{"id":28024,"date":"2025-08-26T09:37:00","date_gmt":"2025-08-26T08:37:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28024"},"modified":"2025-08-26T09:37:24","modified_gmt":"2025-08-26T08:37:24","slug":"el-fino-equilibrio-que-permite-la-presencia-de-la-vida-18","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/08\/26\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida-18\/","title":{"rendered":"El fino equilibrio que permite la presencia de la Vida"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/agujeros-negros-gigantes-8\/\" rel=\"prev\">Agujeros Negros Gigantes<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/_vhDdrW4rY1w\/R_Wvu_Tj6OI\/AAAAAAAAAAQ\/rfxAVsxQBKk\/s400\/blackhole%2Bcopy.jpg\" alt=\"Resultado de imagen de Agujeros negros gigantes\" width=\"431\" height=\"575\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La idea de que los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> gigantes pod\u00edan activar los cu\u00e1sares y las radiogalaxias&#8230; Al principio ni el mismo <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> cr\u00eda que pudieran existir esos &#8220;monstruos&#8221; cosmol\u00f3gicos que, ni la luz que viaja a 299.792.458 km\/s., pudiera escapar de sus &#8220;garras&#8221; gravitatorias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a1\/Foucault_pendulum_animated.gif\" alt=\"\" width=\"330\" height=\"440\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Animaci\u00f3n del p\u00e9ndulo de Foucault<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Oscila libremente en el plano vertical demostrando la rotaci\u00f3n de la Tierra. La idea del p\u00e9ndulo dio lugar, en febrero de 1851, en el meridiano del Observatorio de Paris a una exposici\u00f3n demostrativa, y, m\u00e1s tarde, se hizo su demostraci\u00f3n m\u00e1s famosa en el interior del Pante\u00f3n de Par\u00eds, donde suspendi\u00f3 un p\u00e9ndulo de plomo de una masa de 28 kilos (una bala de ca\u00f1\u00f3n recubierta de lat\u00f3n) cogida a un cable de 67 metros de largo que pend\u00eda del centro de la c\u00fapula. El plano de oscilaci\u00f3n giraba hacia la derecha 11\u00ba por hora, lo que hac\u00eda un c\u00edrculo completo en 32,7 horas.<\/p>\n<\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/05\/%c2%a1la-fisica-%c2%bfcuantas-sorpresas-nos-tiene-reservadas\/\" rel=\"next\">\u00a1La F\u00edsica! \u00bfCuantas sorpresas nos tiene reservadas?<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.gifer.com\/n6M.gif\" alt=\"Orion nebula eso astronomy GIF on GIFER - by Perigra\" \/><\/p>\n<p style=\"text-align: justify;\">No pocas veces la configuraci\u00f3n de las Nebulosas est\u00e1 determinada por los vientos estelares de las estrellas nuevas que radian en el ultravioleta rabioso, deformando las regiones en las que se encuentran e ionizando el material de la Nebulosa.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR2Mw8147CC7ZVM1aDvJKZ9DB2NtJhO9Moa-JwNzXMR4zsk2msp8T0hbSkvseOWcc85A5w&amp;usqp=CAU\" alt=\"El viento solar, v\u00eda para conocer m\u00e1s el universo - Gaceta UNAM\" width=\"338\" height=\"225\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre los atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>.\u00a0 En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/-YgaBQHGzva8\/U1Dr-QBV3zI\/AAAAAAAAUYI\/21pGM-kzdsY\/s1600\/Kepler-186f.jpg\" alt=\"\" width=\"440\" height=\"669\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hasta el momento s\u00f3lo sabemos de la vida en la Tierra<\/p>\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar.\u00a0 Poco a poco hemos llegado a apreciar cu\u00e1n precaria es.\u00a0 Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagan infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen serias amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/c.tenor.com\/kAAtmdNvobIAAAAd\/earth-destroyed.gif\" alt=\"Earth Destroyed GIF - Earth Destroyed Planet - Descubre &amp; Comparte GIFs\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 Estos eventos teniendo lugar en el planeta causar\u00edan enormes cat\u00e1strofes de da\u00f1os irreversibles<\/p>\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una seria y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas.\u00a0 Los impactos no han sido infrecuentes en el pasado lejano de la Tierra habiendo tenido efectos catastr\u00f3ficos.\u00a0 Somos afortunados al tener la protecci\u00f3n de la luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el Planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Investigan la evoluci\u00f3n de la Tierra en el cr\u00e1ter Chicxulub, Yucat\u00e1n - Plumas Libres\" width=\"429\" height=\"304\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSfTgvrFcwDCVvOWw7qO8q2gdI3SQdL15Rcb0ycp9dvcJ2DSzYO3yk2qUZUi00dQrwcu08&amp;usqp=CAU\" alt=\"DESCUBREN EL ORIGEN DEL ASTEROIDE QUE MAT\u00d3 A LOS DINOSAURIOS - Sistema Mexiquense de Medios P\u00fablicos\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Todos hemos o\u00eddo alguna vez las consecuencias de aquel impacto<\/p>\n<p style=\"text-align: justify;\">Cuando comento \u00e9ste tema no puedo evitar el recuerdo del meteorito ca\u00eddo en la Tierra que impact\u00f3 en la pen\u00ednsula de Yucat\u00e1n hace 65 millones de a\u00f1os, al final de la Era Mesozoica, cuando seg\u00fan todos los indicios, los dinosaurios se extinguieron.\u00a0 Sin embargo, a aquel suceso catastr\u00f3fico para los grandes lagartos, en realidad supuso que la Tierra fue rescatada de un callej\u00f3n sin salida evolutivo.\u00a0 Parece que los dinosaurios evolucionaron por una v\u00eda que desarrollaba el tama\u00f1o f\u00edsico antes que el tama\u00f1o cerebral.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hace 65 millones de a\u00f1os desaparecieron los grandes reptiles dinosaurios y comenz\u00f3 el desarrollo de\u2026 | Tipos de dinosaurios, Animales de la prehistoria, Dinosaurios\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Los mam\u00edferos pudieron aprovechar el d\u00eda gracias a la extinci\u00f3n de los dinosaurios - The New York Times\" width=\"304\" height=\"202\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La desaparici\u00f3n de los dinosaurios junto con otras formas de vida sobre la Tierra en aquella \u00e9poca, hizo un hueco para la aparici\u00f3n de los mam\u00edferos.\u00a0 Se desarrollo la diversidad una vez desaparecidos los grandes depredadores.\u00a0 As\u00ed que, al menos en este caso concreto, el impacto nos hizo un gran favor, ya que, hizo posible que 65 millones de a\u00f1os m\u00e1s tarde pudi\u00e9ramos llegar nosotros.\u00a0 Los dinosaurios dominaron el planeta durante 150 millones de a\u00f1os; nosotros, en comparaci\u00f3n, llevamos tres d\u00edas y, desde luego, \u00a1la que hemos formado!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ciencia.nasa.gov\/wp-content\/uploads\/sites\/2\/2023\/06\/trappist1f-jpeg.webp\" alt=\"Estamos solos en el universo? - NASA Ciencia\" width=\"475\" height=\"267\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En nuestro sistema solar la vida se desarroll\u00f3 por primera vez sorprendentemente pronto tras la formaci\u00f3n de un entorno terrestre hospitalario.\u00a0 Hay algo inusual en esto. El secreto reside en el tiempo biol\u00f3gico necesario para desarrollar la vida y el tiempo necesario para desarrollar estrellas de segunda generaci\u00f3n y siguientes que en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">novas<\/a>\u00a0y supernovas cristalicen los materiales complejos necesarios para la vida, tales como el hidr\u00f3geno, nitr\u00f3geno, ox\u00edgeno, carbono, etc.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/municipiosur.com\/wp-content\/uploads\/2021\/08\/20210815_223827.jpg?resize=800%2C438&amp;ssl=1\" alt=\"municipiosur.comLa Tierra primitiva fue m\u00e1s habitable de lo cre\u00eddo\" width=\"683\" height=\"374\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Parece que la similitud en los \u201ctiempos\u201d no es una simple coincidencia.\u00a0 El argumento, en su forma m\u00e1s simple, lo introdujo Brandon Carter y lo desarroll\u00f3 John D. Barrow por un lado y por Frank Tipler por otro.\u00a0 Al menos, en el primer sistema Solar habitado observado \u00a1el nuestro!, parece que s\u00ed hay alguna relaci\u00f3n entre t(bio) y t(estrella) que son aproximadamente iguales el t(bio) \u2013tiempo biol\u00f3gico para la aparici\u00f3n de la vida- algo m\u00e1s extenso.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_v_-Z2OKdrug\/SRoxE_qkxdI\/AAAAAAAAACs\/GDtNBJNBtao\/s1600\/clima.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">La evoluci\u00f3n de una atm\u00f3sfera planetaria que sustente la vida requiere una fase inicial durante la cual el ox\u00edgeno es liberado por la foto-disociaci\u00f3n de vapor de agua.\u00a0 En la Tierra esto necesit\u00f3 2.400 millones de a\u00f1os y llev\u00f3 el ox\u00edgeno atmosf\u00e9rico a aproximadamente una mil\u00e9sima de su valor actual.\u00a0 Cabr\u00eda esperar que la longitud de esta fase fuera inversamente proporcional a la intensidad de la\u00a0 radiaci\u00f3n en el intervalo de longitudes de onda del orden de 1000-2000 \u00e1ngstroms, donde est\u00e1n los niveles moleculares clave para la absorci\u00f3n de agua.<\/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<img decoding=\"async\" src=\"https:\/\/www.lifeder.com\/wp-content\/uploads\/2019\/10\/512px-Tree_of_Living_Organisms-294x300.gif\" alt=\"Los reinos de la naturaleza y sus caracter\u00edsticas\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Los\u00a0cinco reinos de la naturaleza\u00a0corresponden a una clasificaci\u00f3n que agrupa a todos los organismos en cinco grupos llamados reinos. Estos son el reino Protista, el\u00a0<a title=\"reino monera\" href=\"https:\/\/www.lifeder.com\/reino-monera\/\" target=\"_blank\" rel=\"noopener\" data-ail=\"56983\">reino Monera<\/a>, el reino Fungi, el reino Plantae y el reino Animalia.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Esta clasificaci\u00f3n fue propuesta por Robert Whittaker en 1968 y agrupa a los organismos vivos en cinco reinos, de acuerdo con sus caracter\u00edsticas ecol\u00f3gicas y tr\u00f3ficas, comunes para los integrantes de cada reino.<\/p>\n<p style=\"text-align: justify;\">Este simple modelo indica la ruta que vincula las escalas del tiempo bioqu\u00edmico de evoluci\u00f3n de la vida y la del tiempo astrof\u00edsico que determina el tiempo requerido para crear un ambiente sustentado por una estrella estable que consume hidr\u00f3geno en la secuencia principal y env\u00eda luz y calor a los planetas del Sistema Solar que ella misma forma como objeto principal.<\/p>\n<p style=\"text-align: justify;\">A muchos les cuesta trabajo admitir la presencia de vida en el Universo como algo natural y corriente, ellos abogan por la inevitabilidad de un Universo grande y fr\u00edo en el que, es dif\u00edcil la aparici\u00f3n de la vida, y, en el supuesto de que \u00e9sta aparezca, ser\u00e1 muy parecida a la nuestra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/fb\/Ammonia_World.jpg\/640px-Ammonia_World.jpg\" alt=\"\" width=\"521\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Creo que la clave est\u00e1 en\u00a0 los compuestos del carbono, toda la vida terrestre actualmente conocida exige tambi\u00e9n el Agua como disolvente. Y como para el carbono, se supone a veces que el agua es el \u00fanico producto qu\u00edmico conveniente para cumplir este papel.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AbsoluteThunderousChihuahua-size_restricted.gif\" alt=\"HUELLA CARBONO GIF | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">El Carbono es el elemento esencial para la Vida, junto al Hidr\u00f3geno, el Ox\u00edgeno y el Nitr\u00f3geno<\/p>\n<p style=\"text-align: justify;\">El amon\u00edaco (el nitruro de hidr\u00f3geno) es la alternativa ciertamente al agua, la m\u00e1s generalmente posible propuesta como disolvente bioqu\u00edmico. Numerosas reacciones qu\u00edmicas son posibles en disoluci\u00f3n en el amon\u00edaco, y el amon\u00edaco l\u00edquido tiene algunas semejanzas qu\u00edmicas con el agua. El amon\u00edaco puede disolver la mayor\u00eda de las mol\u00e9culas org\u00e1nicas al menos as\u00ed como el agua, y por otro lado es capaz de disolver muchos metales elementales. A partir de este conjunto de propiedades qu\u00edmicas, se teoriz\u00f3 que las formas de vida basada en el amon\u00edaco podr\u00edan ser posibles. Tambi\u00e9n se dijo del Silicio. Sin embargo, ninguno de esos elementos son tan propicios para la vida como el Carbono y tienen, como ya sabemos, par\u00e1metros negativos que no permiten la vida tal como la conocemos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-06AtRpTmj10\/UMSWNZy5U4I\/AAAAAAAABqA\/7DTanMkAdF0\/s1600\/microbiologia_ambiental-7ab43373419b3d8802e494b7c12bf45c_h.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Hasta el momento, todas las formas de vida descubiertas en la Tierra, est\u00e1n basadas en el Carbono.<\/p>\n<p style=\"text-align: justify;\">Los bi\u00f3logos, sin embargo, parecen admitir sin problemas la posibilidad de otras formas de vida, pero no est\u00e1n tan seguros de que sea probable que se desarrollen espont\u00e1neamente, sin un empuj\u00f3n de formas de vida basadas en el carbono.\u00a0 La mayor\u00eda de los estimaciones de la probabilidad de que haya inteligencias extraterrestres en el Universo se centran en formas de vida similares a nosotras que habiten en planetas parecidos a la Tierra y necesiten agua y ox\u00edgeno o similar con una atm\u00f3sfera gaseosa y las dem\u00e1s condiciones de la distancia entre el planeta y su estrella, la radiaci\u00f3n recibida, etc.\u00a0 En este punto, parece l\u00f3gico recordar que antes de 1957 se descubri\u00f3 la coincidencia entre los valores de las\u00a0<strong>constantes de la Naturaleza<\/strong>\u00a0que tienen importantes consecuencias para la posible existencia de carbono y ox\u00edgeno, y con ello para la vida en el Universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es LUCA, el antepasado que dio origen a toda la vida en la Tierra (y por qu\u00e9 quiz\u00e1s lo estamos buscando en el lugar equivocado) - BBC News Mundo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Origen p.p.\" width=\"302\" height=\"226\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 La evoluci\u00f3n hasta llegar al Ser Humano&#8230; Ha sido larga y compleja<\/p>\n<p style=\"text-align: justify;\">Hay una coincidencia o curiosidad adicional que existe entre el tiempo de evoluci\u00f3n biol\u00f3gico y la astronom\u00eda.\u00a0 Puesto que no es sorprendente que las edades de las estrellas t\u00edpicas sean similares a la edad actual del Universo, hay tambi\u00e9n una aparente coincidencia entre la edad del Universo y el tiempo que ha necesitado para desarrollar formas de vida como nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/sobrehistoria.com\/wp-content\/uploads\/2016\/06\/homo-sapiens-sapiens-sapies.jpg\" alt=\"Resultado de imagen de Homo Sapien Sapien\" width=\"639\" height=\"359\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si miramos retrospectivamente cu\u00e1nto tiempo han estado en escena nuestros ancestros inteligentes (Homo sapiens) vemos que han sido s\u00f3lo unos doscientos mil a\u00f1os, mucho menos que la edad del Universo, trece mil millones de a\u00f1os, o sea, menos de dos cent\u00e9simos de la Historia del Universo.\u00a0 Pero si nuestros descendientes se prolongan en el futuro indefinidamente, la situaci\u00f3n dar\u00e1 la vuelta y cuando se precise el tiempo que llevamos en el Universo, se hablar\u00e1 de miles de millones de a\u00f1os.<\/p>\n<div style=\"text-align: justify;\">Todas las c\u00e9lulas est\u00e1n formadas por elementos qu\u00edmicos que al combinarse forman una amplia variedad de mol\u00e9culas que a su vez forman agregados moleculares y \u00e9stos los diversos organelos celulares. Los elementos constitutivos de las biomol\u00e9culas m\u00e1s importantes son:<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nuevas moleculas de carbono by Valentin Osorio Martinez - Issuu\" \/><img decoding=\"async\" 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alt=\"Dihidr\u00f3geno - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Ox\u00edgeno\" \/><img decoding=\"async\" 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alt=\"Nitr\u00f3geno\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>C: Carbono<\/li>\n<li>H: Hidr\u00f3geno<\/li>\n<li>O: Ox\u00edgeno<\/li>\n<li>N: Nitr\u00f3geno<\/li>\n<\/ul>\n<div style=\"text-align: justify;\">Tambi\u00e9n son importantes los siguientes:<\/div>\n<ul style=\"text-align: justify;\">\n<li>P: F\u00f3sforo<\/li>\n<li>Fe: Hierro<\/li>\n<li>S: Azufre<\/li>\n<li>Ca: Calcio<\/li>\n<li>I: Yodo<\/li>\n<li>Na: Sodio<\/li>\n<li>K: Potasio<\/li>\n<li>Cl: Cloro<\/li>\n<li>Mg: Magnesio<\/li>\n<li>F: Fl\u00faor<\/li>\n<li>Cu: Cobre<\/li>\n<li>Zn: Zinc<\/li>\n<\/ul>\n<div style=\"text-align: justify;\">Las biomol\u00e9culas pertenecen a cuatro grupos principales denominados:<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Grupo de los alimentos ricos en carbohidratos \u2013 Botanical-online\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las prote\u00ednas y c\u00f3mo incluirlas en su alimentaci\u00f3n diaria - Prensa Libre\" \/><img decoding=\"async\" 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\" alt=\"Acidos nucleicos\" \/><\/div>\n<ol style=\"text-align: justify;\">\n<li>Gl\u00facidos o Hidratos de Carbono<\/li>\n<li>L\u00edpidos<\/li>\n<li>Prote\u00ednas<\/li>\n<li>\u00c1cidos Nucleicos<\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/736x\/a7\/fe\/33\/a7fe33d72986943701fbee574e2c044c.jpg\" alt=\"Los Lipidos: MAPA CONCEPTUAL LIPIDOS | Mapas conceptuales bonitos, Ense\u00f1anza de qu\u00edmica, Mapas conceptuales creativos\" width=\"599\" height=\"449\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Mapa conceptual de los L\u00edpidos<\/p>\n<p style=\"text-align: justify;\">A veces, nuestra imaginaci\u00f3n dibuja mundos de ilusi\u00f3n y fantas\u00eda pero,\u00a0 en realidad\u2026 \u00bfser\u00e1n s\u00f3lo sue\u00f1os?, o, por el contrario, pudieran estar en alguna parte del Universo todas esas cosas que imaginamos aqu\u00ed y que pudieran estar presentes en otros mundos lejanos que, como el nuestro\u2026posibilito la llegada de la vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-ursOGKnnNAA\/TskbuhJnfgI\/AAAAAAAALjk\/4GBdIWJp7Ik\/s1600\/3_5.jpg\" alt=\"Ciudades extraterrestres que puedes visitar hoy en d\u00eda en la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 S\u00ed, imaginamos demasiado pero\u2026 \u00bfQu\u00e9 hay m\u00e1s poderoso que la imaginaci\u00f3n?<\/p>\n<p style=\"text-align: justify;\">Brandon Carter y Richard Gott han argumentado que esto parece hacernos bastante especiales comparados con observadores en el futuro muy lejano.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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alt=\"La mec\u00e1nica cu\u00e1ntica - YouTube\" width=\"345\" height=\"193\" \/><img decoding=\"async\" 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\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alt=\"La relatividad de Einstein en tu vida cotidiana\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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EbtPqIXyi138n\/OpSiVjk38PbXwuRTKO3IY0cN2EpfqzKjc\/UF1dnbHnSm90c9oWcCpXHk1KqkKxpw+z2Ra0Pf25RUlFEaRKpPCeHXSbP8Vp0kOmjs7YxnzdwgKgZuLiWBW8NZ1OSrovHfbMH4zsbcdyPyoTjtyhCZGU4zlUol5jgtvDkvJoXX7e7t7gb0JEonEJqJxuJn6PgxjW38b39jq9yH+H6f5EkCj9M5ZvF1FQv2uxcXrC6yO2RgRjuG4X83lVcuTXGsnp7351NodP0XkS3Nucor4+ZE\/mpxJPNP8AV+uk9n0vJiTDLFuvH6mKINnZ098G+IfI3obnplHtOKWSjIqUUfo\/+dT8c273QgelIm2ARx2CVd5e6+dCSNF06MxGKNj2yGLS6yBZ2qqw1jOqriqPvm+zjvVZ9rwZ72zt8yKkqjK4y8HhY+1uMHtqnXxgbkzaky2+TwXuxv03fmvofY1MqelvcsyBuVy4nBqgoo4RO9envd3g0DZmkhqK32kCP3JYr76NDplwInElJLqJj9aGKkxirgUz50Oe7YAEajTV+r1Mhl9ex\/6TzpRikT0ufbvKrM+O8s034\/OKauxxdneqsvt7d6+uvRfof3+dKYvGVenlcZcWQXT5psuy0we9Wd53aJp+qBJqlLjfhSyz3LLyXjQh\/vv3x586vuw4rG4yrzFs\/FhZoozIft\/ecf37aJy5TuUq5SuTXa3KRKPdor21HE9NPJRsp9LaB9cA2e9d7098N6k6ecnc2NvdWDEhvCgvaVCWnj76cVikduMmMeVDVsigWrurWJ7ng7aZ\/wAGEJSZHJlxhElFXFrIUkFJxay2Y0eXSR24bW9ON7W6SohunP0yCTkWOOxIe66UemYynGU4koX7vKQhxig5796MOdMkLY9tb0pspMflwSEZx2\/+nCXHEeR2VY8lfIuh9XvMj9Ma5UJT+kLPTJ9NpT598Vpr1nTm0Wk5WxjI5Mj9NxyyiBJuu7390o7EYzic4yixPVHsMo4FnHDFaceGvDqi+Eu9sv1HSxhCE47kJkhWPaUKkgTO3JM+le+pjuRJUEGmOUwhS3YNWd6ulFe+loQUx\/dffT3Uz\/6kZQONEEOXPjQJlPzTfetUSA2uyNmRzlPl8t9ScDs5QiCJG8X4HzpjfhJ9W4WyyTPK1K2u7SY7+o0vtbXJwnurira+1W6c6XZZYEAFVtO4+LrPEx3wedXhE55yKbXTimQFPU3R73Rf7F6PDae6tVUbO5dH28\/to\/STbzXakckgMD+DHn6nfWh0uzGxYjFYjd+mpFnIzEryC5+urKJyzyehLptiTGTVgK\/mh\/P\/ABrRj8PhKUI8p0Qudx\/R3ahnslNtZk6NtdJbLhFr1drbO+fxrS2OhlUa77j3MemOPH5\/bTNHJLPsyNuBY8I0XXIsT2zWKMeVXOcClGSk9znIKKtDzRZ+mOO30dbMulJK1Qdj\/T\/50GXS1dl403EivIRi70mTckrtxDsFdhxfn65\/Ke5siuEPf\/S\/bW9PpT2\/K\/vpPe2TkrG43mJ6cew01oONHRjzJmJu9P5sC2i7cGLo83Q+49tO\/BYRlOXLejs8YSlGchbTtBAzf1\/8N5pzuRZYp79rqii\/28aDvdNmUhSNqKcpEVUbAJSaY5rOMeJSWjthNSK9RsR3ZTdvajHcIPLajmLj9cKl4PVWTzksMPc5DTYmK7V761o784kI3xduTLblGu6nL1BciwovDfu6V6+PK90\/mfVjs3n7X3x9TxqEonRGTWmKMHcYxhtl8aqI+qhVRX1Vd1jGmOu2ZyhynF57ZHm+8ZYhJfOfTf2O+gdZP5jLc4wiL+iBxD\/9Y9+OmvhO2syEhlCUZxiKkSTG4+wZILntWpMqZU4y\/U3ny+cuc98j+zpjk7sOBHMcmVXFSq\/fDX0a0Xrunen3ZQmcN3Zw0rykS78iQxKyMf8AKe9lyG3s7jC5TkMfUXCPaPKMoThys9cbsz9O8yjVIzZvd4BdnmjzjPc9vroco17dhwj3+3Z+nfWl1vR8Jz2+YceU4k2opxE4t\/8A5JHYo7GfGkduMpiFvCLKvaPeSW498fV8amx07VoH8xBBQasvCnaww1bV++tX+H9\/\/Dzh1G5tQ3du5wIS4z5S4eYMhA5DySr99Zk5RYlHFMOV5WyeWcFHGNY8Pvqm2xMsbw+ePhpv6Oa81WkaHQ7t7tRkbM3lOEjcigBDlfAUbaiSZXH\/AChf6s\/j9TTHxHY3dufy94kThGJxk3xE5RDKBTdfXQ47tfywfvG9YIXqPh+7CEJz25RhP9MkolXel76H023KUgjHk5aw\/pOT3w4F\/GtDqfjO7vdPHZ3d6TDZP+jCrLZAl+KjybfYNIdPOASZQ54OPqoHkNofqKsqz9V3jQVmlV6C9JOlmFp6isEXkepKfSdqx3NbvxH4vu\/Ed2W7vbcp7sduEYG1HjFIty+YFyyX+msp21lfDunhvTlznHbwcM4FnED1CsIwvF3QNtOut6T4zL4L1O7t7W5s9RGUCLIiU90yZUV8v9CmVWBp1Zyux0rv7u1tS3NvbJSYR5NG0c1SfkBVznOq9ZB2d7dgT25oygyiRlFFpY2UfRATxqOu62W8ss2vKR3PTypACokV+350J2ePGXKLyjy9Msx9TGpDkli69kftVEmN9RsSnLhCLLjEWo3QGVosiFr40KK8PT27LUbttK\/mY1H8Z96X+vZ38yE+EUIErYs2UYs4SkYsJZ5UVf21n7L6UGJd9\/Y4pWLFSu\/0x5p7Jq0ihnL++tr4T8DlvbW9vDHjshKcVpcg1deFfPavI6x2V17AHt4\/110O10nUG2Q3CUduMZbvFzfONWkmiyJUvqVbV1RNtLsjpfhO7vbc9yED5O08eUmMSJKVhyl3bcp76FtbECrnfvxO3\/urRt\/Z3tkNuZxNyMZhZmLke9F\/XOo2Ns\/t10wiceWbqzU2YwkRhEUM5hlc+RfcMUYLLzre+FfCt4F23w0e\/ZTi+4f6azYbXANuK5D5n1XPHHgx+R10P8N9N\/1Iy\/yt\/wDzppai2edKfKaiPfCvgfzEkR4jicarjk7ea+nj7a6KX8Ox4leIcT\/zrV6OMYRKPt\/8+xok5L3deZPPOUtdHrY\/Dxxh+22zlt3+HzsGDS298B8vjt5\/8a7Fjqkoe+nXkzIz\/wAfjfo+d9X8PjB7Se\/gf6I6yus6GMg4yWXapFL2rNovisditfSOu+HkuxrkPi3w1jeu3FlU\/wDp5ubDPD10cV1XT1Kp2BV4tD7NaQ6nppR9Mhjmi\/Di\/thP310nXbHKLJ\/VHu+44H7jj8ntrD345Xt3ridu+PHvV\/XVWi+DLZlb8DCYqhuVq5VACo\/T+rp\/po7MtmZOO47u6hGQnElSljm2VNniT+Vd\/bFG+ImVHuGTF\/26F048ZHmicPw01+L\/AG1GSPQTtWZYg2l\/RsH70ifjT\/w3pIbs58FjIi\/LhL1M+5mfpjGiu\/nxoHWbcr+ZUqk4ae\/0ez\/40f5Jt7cpMj\/qS+W2NlEZbjxoSpJG\/KOueSOmL0ZsN6S8ibzlMbXN59XNcNvdfN6pvdPKGEMezGVeKWN12qn66mO2zkBVrjNGfrJo\/LosN3c2ZTISY4ltzCkR9Moy7xlFz9PbUWiyehn4ks47W6UYdteQdrobbrhjP++sriyuXpj3f8p9onvntp92pfIFEOZWPEh7ftqN3qNk2IRjBluc2UmdhEoOMeMvUSfUqRY1RdrpJBh1Xwzp1eLr658Z7Hvf41WsXjRJRT0pT7SxX79rKzovX9O7fCMtsjLgSXly5k\/VBwpH0oV9M50hQXgVnioUte113pq3F6vHfrHCD94kn8vnU\/4mfFheGr8WCoOaY28qfIPjQK\/vOgEvLaa5cXitXTV1fG3yHjTEuokbhuSSU75ylL1klpeRLD7I+b\/FdzcC4X8yJGoNsSKpJQvwsynDyX20GLoIzNz4J\/Dm91HH5UWVxXFPbkZpw47NOTwipfEdjc25EZ4YFAn1X85Vz76+s\/8A0e+MbO303UT3Hbj8s5VgUIsmr74+uuA\/jj48dVvy3IxCKqY+1\/mgPwadUybs5qPvZhKHPu9nuYz9z31aXfH3cVn8eP7rXoz74M4yD7dvZx3++j9H1Ttt8YSMemcSQ0IXefK4ctX21RAYf4jDG3L3gH7Y1foeohGO5CcB5lElXgjiUSLlrkd69f00aUuXTR+kuP3Gkv8AJes2McL7fX\/bzqpFPVBNqDJALfY1rThVQshxj7NTeWVozkS+3oDSvR7YbwEiZFskCDRfaQPjyaglavvnVoIjN7Hdnk+rN5Fa9uxfmr\/pWtDo4ZC7zmv7rSWyqHnx5\/B\/q62+VRjGMhM2XkBEJIEXN9s2Z\/l10ROLM9GvKIb06j\/PLD4z212nwKEmIe3eiv8ATwa4\/pdu5cpN3Ug8t1\/v\/prvfgMr1PO6gcnjLllNnbMV7aJA0Lzpmu2vKkfQY0TWqsdFrUSNLZZxE9w1jfGNgY63N3Wf8Tj6HXRilUked5ME4s+d9Rt0zP8AtT\/c\/rWua6va11\/Xwbl7z9J9Szz4LD9nXL9dBzr11s8LC6dGWbqW+Y0mBK\/S4RLyZTQuh2Izluc9wjIiyMXzVBjcTHpVt7JWM6tuFD5uL\/bT70\/jUfDelju7kYXXkSPem1krgI23n9JjzqUz2MbfEQ6jZJbso8q9mj2ssGo\/Wu1aV62ZKVQvgFRFyGVvtb3fzprrWMXMSSivq8yjcf0v8uGsZwmNASMFCpkgKM3mKnb9kLs\/fmmzsxq0KEbxYUKWBeCxVPrX9DOgpisjjHb+\/H76a6pgwijymnrsRK9MQuTzOJyuimVe2hu0U0K0fqSKPdab5RoQ7dz7PPIsh3a3pR2d3aaA3YKLZZyjnj38il9+\/bSnR\/D93e3eG1EZSjKQHpOPFZV8ysByPuNL30eHRp0rur6ZbpD64iqn07aV\/wAG3bGUIMeZJg1xVINXmLKo3bV+a0sho+y\/xKe9vT+buc7nVT3FyV6LlKh9IAlCBpHa2+SRKLQtwWvdfB\/xrUPhC7UZhM9STWPpCvSxptum7DxrOhusRjli\/qhaCg8V4pfFVP8Ay6m00Omim7EwHjC3Ytvb2Ox5ur80NbXw8kD8\/ZjZdM8n39PfSOrRj\/3B+H\/Y0Biui7amIveOft+pM+1Dj20OUUUREaRKRMIj2b0\/tfDjltc9za47kWeNwGIcsTeKQm8cCPePvoIx7oepfmQZbjtvzOct3MmKo8uI5RFxS39Cldydqraqr757\/nWx0PSbG90+4xjuy6q5SjtwIx24wjElKTdrRfpM9tZ\/xTonY3XalKMmNeqMiQ2EsMVHv\/TTIWRXf2pbfolEGh721IJGRrIn7++pfXXCFMY+qleVWss9mqsMYxV1oMuwUiXf1bfHjFH41MFKRpGxMJXZP78aohGbHwHbluc9kyzj6fvHJX1wn5dKdTxGUYiBJq27Le6AX2yGaO3lr4F17sbsN8JM47g8rxi2Q4tl2bvteG70f43sVvTlHG3O5jVlJdni80fV1VdEepV9Fvh+5A53G3g8XlSKV7ImVrDjvjJtlOKRZNI9qCyrW7Ek17P9NL7O36oyT0smLLxeLqsUCP50aCcUZZi+mOcr+pvtgA8dz66vAnPs0\/h8WNTilkFUuy+Rm6ORHIGGjzZp\/wCGxZGQ4w9S1TmgL75rB\/8As++s34buBGXpJLICOTvGWfSj+PrrR6CQ7cQHlLcb8YInnx+p10R0cGZNnQ9KXDk2J2+ouPsFP9Ndt8C3rr65\/fXzz4V1APq7JT9v\/DT+Ndd8E3q9Nlnb7f3n86XNG4nDilwynbaNtdtKdPu8jRoyrXkyR9Djmuxk1WTqGeqTnpEizmqK7us\/4nMI500yvXP\/AB3qas5RK92v210YYXJI4PKycYNnN\/FZxluPJSPlC6xgBTXK9bPIllfX\/T21tdVOKLKdPsF3\/trF6neiYjFvOZZ+1Af869ZKlR4eFNvl9M75YxnJ+xmsqN9slcsWf0zaO78rZmhXzBjbEun2fFi4K7Zu9Mf4g26kvzN0j6YuSLkFz3jhI0ne+xrL+I7sZ+mDL0xuTJC5V66+l1GJ\/u6lJnrY43RldUxt4iB2vN\/8WZrOq7tmXhcUjxx4v\/LhMUv1NFmHELBXK3g+we93m3GNKykF9nwOf3Px7++uaR3RBg4c+\/8Af9dUmjXpD7Xn93+70aSJiNEfOVV7W9u412x71p7Y6CM9h3PmwJm4Rltrckq+ccYiZ5Zzj8xkyqF+qmx2tvbtbvcY12vt9yokvzpfot\/jMkWUn831vXurWUpSzRj8HpO3f2xpdK0jewpaPuvQ\/wAQdE\/DmJA5Rh6omUo\/UvcPr9dfKvh\/wOXW9X8jZjGMl78uR6e7Yon1Mdq1ijNi96KlnyDxx75f9fbXui6mcJDGcoUnqL9IuXGfrXmtJLrRSCp7NT+Jf4Q6nozluwPls5QjOKIp9mz\/AMawcuff8f0O2mOq6uUypbk5JJS2457uXCoeNK6nv2O69FyVNpdj3L7iXnz5Hw6rWrbpTXIkFUl128cgcOO3jUAYtx9M\/wC+igMtyxX7fQy\/7\/3emukltAu4SaYJtmIzL\/6nKV3F49kHMvAaB0mzKcyMYS3JPaERVxeOOe2ce2q7kOLVjgbG+4Pjsl0ncbNMhWE6iQyknZVLeSC4L7uKzr22fWjHf+n4+uohupfFY8osXNWJk+p40\/8A\/cOO582EdslIbj8qPGDeOBJaSoyJYpU7d6JiMTgNX4EPy2n+jrpfhfUyntMYxJyIzOC0JKKq1KJ6aZFveJh1zUty8oWqqFXf0MAeADv9qf6TcdtI7kGBKuSxbq3MSVYR\/PE1SLJTj7+FOi3pEjiHJwNZu8I9xGqTOmOoPXnF5cdn+Y\/91mhbnSkNypWw73GrY+8STV\/TU9OLtpXZsa+mS\/619HVovZOVVZo9FCMoTOTacjGDjmV1bXGUux\/L+z\/Sbz8tlGEaiqjUqJnHs5o9NPhTOst6sdxlt7bCNrHbJMuGPdLT3PIVfnTGxuEKnF73hyVWYv7v3NXiznyRNjZWLVxaBxIe9dvdzkO1Ps63\/he9ZZKpRLPqe331yxwcwlx94yaposJdkH3p++tTY3JxD0gOOQ3dV7SruX+X6VW7R5ebErs+hfCviwn+3t\/41tbHWjr510262POA0NDb74I+S8n01pbHxnj2zi+TQ\/gLL\/rrmyYFL\/Upi8qcFUjvDc1aKPkp1yuz8cjx5t\/S\/L\/x9dUh\/EXKQVmSGPrgTxjXO\/Gn6Oxebj1bOynOEDv+dcP\/ABFPnLlGWzI9pJF8+9fXzr3xf4nNluxH9Izij3Bz\/RcfTXJdR8SijygLXpkKfewfUftqvj4HH9r2R8vyVl\/RLRfqVbrb28ZUkVX\/ALtZHUyrLOEbP5ctfQh2fu6L1E4rnHiP8xH6y9u64KvwaQ2NvbjOEt257fL1R25BJr79h9\/v2xrrcqJ4cKF5rLbmkokYN8ZSCUmWHifTiWHsay57kmvV+nERarLL032Lt+79dO7m9ufLlHkEGcVjeZISpfOC8\/X30nsbQqSlAKcy5Y9KicC7sDPmRZ3qM5Ho44pC0dvlgjJk4iBd9vBlxf8ATV4w3dpmPPb77e5YlD+qMsWXXb6a0up+IbKbDs7O5t7kIpuzjuIzk3kaa7\/m611nxD4n03U9DDp9jYm798pv1EuW5LF\/q\/UmPpeuWc2mlR1Qimm76PnCHD3kpijtT2bv2sr29tPdVB2I8SUPmLUuMubh5D248Ww7v6X3dOfF+l2NmYbE5bszbGeBITD\/AKlIVKJlHOszpN3akT+ZGU5yLOBTFOTLPKqqluL57V6kbCtgJTQg5Q\/SoAS4xsE71h\/rWW+l6Lq\/h3\/27cjuQl\/imXpln61mqqrsz31yxw4x9OSXqly7iFFVZxqVyL717WU6zjzht4hIlBWIznBkITWwcGY1pGytWLbe1y8hkrk1eQaarF22lGq7cwJjeShPcRpyHF79nsV766b+Kfi2xuEZbLuylwPmfP4pyYkZ\/LKuMsFomI\/TXOdTtxjGBSbnq+YLkR9JwYjHHm0bxVJqdj0LXq0g8f6n\/Bqq6jWMidM\/D+nNycdtlGHJQkpEFPTzlJAhYW3gVpaFUdacOv2zpZbBs\/8AVluk3d5uYxGoMOzlW\/roBQr0u\/8ALlGcb5C+aKSikbv9X9NWiS3GES2VETu4O3nxkoxQfXV+iikNzcqCBw9ceWZ49P8AlmFyJYri03quz8sgszmyjIiRkxduQxqUxjUhOXpH71oi0e3YmSM+UYqRUY3G8SB7crviW9799W6DpXdnGEe8pB4xfdpTAWrgPKXoMCNN8rxVVXm7XtgxQ60fgXxzc6Te+dsNJYcglhxnFXXnTJi0r2LbWxOUZYlwgjNyxhaR5Sq6zRdZ+uvbm4yplNm5wqpm7txSq4+t691nVS3HlJjcrkkQjSuRIh7DWe57uh\/MXP0D2wFVj6efOqRFkbECO7tVfrgYuh+oB3D\/ADUZvRuh+Pbm3sbvT3E29yRO6zGUclUOHtX2yF3jdLv8JEjxpvfI0SiYlIb78e\/KNOHuP4+rVk9EGt\/wY6nYQjPiwJF03hbT7D4+h99TsS43TyiqV2uuyx7+bPzoXQ73CWKnBSLBMzLUuJb\/AKooF60fi\/w6G2Slt7pOPNPSWRwILdjmRVV6fdxWMyUokbERQZEPPqMZyNhnTOxBRqij78mworHZv\/06xoy4SpBpyXZ+46NzfP8Af\/H21dSOeeM6DZmj34g+UE9vr+2tPZ34WfMRXumeNKeox7Xj6a5Xa3QQUppXvjv4++T6aa3N0hJjUrKolUe9fqPs+\/tpuRzSwWdZ1HTSJMfmbU0asmFfSpVX2rVYy4TIDGU\/+31AVcnkYaBSvvrl9vqB5ZB8D5znPYAvL7Hvpg6j5e23fzJgR8VB\/U\/Vf0\/bl9Na9VZNYEn0ak\/iiSQV5\/qfFMcgfdc\/avrjb3U4lbaPl\/0vN3el579yw5\/0OxqvXTRjudpISSiOTMU9779vGs3XRXHh+luo3eMqjJjCXH+YnVg5YH5oLO3fS271skVByDKqe2LTvYPf21aO5tykjucYcVthy5SLoxmJJr6F+a0jGNtH2e2M4y0BdZxi9Tc9HWsasZJ7aSqKD3V\/TTG5R7C57ZaX76D00NmS85btZrjx8e5J+2fv7OmN34LuR2o7stuZFUurACOY5M9++O331mQnHC3yJZCxkNYEsH9Wa\/m+2oSnZ0rHx7DTntOIQliLbOeMW+DzgDy\/fVev+JfMUhGOxDubcWSWAVbclUvLWfGkpwcnasopZmq91tydynGGqPGsMuV4wVXvd97rFfnUpMoootzQKM+W+RIxIGOSihp89+2h2yQRl2MWqAAeexQfbVphyHEYr3jaUNKcm3y060Y9JEd6e1PlsxghusJ+lt4XxD5c9xi8bsCdKupMojHvHi\/fV92cRWHONNxtFPa5FZPcNX3TjKMNyHHg1MCpfqeV21yOx27Gh9SHJI1XilzjvnOe\/wCfbSNjJB+n6uW2zjKBLnRuE4+rEyUglI5QkplM\/fXi5PrlKUZEtyifJJNxJTv+ayPKy2Ne5qnUxibe28JE5clmyEkXUaiFxRJXbm9Lz\/SenApyzl75vFh7VpWOi25zhPPKMo+4iYxhyY\/pp7pPhe3KIy6za2nNwkblxprNbafX86zXcbty3ec3977mr8o+T9j\/AP2aASd3lId2WRlxX0nqq\/0maqs1X51QafD+ydv21ENu6DMloj58Vntlar6aL13R7mzuS2t2DDcg1KMu498\/jWMx7rdnahvemUNw48jgTYMpZ4HKROJGyN2twvN0U6fr\/lbc9uCSN7bibnKBcUldQW\/Y9RV32xo3wP4H1PUrt7G1yeDP9JdYySS6uIFP+YP1StXZhGO5HnB4DW5yWrzdMI3HHYqVJnkY0E\/RmgXFY3xjUWlHLd1ZfinsffuavKE9qUbuMwjI9ywlF\/JT+dL3mwr2O9fnVyFUohLI13LpY3Q5E79ytOhGhnZ2+UeMSUpDylxhfGIVJXvjDX6c9x17bjt8ZLNvPEIqqBx5WkYxlfc5Jwce8dLvzhL\/AKW5KHIYMr4WSwijiKVZf\/OgcMDjPYsvx3O5+e+fbTpgaDfPfT\/29rBO99kyfRv\/AG0fpt+r5HpljtX5K8mhR6WbuO3GMpTFOPFH0iyuLkSmx9tW6eZxkSyEVicmNSWJYUi13MWHfFapF0SlG9D\/AFvXLGMHZ2Y1GuUdsJSxEtTzUTP\/AHS73qfhm7GMdyXznbmR9MODM3LvlFr9JVdx7+NB6OHOLGXaKeruRVo7d4r5L0f4jtMIRjuNbkKIBGIO28pXcS2XK+\/hPw6ddCd6kSfL3GJHjtK16n05e7JwA34wd117lKHYbG+RLF+GKfhHWcSs+p5z2vt7GW9MbW+wutxtifp\/FFp6a817INN6opCOHwN89u\/Pm89zLn8\/\/OdE2oyckbL\/AL7Zr669u9dIknOEqr1Rjd+kMco\/dbC2++NVl1MyEGW4sJLcYyY0xezceJKmzvhNP+QT8bGDeyyQXvxMB4O3jt9f9dX2+ulyZpGTjEo8rpMAlH29sazdrdSsWCoJZdF37lBjQ5bmPq6Zz0L+NXY47pmh\/L2q\/prxP01j1GLPIvav20pF7\/Q8fXRebxKLTzXb1Yx9WjN99DmHhsEzMf1\/v+++tD+HNh3eo2tuLEZyo5VV+Luj21nbsFnRlcnF+ltV7Z7e2percyzya7VEijZQFVV4oLR8ZnKRWMT61\/Ev8Vw2+neknGHzYrBkAxuPHNB5v9618m39xdx3OMS5WEOMc5TjEH0jXisV50vOcpDJtzl+r2t92n9tXbjtXyxKX6F7lYkRTt3OQ\/TxrnUVHo6JTc3bB8llO4k5JJx4e7I4YwD9KdG303Xc3YxhCMK47XNuvBG\/VMjSubrzoUIuCCHOwuURrIjK\/SIojQ\/XQYbc7wIsJOP8vF5fjjdn31mzIv1WyRCVgypIDy9OS2V4bH0uaR7avt7G78llUo7MpMZTyRlIjyIybqSVYPlx30A33nzjxi3YBg+gN\/19tD+bLjw5PC7421dVddrrF6m2MqD7298wlOc5O7cQvPKJHjl8cSMTvkexV6BDcDjcBC7zI5X7o4rxVfW9MT2JM5DKMmELeawxCJcKnSyj+jiZeGMaX6jaYrGVcisCSKS\/1Cnt7+e1aQamRGcSd8Ljd8JLkvAyjxe2LK\/GqSk1xvGGrxdd6ur9\/wBsaPtE4zi7aSlxs4nOri8hGPcLvDVLeL1PR7zGG5RBEIrJOQSafl8vKYUFMONBjIW3U8CGe7b3atoLCjAdro1Xn9DTM+EYpUvmG5+rlGUeFdsHqleeQ8U8edB35spSkytkq0cTLeCJR9jSmIgFKvbsHl\/2KvOc1jKhup6vc3pDuSluTquUllKgAO\/aIf639DfD4bDtb7us\/mEI\/JIoDJkEuVmQM0Z7+zS3T9Oz5UxOMWeWrCrI+8qzXsL41gjHwnrp7E2e3uO3Li9uRz8MHjmkvydu5puHxHddne2Yz2o7U5G7KFhbG64M8veuN28fNOsrZY8jmSY+SKD+FEM\/R0Tp9klQ7kYrf6hAoKt8Xn7V9dMa2CvTcoiMRvhF9SoNSV4iXm6D05te+lmEqzFLBFHs9n7P+2nDotxhPdhtyNq6XuAqgyrPbv8ATRsWhYVfu9jH7BjXa\/8A\/OOq\/wANDe4frzVmBxGxLi33+52zrkI9XUIxIRGMmXMvlK6w21RWMeXX0Hrf\/qrv7vTfJYRJcSLMcy7l589sH10yYjWj59vQ4zSUURRiPkw5b8\/fUcq9LEEllTN4Kb8Cdq7rqs922233t+uo3d21k1b9+\/5Vtc\/d09gLSk+\/bB\/rj2Lb\/OtvqOp2tyoGI0MOUuTHwxnLjG2zlgo5B4xic7jVRwrdAt0VfdDuHi5Pvom7uOWMeMGbxLsErHJy0J++mUqJyjaHOq6Ke1xjOUYxkchHlXer42i+31HQuoi1GbGMSZ6Q88fStWpkbvzb2058N66DBhvPpK4lLLLmnsAZz+NA+IdBwzCpQckj\/R06+oTl6kUjtnyztKclAFZRqu5VA3LNr6exWR8yPa7Y09irw+9nHzht+maE0Fw3Y2XS\/c\/Viz\/nUb20walhx\/UvW5DNDUNu9uSEaJR7tT\/TJajf6Pdr\/L76DtwlOXGJa3g+hf8AQvVZJg7VH35W9zt2xRX0fsX3IRKOUJWNHqs7cZNNEn2tqmwxo8gcS20XEIkle4Z7fpx93u6a67adqcYXCT8uEmx8hMC6kYQarHnWj\/CPRdNuy3o78t0DblXDgci4kQ5t2y8H\/OsjhNi9QxGBP5b6uLbBoKeScR+mKe+hzDx6YrNKPPv+7\/XR9voZNTmm3ty5cZphQaAM0yqNhi77Ghz2QhCRJWXIY8apO1Nt2I9hL7OFXoC6MuGzFd7O\/ky12e+aVyCkX3XipGX\/AGqOJZzXa42CX9NGjPcnFmynL5JAjfqIjJouT6S+wCNvbSsYWgIr9ePi6uVGrQ3gyZo9Mv0MZYeQxbUbC1xmjsK2Og+ykYSm2O5zgHyxj2i+mUsCKDxqUSQ3mtDjDm\/pSJG2hnXGJyl4oZfg5eazXfiFcd0nYSfTIYyq0bMotWOUvtqen3GPOfN9px5MfmRX1HKxlbxuNOFfDpbGovvz2pyjGEflQsvlUkUCSzAZRsZBWLavSc8WJ9PJ57nb+vvr23Bl2LoVrODK\/gtfYF8LrQ+EdG7+9tbROG2bkqHcvhHLSreL9P4z76QNCnXb8tyfOUY8pEcRjxMBEoMChl8quis9kJQ4bkF3MzUmm3\/lYVEZ8glyGPavOjfE+nvqd3agwmy3WMZRiRH1IcSDxiSXsY7ar8a+E73S789nqCpxonTHcxIuxfNNjin20rGQh0sZs4xhfOSRjxaVl6avHe6\/Oq9RsyhJjIqUZMUw5GkEw0+2rEYcW1vJWM49L\/7u+Kow3qWfEqNnIRlVch4+mslEjx7\/AI1hjx03Y9TjlLiWEOIsvfBd2UV3dafTfEel4nzuilvbn8258+ceXtiJRRRj21k729yTESokfTEjYFW13k+ZOV0TahYemb9SQf8A8XShAJr1arokylj7Xn+\/7zrGPbkQrI4HH1z+\/h+pqdsLLaLLfY8v7aLsbbUpkqYU9u9y4\/jvehM2vFRMYP8AM93uuXLfg7AawpvfGur6b5G1t7HTz25jJluSlfzYq\/LaovHmgvTXw7+L9\/b6Pc6SBBhLLYXVN1f27+MfTXOb+5JjGLJSI8R8XV1+xqNrbvz\/AHZ\/zovfZk2uii6Yn1TOMIS4htiRSILay9SZk21b2NLpS6J0sbnCL2WP9a0wp7ahfk892uxfn38fXGiMNyBGfGcI7kZEZUhOP6ZU\/wAx3HROh6X5knJH0bk8H+WMpV37Yr6aB1O5LtKTLjdW4Ly0eLW8aKYGtESqikcZ74y4b7tU4xk83q+xucEkd\/2+zZnDT9e2uk\/g\/wDhvb6nZ6vdnKR8ja5xCsr7r9Cvzrlw76ZSsDVbNDpYwZXKPHblFMRlNjQXOPYxIzloXDpiXxaXqdqENrbuP\/SHkWxB\/X6pCxusgvi9ZMH\/AIxjDrY+KdLtx357G3GoG6UyWUv0uFKil2\/pv6+7p1sVpS0x7bl0fUQiTk9PumOSM4Sz5O8AL7XpXr\/gG87k3bJbsSpMr5NINqeM4Xwmsvdi7MzjJs4o9u8R\/wB61HRbnq7zCpfplxcCmaruF4\/bW5WIotdBp9PLkRnZVskjyrLbcW5Hm3R+m6DelCW4rGHpJMpV4xhblQIV20r1HWM1lFlGNtRZcqHxdF4o7ZrQ+sOJttryhbb\/AN0zH4iaNmps2Drtrb6Z2yE\/mS3OXJiO3uRI1T2lhRwp2vxWFEW32LftYf6p++vbscRbux\/FKaL1O\/iUOMUjQS4hIBl5iFrybUVqPsaFjqNHnqMpG4xXAt0Xi6MoBkBa0XpWEZSnJaP08bFUWLGXFIo0+oyX28B6aJZFBGQtmcNVfcG817Htpvc3eMJ9Nw23\/rf\/AJePrONxobxF71oNm6dimxvSITjxixa5LAlx7xEUuP6vfvx8hr2x1k4rM4KtvKEJeEwSP+5sPo+ChbS5RRC7O+UO\/wCdeN5ISgVxlxk4zcbCnufqf6aVsZB47OybU13V3CUCMYxeLFLkspVmP6arLm07hYpGUotQZcP1BJP1BKI3WBuqs76j5vzJXIzUpSTHJLe1Ue2DVd6iUooKPETH6Wrr61\/XSWNRc6p+W7fGDkqXH1Rq1CR4bzd9iq1PSbUqlOIrHjjgz5cms+lif+qr7GltH6bqZR5hKQSi2Ekvi+m6705z\/wCdZhQPcg0TQqa1SeHPpG4mcWH0058P+Lz2t832O3uyuSx3YE4rIpuP+h4rSc2LiMePGouV5Ntyz2sooxjXtuHIkjVR5Zz5CvHv3+mlYegm5OEuck4qnGEcAuZNca4dwiIlx\/UC6FJWJl4ikRbBaWi8XjxnUocsDVGFvuD4ry\/t++rfEOrhvbktyGzHZjLJtwVjHFUXn6\/nQCV3OUCW3KKJLMWxjIsbPfw2YrQNWvNfXv5\/v\/jUa1hP\/9k=\" alt=\"El magnetismo en el Universo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"ESPRESSO pone a prueba las constantes de la F\u00edsica | Instituto de Astrof\u00edsica de Canarias \u2022 IAC\" width=\"343\" height=\"192\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1ntos secretos est\u00e1n en esos n\u00fameros escondidos? La mec\u00e1nica cu\u00e1ntica (h), la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0(c), el electromagnetismo (e<sup>&#8211;<\/sup>). Todo eso est\u00e1 ah\u00ed escondido. El n\u00famero\u00a0<strong>137<\/strong>\u00a0es un n\u00famero puro y adimensional, nos habla de la constante de estructura fina alfa (\u03b1), y, el d\u00eda que sepamos desentra\u00f1ar todos sus mensajes\u2026 \u00a1Ese d\u00eda sabremos!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-RVeYXQpWvik\/Unke73OfqmI\/AAAAAAAAd38\/IOLXsaZB0EQ\/s1600\/Exoplanet.JPG\" alt=\"\" width=\"528\" height=\"316\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Extra\u00f1os mundos que pudieran ser<\/p>\n<p style=\"text-align: justify;\">Podr\u00edamos imaginar f\u00e1cilmente n\u00fameros diferentes para las constantes de la Naturaleza de forma tal que los mundos tambi\u00e9n ser\u00edan distintos al planeta Tierra y, la vida no ser\u00eda posible en ellos.\u00a0 Aumentemos la constante de estructura fina m\u00e1s grande y no podr\u00e1 haber \u00e1tomos, hagamos la intensidad de la gravedad mayor y las estrellas agotar\u00e1n su combustible muy r\u00e1pidamente, reduzcamos la intensidad de las fuerzas nucleares y no podr\u00e1 haber bioqu\u00edmica, y as\u00ed sucesivamente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAQEBIPDxAPDQ8PDQ8PDQ0PDw8NDQ0PFREWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNyg5LjcBCgoKDg0OGhAQGi0fHR0tKy0rKy0tLS0tLS0tLS0tLS0tLS0tLS0tKy0tLS0tLS0tLS0rLS0tLS0tLS0tLS03Lf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAEAAIDBQYBB\/\/EACwQAAIDAAICAgIBBAEFAQAAAAABAgMEBREhQTFREmEGExRxgTIzkaHh8BX\/xAAaAQACAwEBAAAAAAAAAAAAAAAAAwECBAUG\/8QAJBEAAwACAgICAgMBAAAAAAAAAAECAxEEEiExQVETFAUiYRX\/2gAMAwEAAhEDEQA\/APDRCEACEIQAIQjoAcO9HVEeoAQMSHKJLGskjUQRshUCSNYRCknhQBVsEjWSxqDa836C6cDfoko6K2FJPChsu6OKftFhRxiXotoU8iM7Vik\/QZVxjNFXiS9Eqo6LaFPKykr45ImWJItv6QyVZJTuyqllX0QzzItJxBrUBbbK2edAtlKLK0DuIYxMAtrQLZANtYHbIqNkFsQPMnskDTZDGIjkRsdJjSBiEcOs4BIhCEACEIQAIQh6iAHEh0YD4wCIVEEbIY1k8KQiugLqoI2VA66AmvMWObE36LjJxHfyiNlG9FDTib9Fjm4pv0aXNxSXosasS+iOyFOjPZ+IX0WFXHpei7hkJo5f0R+RC3tlPHJ+h6zlv\/bHHnJ\/KirllX\/RGuosZVENkCyyor0YBKBBYgu0DumW\/IHRg1oHayW+5FdfpQdxixsbdIBumcv0ANtrDuOnGdusA7bBWSB5sjsMUjZyIZMfNkbAukNY06zhJKEzh1nAJEIQgAR1HB8EAHYxJoVna4BdNRXZAyuoLqoJqKC2xYHJ\/BVsh+APPkb9F1i4pv5RbYOLSXwXebB+ilWl7Ftt+iryccl6LOnMvosqsAdn47szXyoXySsF0VdWcLrzfovs3Er2GR4yJhyfyOND1xH8mdry\/omWN\/RooYlEf\/RX1\/4Md\/yqXoauJPyzO\/2L+iGzE\/o09i6XwBt9if8Aq19DZ4cMyuipoqtMmbLXQn7KHVT137H4\/wCTdEvgSZbVbJFVoukaPbBP9FXpzpo3Rzd+xb4iRn7rGB2Mt7coLPMaVyEU\/AU9jBplrfmAbqBs5kyrxNAFhDIKtqB5VjlRXqQSGMlnAikhiZXRGxHWcLgcEIQAIQhAA6KCKoDKoh2eoo2A6iosc+cWagveNwfk0Kqi2jnG8b+XXg1WDjUuvAXxvGdJeCzrqfwl\/sRedIhYqtkVGdRJlckG5uNnPz\/xX2\/f+Dt2CEP2\/tmG8vdmvHxtIGjof0EUcg16BLrEvoBu1R+xDxdvY9JI1FXLpfIdRykZezz+e1fYocm0\/kzZOGmX3L9np8dKaI3d0Y3Bzj+GzQY9amcvNxunsn8S9oNtn2A6LOvgJvj4BpdNeTHvQ3GkVGzc0UurTJ+yz5Ov6M5usce+zo4EmvA3JOiO+wr7rRtuoB0akdLHDMtaH3XIFncC2WA1t5rjEIphFtyA7bED23As7jXGITVE1rQJaxs7CCczVMaFuhTmQyZ2TI5D0hbZxnDrOFypwQhAAhCEAB9FZa5KQTLWXuCjvoRdF5QVgyd9eDZ8Bx3bSSK3i8XhPr\/B6P8AxLi+l+bRzuTm6T49miIXt+kEw4tRgl1\/lhOHiF\/zkvHpfZcf0E\/8E014\/wBHPhU1tl3n8aRT63GK66+DMcrsXnpMvuUv+fkxXLaPkdjW2aZWpK3brKu3UN26Cqu0\/wD3ZsmBFUHS1DVqKmWgj\/uSXiKdjS5dhouI5Vxa8mAz6S2yazJn46paY7HkPWMvIxmuhmr9GM4rkGmvJrstqnH9nB5HE6PaNmNz7RVbZtfJnt8lL5NbsrXv4Mzy1cV8eA47W9D8i3OzN7KPoo9XaL+2ZV7Ypnbw1p+Tn5EUttrBrLgjTX0AWHThJmOtnJ2EM5HJMjkzRKEtilIjbE2NbGpFdnGxrYmcLJFRCEIkDghCABCEIANJirNPxGftooMMTZ\/x+ntox5GNk1PDYvylGP7R6VjzKEFFekY7+LU92r9G9jAwLE8uR\/4MyV1lIUYeBlkScikzZnwxMaEJ+TPcrlfTMLzOWS7PROUvXleDCc3o+Tn41\/Y6cNuPJhORi134KPRNl3yt\/bKK6R0IRmtgllpH\/VFdIHlIdrYlsPz3FrluM\/RMtMtgu4LTRpsN\/k1vE7mujCY7DR8bd0czkYk0bMVmstt\/L5M7zFLff6D5a+kVvIaHJHInG5vaN\/5E50zI7JtMrL9DLbkYN+Sk0RO1iSaOdkb2C23gl00yW5AkzfEozU2RyRFJD5EcjQhLGSQxoexrLoqMaODmzhYg4IQiQOCEIAEIQgA1+D0bf+PMwmGZsv4\/d5RjsbJ6X\/Ef+p\/o3MTzf+Oa\/wAbV58M9Frl2jPxqU5Gn8l8y2kx05Amh+PnoImgDfNpCubbb0ymKdsz3NaVBNvt9r5MDy++L7Nd\/IFKXhJmF5bFPy3\/ANhOA6d7U6MxyF\/bfRVzmGbotNlRb2dOPRht+Rt0wdzHTIhyEsJpZZZmVtESzywKWyZLfJL4NDxrKLFSaXjaDnZma8aJ9Cl0ugSUn7RoVm7SBrsqRgqpNemZnXWmvgpNedGr2UfRSaswzHkS9C7nZmL6QOyl\/Rorc4BfBI348xlqCknWQygWFqRBKBsmxDkBlEY0FSgRyiNVFGgdoayWUSNoumV0NEIRYg4IQgAQhCADRY7DS8Rq\/Fox+awu8VxmtDJZ6Lx27qUX37R6tw2xWVRafnryeD8fpPQP4hzX4NQb8Px5Ofmly+yNKXeep6X2Q2xRzPoUl4JJdMbeSc2Pe\/Jm05ZmuWrXT8JmB5qHz4PSOUUV319GF5qa8\/Blx+GdFPcHn3J1Lz4KK6v9Gq5KC8lForR0MbMtopbYkcYeQ+ysVNI7toS0Nz1FtkoGZs5dYs3wZcuQdEE+DMavi8fheAPisXbXg2GLF+K+Dj8rkqTdjhLywSdHSKvUjQ31Fbdj78nJ\/ZTZrmUzOaolRrSNNuwsodmRo14cqfyUySZzQ\/JWaS\/0Zyo1xOrhtGHJJS2RI30E3QB5xOjL2ZWgexkEgmUSNxHSxbBZDGESiQzQ1Mo0RNHB7Q1l0VGiOnCQEIQgANpmWmW0pa2GUWC6RKZq+O09NGpw39dSiYDLf0afiN3psRUbL92vKPWP4\/zfaSb8o0q2fku14PKMV\/4tNM02Dln18\/8As5mXBUPa9GmMkZPfsuuUcpJ9Psw\/LRl58Gqt1fmvHXf0Z\/k4PyVxvTNFaS8GM3RkVF1TNLspbK2yh\/RtmjLRRSpZPRnLCOV9\/Abnxv6IvIRM7B8mYv8AjsbbXgfg45vrwaziuM\/Hrwcvk8hSjbij7JuG47rp9GhhUuuhlNXS8EsPB5rk53TZGS9+ge7J38FdfV+Jd2WKK8souT1xSZmxOqehmCqb18Fbra9mb5JhG7dLtlBt0SZ2uNgpGnJkWtA2uaKjTNBOhNlfbWztYYSMGStgdzQJaw2ylg86Wb4aM1bAZkMg2dLIJVGiaQpgrI5IKlURutjFRRoGaGtE8oEbiMTKtETRzok\/Ea4ltkDTh3oRIDosIrkCkkJEMCzotLTHpaKCqYbVaUaA3XF8l30mzQZ9X0zzfLq6NHxvJfCbKOUxVbXlG2z6\/TJ7H+S8Psz1OjsNq0NGTLxd+ZG4+U14ZPdkb9AdnGNllXs+wynREyVOWTTOWKKXPwsn6LfHwL9oss+qKLCvbExZrzfRpxuCHLxqj6LFQ6XgbDRH7JP68WcrLORvyhzvZLm7fyESXSB6pIksmc\/Jhpv0JpbZV7m\/2UuuiUvk0lsUwezOuu\/A7H\/X4NmPIktGL1YWU+jG+zc64wXyUumEX8HSw3X0UyNGT0YmAWZf0a26lANtETbGRiGjMWUAdlH6NJpoSKnW0jXjtsVU6Ke6AJZBlha0CWXI2TsS9AjgRSRPZcgOyY+UyraOT6IpdHJSImxyQts7KRHKQmxoxIrs4IXYixBw6mcEAE0ZBFdgEmSRkRogtKbQ6jS0UkLAqu4gqzV4eUa+WXuXepezA1Xh2bY17I0KqT0Gu4Jru\/Zj8fK\/bLnPvT9lXKYryjQV3hVej9lHXpX2EQ0Cqwp\/BKyNF5DS\/snhpf2UcdBNHQIrjJ\/AxZ39l9Dc17JP\/wBKX2UC0nf7gS+FL+Bi5VL5LuXIsgs5JlRLQRTuI\/Qj6LfuX9hOnV2AW3s5ZYC2SGrhwvgr+1X2K3UwG7S\/sktkB2suuLH0SuTX2D6dDfsq9LbD7gC4bOGV6RP5myvuQHbEOuArRigO+wOwHsCbQWxl9EpkchjHSI2WJGtnBMRYBCEIAOCEIAEdTOCACSMiWFgMOTII0HQtCK7isUiSNgFWi4r0BtG5r2UEbSaFwaKOTW5+Vftlpn5RP2YWF4TVra9kiqg39exP2Tx1GHo5Jr2WNHK\/ZPVCnDRq1pHf3BQV70\/ZOtf7DoU8lx\/XGu4q\/wC6F\/ch0RHksZWkU7AJ6V9jHoDoST2WAtsxk7gey0OhZMbbIDukSW2AltgdRiZDcwK1hFswSyRGhqYPawawnskDzI0XTIpMjkxzGMNDEcEI4SSIQhAAhCEACEIQAIQhAB1D0IRBDHxJIiEBRk0SWIhElCaLJ62IRYqwuiT+2WFcn9sQiyE0P\/J\/bF+T+2IRJRC7f2clJ\/bOCABkm\/sisk\/s4IC6IZtg1jEIqy6IJsFsEIgYiGZDIQiC6IWMEIgYhM4IQEiEIQAf\/9k=\" alt=\"Las otras veces que pensamos haber encontrado vida extraterrestre | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRW6O7GAeqWhdv-XCINSsj5IOkADeD8eq9D-w&amp;usqp=CAU\" alt=\"Diez \u00faltimas teor\u00edas cient\u00edficas sobre extraterrestres\" width=\"349\" height=\"196\" \/><\/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 \u00a0Peque\u00f1as variaciones que lo podr\u00edan cambiar todo<\/p>\n<p style=\"text-align: justify;\">Hay cambios infinitesimales que seguramente podr\u00edan ser soportados sin notar cambios perceptibles, como por ejemplo en la vig\u00e9sima cifra decimal de la constante de estructura fina. \u00a0Si el cambio se produjera en la segunda cifra decimal, los cambios ser\u00edan muy importantes.\u00a0 Las propiedades de los \u00e1tomos se alteran y procesos complicados como el plegamiento de las prote\u00ednas o la replicaci\u00f3n del ADN pueden verse afectados de manera adversa. Sin embargo, para la complejidad qu\u00edmica pueden abrirse nuevas posibilidades.\u00a0 Es dif\u00edcil evaluar las consecuencias de estos cambios, pero est\u00e1 claro que, si los cambios consiguen cierta importancia, los n\u00facleos dejar\u00edan de existir, n se formar\u00edan c\u00e9lulas y la vida se ausentar\u00eda del planeta, siendo imposible alguna forma de vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-s8-eoSF5yhc\/T15AIc3jfbI\/AAAAAAAAAto\/Jj_okv2yXAk\/s320\/Variacion+de+la+constante+de+estructura+fina.JPG\" alt=\"\" width=\"318px\" height=\"320px\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u201cEs dif\u00edcil formular cualquier teor\u00eda firme sobre las etapas primitivas del universo porque no sabemos si hc\/e<sup>2<\/sup>\u00a0es constante o var\u00eda proporcionalmente a log(t). Si hc\/e<sup>2<\/sup>fuera un entero tendr\u00eda que ser una constante, pero los experimentadores dicen que no es un entero, de modo que bien podr\u00eda estar variando. Si realmente var\u00eda, la qu\u00edmica de las etapas primitivas ser\u00eda completamente diferente, y la\u00a0<\/em><em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a><\/em><em>\u00a0tambi\u00e9n estar\u00eda afectada. Cuando empec\u00e9 a trabajar sobre la gravedad esperaba encontrar alguna conexi\u00f3n ella y los\u00a0<\/em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\"><em>neutrinos<\/em><\/a><em>, pero esto ha fracasado.\u201d<\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-VmZZ5zRYxUk\/VfRwgs-JMFI\/AAAAAAAAAps\/aSQrfW9f-Bo\/s1600\/consntes.jpg\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura fina en nuestro Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Las constantes de la naturaleza \u00a1son intocables!<\/p>\n<p style=\"text-align: justify;\">Ahora sabemos que el Universo tiene que tener miles de millones de a\u00f1os para que haya transcurrido el tiempo necesario par que los ladrillos de la vida sean fabricados en las estrellas y, la gravitaci\u00f3n nos dice que la edad del Universo esta directamente ligada con otros propiedades como la densidad, temperatura, y el brillo del cielo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/djxhemary.files.wordpress.com\/2011\/03\/picture-8192.png\" alt=\"\" width=\"322\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora, cuando miramos el Universo, comprendemos, en parte, lo que ah\u00ed est\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\">Puesto que el Universo debe expandirse durante miles de millones de a\u00f1os, debe llegar a tener una extensi\u00f3n visible de miles de millones de a\u00f1os luz.\u00a0 Puesto que su temperatura y densidad disminuyen a medida que se expande, necesariamente se hace fr\u00edo y disperso.\u00a0 Como hemos visto, la densidad del Universo es hoy de poco m\u00e1s que 1 \u00e1tomo por M<sup>3\u00a0<\/sup>de espacio.\u00a0 Traducida en una medida de las distancias medias entre estrellas o galaxias, esta densidad tan baja muestra por qu\u00e9 no es sorprendente que otros sistemas estelares est\u00e9n tan alejados y sea dif\u00edcil el contacto con extraterrestres.\u00a0 Si existe en el Universo otras formas de v\u00eda avanzada, entonces, como nosotros, habr\u00e1n evolucionado sin ser perturbadas por otros seres de otros mundos hasta alcanzar una fase tecnol\u00f3gica avanzada, entonces, como nosotros, habr\u00e1n evolucionado sin ser perturbadas por otros seres de otros mundos hasta alcanzar una fase tecnol\u00f3gica avanzada.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/circuitoaleph.files.wordpress.com\/2012\/04\/1-cosmicmirage.jpg\" alt=\"\" width=\"640\" height=\"383\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La expansi\u00f3n del Universo es precisamente la que ha hecho posible que el alejamiento entre estrellas con sus enormes fuentes de radiaci\u00f3n, no incidieran en las c\u00e9lulas org\u00e1nicas que m\u00e1s tarde evolucionar\u00edan hasta llegar a nosotras, diez mil millones de a\u00f1os de alejamiento continuado y el enfriamiento que acompa\u00f1a a dicha expansi\u00f3n, permitieron que, con la temperatura ideal y una radiaci\u00f3n baja los seres vivos continuaran su andadura en este planeta min\u00fasculo, situado en la periferia de la galaxia que comparado al conjunto de esta, es solo una cuota de polvo donde unos insignificantes seres laboriosos, curiosos y osados, son conscientes de estar all\u00ed y est\u00e1n pretendiendo determinar las leyes, no ya de su mundo o de su galaxia, sino que su osad\u00eda ilimitada les lleva a pretender conocer el destino de todo el Universo.<\/p>\n<p style=\"text-align: justify;\">Cuando a solas pienso en todo esto, la verdad es que no me siento nada insignificante y nada humilde ante la inmensidad de los cielos.\u00a0 Las estrellas pueden ser enormes y juntas, formar inmensas galaxias\u2026 pero no pueden pensar ni amar; no tienen curiosidad ni en ellas est\u00e1 el poder de ahondar en el porqu\u00e9 de las cosas, nosotros si podemos hacer todo eso y m\u00e1s.<\/p>\n<p>&nbsp;<\/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\" 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\" alt=\"\u00c1tomos: los bloques fundamentales de todo lo que existe en el universo | Enterarse\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La estructura de los \u00e1tomos y las mol\u00e9culas est\u00e1 controlada casi por completo por dos n\u00fameros: la raz\u00f3n entre las masas del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">electr\u00f3n<\/a>\u00a0y el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0b, que es aproximadamente igual a 1\/1.836, y la constante de estructura fina a, que es aproximadamente 1\/137.\u00a0 Supongamos que permitimos que estas dos constantes cambien su valor de forma independiente y supongamos tambi\u00e9n (para hacerlo sencillo) que ninguna otra constante de la Naturaleza cambie. \u00bfQu\u00e9 le sucede al mundo si las leyes de la naturaleza siguen siendo las mismas?<\/p>\n<p style=\"text-align: justify;\">Si deducimos las consecuencias pronto encontramos que no hay muchos espacios para maniobrar.\u00a0 Incrementemos b demasiado y no puede haber estructuras moleculares ordenadas porque es el peque\u00f1o valor de Beta (a<sub>F<\/sub>) el que asegura que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">electrones<\/a>\u00a0ocupen posiciones bien definidas alrededor de un n\u00facleo at\u00f3mico y las cargas negativas de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">electrones<\/a>\u00a0igualan las cargas positivas de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">protones<\/a>haciendo estable el n\u00facleo y el \u00e1tomo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ligth Knight: Fuerza Nuclear Fuerte\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fuerza nuclear fuerte \u25b7 Informaci\u00f3n, Historia, Biograf\u00eda y m\u00e1s.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> formados por Quarks confinados por la fuerza fuerte con los Gluones<\/p>\n<p style=\"text-align: justify;\">Si en lugar de a versi\u00f3n b, jugamos a cambiar la intensidad de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>\u00a0a<sub>F<\/sub>, junto con la de a, entonces, a menos que\u00a0 a<sub>F\u00a0<\/sub>&gt; 0,3 a<sup>\u00bd<\/sup>, los elementos como el carbono no existir\u00edan.<\/p>\n<p style=\"text-align: justify;\">No podr\u00edan existir qu\u00edmicos org\u00e1nicos, no podr\u00edan mantenerse unidos.Si aumentamos a<sub>F<\/sub>\u00a0en solo un 4 por 100, aparece un desastre potencial porque ahora puede existir un nuevo n\u00facleo de helio, el helio-2, hecho de 2\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\">protones<\/a>\u00a0y ning\u00fan\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, que permite reacciones nucleares directas y m\u00e1s r\u00e1pidas que de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0+\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0\u2192\u00a0 helio-2.<\/p>\n<p style=\"text-align: justify;\">Las estrellas agotar\u00edan r\u00e1pidamente su combustible y se hundir\u00edan en estados degenerados o en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>.\u00a0 Por el contrario, si a<sub>F\u00a0<\/sub>decreciera en un 10 por 100, el n\u00facleo de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/04\/el-fino-equilibrio-que-permite-la-presencia-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a> dejar\u00eda de estar ligado y se bloquear\u00eda el camino a los caminos astrof\u00edsicos nucleares hacia los elementos bioqu\u00edmicos necesarios para la vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_iOUWsYnNbmo\/TF7NnERIQoI\/AAAAAAAAJbg\/tjhUdO3Vx7g\/s1600\/supernova.jpg\" alt=\"\" width=\"491\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hasta donde sabemos, en nuestro sistema solar la vida se desarroll\u00f3 por primera vez sorprendentemente pronto tras la formaci\u00f3n de un entorno terrestre hospitalario. El secreto reside en el tiempo biol\u00f3gico necesario para desarrollar la vida y el tiempo necesario para desarrollar estrellas de segunda generaci\u00f3n y siguientes que en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/20\/el-universo-la-vida-y-el-azar\/#\">novas<\/a>\u00a0y supernovas que llegaran a poder cristalizar los materiales complejos necesarios para la vida, tales como el hidr\u00f3geno, nitr\u00f3geno, ox\u00edgeno, carbono\u2026 Si miramos por ah\u00ed, encontraremos m\u00faltiples noticias como estas:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.spitzer.caltech.edu\/uploaded_files\/graphics\/high_definition_graphics\/0009\/1891\/ssc2003-06h_Ti.jpg?1349994194\" alt=\"\" width=\"589\" height=\"471\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Telescopio Spitzer de la NASA ha detectado los pilares de la vida en el universo distante, aunque en un entorno violento.\u00a0Ha posado\u00a0su poderoso ojo infrarrojo en un d\u00e9bil objeto situado a una distancia de 3.200 millones\u00a0de a\u00f1os luz (recuadro), Spitzer ha observado la presencia de<strong>\u00a0agua y mol\u00e9culas org\u00e1nicas en la galaxia IRAS F00183-7111<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/banderag.files.wordpress.com\/2012\/03\/ley.png\" alt=\"Resultado de imagen de La vida pulula por todo el Universo\" width=\"613\" height=\"264\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0S\u00f3lo hemos visto las formas de vida presentes en la Tierra pero&#8230; Tiempo al Tiempo<\/p>\n<p style=\"text-align: justify;\">Como podemos ver, amigos m\u00edos, la vida, como tantas veces vengo diciendo aqu\u00ed, pulula por todo el Universo en la inmensa familia gal\u00e1ctica compuesta por m\u00e1s de ciento veinticinco mil millones y, de ese n\u00famero descomunal, nos podr\u00edamos preguntar: \u00bfCu\u00e1ntos mundos situados en las zonas habitables de sus estrellas habr\u00e1 y, de entre todos esos innumerables mundos, cu\u00e1ntos albergaran la vida?<\/p>\n<p style=\"text-align: justify;\">A muchos les cuesta trabajo admitir la presencia de vida en el universo como algo natural, ellos abogan por la inevitabilidad de un universo grande y fr\u00edo en el que es dif\u00edcil la aparici\u00f3n de la vida. Yo (como muchos otros), estoy convencido de que la vida es, de lo m\u00e1s natural en el universo y estar\u00e1 presente en miles de millones de planetas que, como la Tierra, tienen las condiciones para ello. Una cosa no se aparta de mi mente, muchas de esas formas de vida, ser\u00e1n como las nuestras aqu\u00ed en la Tierra y estar\u00e1n tambi\u00e9n, basadas en el Carbono. Sin embargo, no niego que puedan existir otras formas de vida diferentes a las terrestres.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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%2F2025%2F08%2F26%2Fel-fino-equilibrio-que-permite-la-presencia-de-la-vida-18%2F&amp;title=El+fino+equilibrio+que+permite+la+presencia+de+la+Vida' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F08%2F26%2Fel-fino-equilibrio-que-permite-la-presencia-de-la-vida-18%2F&amp;title=El+fino+equilibrio+que+permite+la+presencia+de+la+Vida' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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