c2%bfvida-fuera-de-la-tierra\/\" rel=\"prev\"><br \/>\n<\/a><\/h2>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-57hmPK7YllY\/U0PgtSyZbnI\/AAAAAAAACow\/z-fZ19q1CCs\/s1600\/bdzdv.png\" alt=\"\" width=\"485\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Muchas son, las cosas inexplicables y, nuestra curiosidad, llegar\u00e1 a desvelar esos secretos que el Universo esconde. Arriba, aparece una imagen del Universo y otra, muy similar, que pertenece a nuestra red neuronal. Si las comparamos, nos parece que en nuestros cerebros queda representado el universo entero, y, de alguna manera, as\u00ed resulta ser. Seres conscientes de Ser, surgidos en un planeta situado en una galaxia corriente, a 30.000 a\u00f1os-luz del centro gal\u00e1ctico. No parece m\u00e1s que, como dijo alguien, el Universo nos trajo aqu\u00ed para poder contemplarse as\u00ed mismo.<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed cada d\u00eda, elegimos una cuesti\u00f3n distinta que se relaciona, de alguna manera, con la ciencia que est\u00e1 repartida en niveles del saber denominados: Matem\u00e1ticas, F\u00edsica, Qu\u00edmica, Astronom\u00eda, Astrof\u00edsica, Biolog\u00eda, Cosmolog\u00eda\u2026 y, de vez en cuando, nos preguntamos por el misterio de la vida, el poder de nuestras mentes evolucionadas y hasta d\u00f3nde podremos llegar en nuestro camino, y, repasamos hechos del pret\u00e9rito que nos trajeron hasta aqu\u00ed, y, mencionamos la capacidad intelectual de algunos personajes y sus aportaciones al saber del mundo.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.bibliotecapleyades.net\/imagenes_ciencia\/asteroids_comets13_01.jpg\" alt=\"\" width=\"576\" height=\"576\" \/><\/p>\n<p>La Alquimia estelar est\u00e1 presente en \u201cinfinitos\u201d lugares del Universo<\/p>\n<p>La evoluci\u00f3n del Universo, sus transiciones de fases, la construcci\u00f3n natural de elementos pesados y m\u00e1s complejos en el seno de las estrellas y en las explosiones supernovas, todo ello, nos llev\u00f3 a que la materia pudiera adquirir la capacidad qu\u00edmico biol\u00f3gica necesaria para la vida en mundo que, como la Tierra, se situaron en las zonas habitables de sus estrellas.<\/p>\n<p>emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F01%2F31%2F%25c2%25bfhabeis-pensado-por-que-hay-vida-en-el-universo-11%2F&amp;title=%C2%BFHab%C3%A9is+pensado+por+qu%C3%A9+hay+vida+en+el+Universo%3F' 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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