{"id":12650,"date":"2025-01-09T12:01:45","date_gmt":"2025-01-09T11:01:45","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12650"},"modified":"2025-01-09T12:01:54","modified_gmt":"2025-01-09T11:01:54","slug":"pasa-el-tiempo-las-ideas-fluyen-y%e2%80%a6-%c2%a1vamos-comprendiendo-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/01\/09\/pasa-el-tiempo-las-ideas-fluyen-y%e2%80%a6-%c2%a1vamos-comprendiendo-3\/","title":{"rendered":"Pasa el Tiempo, las Ideas fluyen y\u2026 \u00a1Vamos comprendiendo!"},"content":{"rendered":"<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/paolera.files.wordpress.com\/2010\/01\/ssc2010-02a1_ti5b25d.jpg\" alt=\"\" width=\"533\" height=\"480\" \/><\/p>\n<p><strong>Nuestra vecina gal\u00e1ctica la Peque\u00f1a Nube de Magallanes<\/strong><\/p>\n<p>Hoy dejar\u00e9 una pincelada de la preciosa Galaxia Irregular que es la m\u00e1s peque\u00f1a de las dos que tienen el mismo nombre y que acompa\u00f1an a nuestra Galaxia, La V\u00eda L\u00e1ctea; es tambi\u00e9n conocida como <strong>Nub\u00e9cula Minor<\/strong>. Tiene unos 9 ooo a\u00f1os-luz de longitud y se encuentra a 190 000 a\u00f1os-luz, visible a simple vista como una mancha brumosa de unos 3\u00ba en Tucana. Su masa visible es menor que el 25% de nuestra Galaxia, y contiene relativamente m\u00e1s gas y menos polvo que la Gran Nube de Magallanes, aunque menos c\u00famulos y Nebulosas. Su estructura puede estar alargada en la direcci\u00f3n de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/8a\/47tuc_salt.jpg\/250px-47tuc_salt.jpg\" alt=\"47tuc salt.jpg\" width=\"357\" height=\"273\" \/><\/p><\/blockquote>\n<blockquote><p><strong>\u00a0<span style=\"text-align: justify;\">\u00a0 El c\u00famulo globular de estrellas 47 Tucaae.<\/span><\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Maravillas como esta est\u00e1n presentes en la peque\u00f1a Nube de Magallanes. Este brillante c\u00famulo de estrellas es 47 Tucanae (NGC 104), en una imagen captada por el telescopio VISTA (Visible and Infrared Survey Telescope for Astronomy) de ESO, instalado en el Observatorio Paranal, en Chile.<\/p>\n<p style=\"text-align: justify;\">Este c\u00famulo se encuentra a unos 15.000 a\u00f1os luz de nosotros y contiene millones de estrellas, algunas de las cuales son bastante inusuales y ex\u00f3ticas. Esta imagen fue captada como parte del sondeo \u201cMagellanic Cloud\u201d de VISTA, un proyecto que sondea la regi\u00f3n de las Nubes de Magallanes, dos peque\u00f1as galaxias muy cercanas a nuestra V\u00eda L\u00e1ctea.<\/p>\n<p>Si quieres leer el trabajo completo, pulsa encima del t\u00edtulo que sigue:<\/p>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/30\/un-paseo-por-la-vecindad-galactica\/\" rel=\"prev\">Un paseo por la vecindad gal\u00e1ctica<\/a><\/div>\n<div><\/div>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5716447164329859666\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/-s5uz1C75ZsY\/T1TmaK8rmlI\/AAAAAAAACTk\/_TDBynZNZlk\/s400\/CeliaFenn_cristalescosmicos.jpg\" alt=\"\" width=\"396\" height=\"297\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Frank Wilczek: \u201cLa exploraci\u00f3n de la belleza ha ayudado a descifrar el mundo\u201d \u2013 WMagaz\u00edn\" width=\"234\" height=\"292\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El premio nobel 2004, <strong>Frank Wilczek<\/strong> como un gran creativo de la f\u00edsica, nunca decepciona. Este\u00a0profesor, famoso por sus trabajos en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/30\/nada-es-lo-que-a-primera-vista-nos-pueda-parecer\/#\"><a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a><\/a> (QCD), la teor\u00eda que explica el micro-mundo existente dentro de las llamadas part\u00edculas elementales, vuelve a poner las leyes de la F\u00edsica patas arriba con su m\u00e1s reciente teor\u00eda, en la que presenta un sorprendente tipo de cristal \u2013time crystal- que a diferencia de los cristales convencionales no ofrece regularidad en el espacio, sino en el Tiempo. Ser\u00eda una nueva organizaci\u00f3n de la materia en la que la estructura se repite peri\u00f3dicamente en el tiempo, a diferencia de la periodicidad espacial de los cristales convencionales<\/p>\n<p>El trabajo completo pulsando el t\u00edtulo siguiente:<\/p>\n<\/div>\n<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/30\/nada-es-lo-que-a-primera-vista-nos-pueda-parecer\/\" rel=\"next\">Nada es, lo que a primera vista nos pueda parecer.<\/a><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><strong>Ahora: Pasa el Tiempo, las Ideas fluyen y\u2026 \u00a1Vamos comprendiendo!<\/strong><\/div>\n<div><\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.cosasparatumuro.com\/walls\/cambiar_el_pasado-other.jpg\" alt=\"\" width=\"691\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 Lo de no mirar atr\u00e1s\u2026 \u00a1No me gusta! Si lo hubi\u00e9ramos hecho , \u00bfC\u00f3mo habr\u00edamos aprendido lo que sabemos? Cada generaci\u00f3n va dejando la huella de lo aprendido y deja se\u00f1alado el camino a seguir. Nosotros ahora estamos construyendo el Futuro de los que detr\u00e1s vendr\u00e1n.<\/p>\n<p style=\"text-align: justify;\">Pero&#8230; \u00bfLo estaremos haciendo bien? Tengo muchas dudas al respecto.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El hombre primitivo\" width=\"343\" height=\"216\" \/><img decoding=\"async\" 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\" alt=\"El paleol\u00edtico | SocialHizo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Los Primeros Pobladores de la Pen\u00ednsula Ib\u00e9rica\" width=\"411\" height=\"231\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"EN CLASE: \u00bfC\u00f3mo pintaba el hombre prehist\u00f3rico?\" width=\"315\" height=\"236\" \/><\/p>\n<\/div>\n<p style=\"text-align: justify;\">\n<div>\n<p style=\"text-align: justify;\">Desde que asustados mir\u00e1bamos los rel\u00e1mpagos en las tormentas, hemos observado la Naturaleza y, de ella, hemos podido ir aprendiendo. Esos conocimientos han hecho posible que nuestras mentes evolucionen, que surjan las ideas, que la imaginaci\u00f3n se desboque y, vaya siempre un poco m\u00e1s all\u00e1 de la realidad. Imaginar ha sido siempre una manera de evadir la realidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9A6h6X0g39vyJF2aSSCVPb_wXYC_J0rduOw&amp;usqp=CAU\" alt=\"Cient\u00edficos demuestran que es 'matem\u00e1ticamente posible' viajar en el tiempo - INVDES\" \/><img decoding=\"async\" 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\" alt=\"Se puede viajar en el tiempo?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El viaje en el tiempo ha sido una de esas fant\u00e1sticas ideas y ha sido un arma maravillosa para los autores de ciencia ficci\u00f3n que nos mostraban paradojas tales como aquella del joven que viaj\u00f3 hacia atr\u00e1s en el tiempo, busc\u00f3 a su bisabuelo y lo mat\u00f3. Dicha muerte produjo de manera simult\u00e1nea que ni su abuelo, su padre ni \u00e9l mismo hubieran existido nunca. Claro que, tal suceso es imposible; existe una barrera o imposibilidad f\u00edsica que impide esta de paradoja y, si no existe tal barrera, deber\u00eda existir. Creo que, a\u00fan en el hipot\u00e9tico caso de que alg\u00fan d\u00eda pudi\u00e9ramos viajar en el tiempo, nunca podr\u00edamos cambiar lo que pas\u00f3. El pasado es inamovible.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-9aO_kjudCQw\/T6BM1wyo6TI\/AAAAAAAAPJo\/9F6pb-HgQ0k\/s1600\/paso_tiempob1.jpg\" alt=\"\" width=\"569\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1El Tiempo! \u00bfEs acaso una abstracci\u00f3n? \u00bfPor qu\u00e9 no es igual para todos? \u00bfPodremos dominarlo alguna vez?\u00a0 Claro que saber lo que es el Tiempo\u2026 \u00a1No lo sabemos!, y, seg\u00fan las circunstancias, siempre ser\u00e1 diferente para cada uno de nosotros dependiendo de sus circunstancias particulares: Quien est\u00e1 con la amada no siente su transcurrir, una hora ser\u00e1 un minuto, mientras que, el aquejado por el dolor, vivir\u00e1 en otro tiempo, un minuto ser\u00e1 una eternidad.<\/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=\"Las se\u00f1ales de que tu pareja est\u00e1 enamorada de ti\" width=\"382\" height=\"212\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 El Tiempo para ellos se ha detenido<\/strong><\/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=\"Mal tratamiento del dolor tiene en un &quot;!ay!&quot; a millones de latinoamericanos | Hispanos | Edici\u00f3n Am\u00e9rica | Agencia EFE\" width=\"388\" height=\"272\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 El tiempo para ella es eterno<\/strong><\/p>\n<p style=\"text-align: justify;\">En cuanto dominar lo que entendemos por Tiempo\u2026 Si pensamos con l\u00f3gica, en lugar de introducir posibilidades f\u00edsicas particulares o locales,\u00a0 pensaremos como nos ense\u00f1o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/01\/15\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, a una mayor escala,\u00a0 en la utilidad de un espacio y un tiempo \u00fanicos y unidos en un bloque de espacio-tiempo que se moldea en presencia de la materia y se estira o encoge con la velocidad.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Eso que llamamos \u201cTiempo\u201d \u2013 Newton vs. Leibniz | El Cedazo\" \/><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\u00abSeg\u00fan la f\u00edsica cl\u00e1sica, el Universo era como un reloj gigante, tiempo y espacio eran iguales en todas partes y absolutos, pero con la Teor\u00eda de la Relatividad el espacio y el tiempo dejan de ser absolutos y dependen de la velocidad a la que nos movamos\u00bb, explic\u00f3 la doctora en f\u00edsica cu\u00e1ntica Sonia Fern\u00e1ndez-Vidal.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR4M1FawzFXCmy7AAYeIjNRRjG6mi1GJpL3Ag&amp;usqp=CAU\" alt=\"2017-2018:\u00bfQu\u00e9 es el tiempo? \u00bfSolo existe el presente ef\u00edmero? | Tele 13\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En declaraciones a la Agencia estatal EFE, la especialista espa\u00f1ola record\u00f3 que seg\u00fan <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> cuando alguien se acerca a la\u00a0<a href=\"http:\/\/www.juventudrebelde.cu\/ciencia-tecnica\/2015-11-25\/ciencia-tecnica\/2013-07-23\/viajes-a-la-velocidad-de-la-luz-\/\" target=\"_blank\" rel=\"noopener\">velocidad de la luz<\/a>, el tiempo se estira y las cosas se encogen.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p><img decoding=\"async\" src=\"https:\/\/tardigrados.wordpress.com\/wp-content\/uploads\/2013\/03\/cg.jpg?w=584\" alt=\"Demostraci\u00f3n fehaciente de que la velocidad de la gravedad es m\u00e1s de diez  mil veces la velocidad de la luz | TARD\u00cdGRADOS\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Igualmente construy\u00f3 un modelo en el que la gravedad no s\u00f3lo no ser\u00eda instant\u00e1nea, sino que viajar\u00eda exactamente a la velocidad de la luz, naciendo de ese modo la Teor\u00eda de la Relatividad General.<\/p>\n<p style=\"text-align: justify;\">Con esta teor\u00eda, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> emprender\u00eda otro trabajo de unificaci\u00f3n: el Espacio y el Tiempo.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/danienlared.files.wordpress.com\/2009\/01\/juliecox_1.jpg?w=500\" alt=\"Misterios de la Mente : Blog de Emilio Silvera V.\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0Hay en todas las cosas un ritmo que es parte de nuestro Universo.<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cHay simetr\u00eda, elegancia y gracia\u2026esas cualidades a las que se acoge el verdadero artista. Uno puede ver ese ritmo en la sucesi\u00f3n de las estaciones, en la forma en que la arena modela una cresta, en las ramas de un arbusto creosota o en el dise\u00f1o de sus hojas. Intentamos copiar ese ritmo en nuestras vidas y en nuestra sociedad, buscando la medida y la cadencia que reconfortan. Y sin embargo, es posible ver un peligro en el descubrimiento de la perfecci\u00f3n \u00faltima. Est\u00e1 claro que el \u00faltimo esquema contiene en s\u00ed mismo su propia fijeza. En esta perfecci\u00f3n, todo conduce hacia la muerte.\u201d<\/p>\n<p><strong>De \u201cFrases escogidas de Muad\u00b4Dib\u201d, por la Irulan.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/O3idHVRoseI\/hq720.jpg?sqp=-oaymwEhCK4FEIIDSFryq4qpAxMIARUAAAAAGAElAADIQj0AgKJD&amp;rs=AOn4CLBJMvSszPqGmIhSoSTCICoqVUp9vQ\" alt=\"INCRE\u00cdBLE las \u00faltimas im\u00e1genes del espacio te dejar\u00e1n SIN PALABRAS | Viaje  por el universo\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 hemos imaginado estar en otros niveles del Universo\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\">Salgamos ahora fuera del Espacio-Tiempo y miremos lo que sucede all\u00ed.\u00a0 Las historias de los individuos son trayectorias a trav\u00e9s del bloque. Si se curvan sobre s\u00ed mismas para formar lazos cerrados entonces juzgar\u00edamos que se ha producido una anomal\u00eda en el Tiempo. Pero las trayectorias son las que son. No hay ninguna historia que \u201ccambie\u201d al hacerla. El viaje en el tiempo nos permite ser parte del pasado pero no cambiar el pasado. Las \u00fanicas historias de viaje en el tiempo posibles son las trayectorias auto-consistentes.\u00a0 En cualquier trayectoria cerrada no hay una divisi\u00f3n bien definida entre el futuro y el pasado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Barcos hist\u00f3ricos: \u00a1as\u00f3mate al pasado y conoce por qu\u00e9 se convirtieron en naves legendarias! \u00b7 Disfruta Mediterr\u00e1neo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Sitios Increibles | Naves espaciales del futuro, Naves espaciales, Alien\u00edgenas\" width=\"384\" height=\"215\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong>\u00a0 \u00a0Siempre nos ha gustado imaginar, el Pasado y el Futuro de muchas maneras<\/strong><\/p>\n<p style=\"text-align: justify;\">Si este tipo de viaje hacia atr\u00e1s en el tiempo es una v\u00eda de escape del final termodin\u00e1mico del universo, y nuestro universo parece irremediablemente abocado hacia ese final, hacia ese borrador termodin\u00e1mico de todas las posibilidades de procesamiento de informaci\u00f3n, entonces quiz\u00e1 seres s\u00faper avanzados en nuestro futuro est\u00e9n ya viajando hacia atr\u00e1s, hacia el ambiente c\u00f3smico benigno que proporciona el universo de nuestro tiempo. No descarto nada. Si le dicen a mi abuelo hace m\u00e1s de un siglo y medio que se podr\u00eda meter un documento en una maquinita llamada fax, y el documento, de manera instant\u00e1nea, aparecer\u00eda en otra m\u00e1quina similar situada a kil\u00f3metros de la primera\u2026, los habr\u00eda tachado de locos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_Ul-sBtYhneg\/Sj0rAVikkqI\/AAAAAAAAASE\/o3ftakapQQA\/s400\/La+rueda+de+los+prisioneros+-+Vincent+Van+Gogh.jpg\" alt=\"\" width=\"270\" height=\"339\" \/><\/p>\n<p style=\"text-align: justify;\"><br clear=\"ALL\" \/>Si se marcha en l\u00ednea recta est\u00e1 claro qui\u00e9n va delante de qui\u00e9n. Si se marcha en c\u00edrculo cualquiera est\u00e1 delante y detr\u00e1s de cualquier otro. Como pregona la filosof\u00eda, nada es como se ve a primera , todo depende bajo el punto de vista desde en el que miremos las cosas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u201cLo primero que hay que comprender sobre los universos paralelos\u2026 es que no son paralelos. Es comprender que ni siquiera son, estrictamente hablando, universos, pero es m\u00e1s f\u00e1cil si uno lo intenta y lo comprende un poco m\u00e1s tarde, despu\u00e9s de haber comprendido que todo lo que he comprendido hasta ese momento no es verdadero.\u201d<\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"right\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTJOHZiKVWncVcEModehiFFEIrX3u0EYh2D7g&amp;usqp=CAU\" alt=\"Desarrollar vida en otros planetas - Magn\u00e9tica 107.1 FM\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQZnS7WP94SZ0uUqvc8-BEaiYAO8YW-FgO4Rg&amp;usqp=CAU\" alt=\"\u25b7 \u00bfHay vida extraterrestre? \u2014 Astrobit\u00e1cora\" width=\"287\" height=\"215\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/rey55.files.wordpress.com\/2014\/07\/imagescacz202y.jpg?w=450\" alt=\"\" width=\"516\" height=\"308\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"right\">\u00a0 \u00a0 \u00a0 \u00a0 Los hay que creen, que la vida, es \u00fanica en la Tierra. Sin embargo, todo lo que podamos imaginar&#8230;<\/p>\n<p style=\"text-align: justify;\" align=\"right\">\u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a1Ah\u00ed fuera estar\u00e1!<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, siempre nos hemos cre\u00eddo especiales, los elegidos, \u00bflos \u00fanicos? \u00bfQu\u00e9 vamos a hacer con esta idea antr\u00f3pica fuerte? \u00bfPuede ser algo m\u00e1s que una nueva presentaci\u00f3n del aserto de que nuestra forma de vida compleja es muy sensible a cambios peque\u00f1os en los valores de las constantes de la naturaleza? \u00bfY cu\u00e1les son estos \u201ccambios\u201d? \u00bfCu\u00e1les son estos \u201cotros mundos\u201d en las constantes son diferentes y la vida no puede existir?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ciencia Simple Para Todos: Fuerzas Fundamentales del Universo (Primera Parte)\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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bBSWYJw4dSYnSOXKq7et3gxTdXlccSxMhTAuQqHgOv\/VEQrGQHo+i3lu1N5btWD\/qt0yMh7Y4hiYMcMIGBK4IOpK6HWDBPKtW0SVBYQxAJHymBI809FneW7U3lu1caVKO28t2pvLdq40pR23lu1N5btWCvqlzMAKW1tMwAZ2YNhOKJkQCQAY7oNS5wbFKO28t2pvLdq40pR23lu1N5btVHbbrKoKgEl7amQTwtcVWIj3AJNULnqbl7yrAW0pZWCm5iwhS8gMOZLIB1RtdIqjd3lu1N5btXz1\/1O6mMTaL2xbDcLKLbthxNq3Eok66awJOsNq9TuRdNtrYKYMK3LbBlLQSrANroefCJ4feaD6HeW7U3lu1ZO9XMRBAC5yWwcJBCGyj6z7lzg05SPcVVX1K7\/SDYUx2g7nA0KxS4XYSdAhRNDPxjXqH0G8t2pvLdqzNk21nZVZMJKLcJk6MQJt8viE8p5EdTFO\/td1sCEAY3dSFVwWC3wgwmdITjMyGAIiDQbqbbPIqSImDMTqPfpUt5btWG+zjZLRe2pdwLVs8IxMgcCIUATDOfqekAWPTNvzjcBUA2mwaMWnTmZUR1HOQVPvADU3lu1N5btXGlSjtvLdqby3auNKUdt5btTeW7VxpSj13JMmvKUoFKUoFQuCcP7h\/mp0X4l\/cKCeU3Q0yW6GrTbQgYIWUO8lVJGJgOZA96m7BQSSAACSTyAAkk\/wAVrkqllN0NMpuhq47hQWJAVQSSeQA1JNSpCqOU3Q0ym6Gr1QS4pMAgkamDqBJE+VbwaQqplN0NMpuhq4lxSAwIKkBgQdCDqCD0ivQQdRyNIVSym6GmU3Q1epSFUcpuhplN0NXqUhVHKboaZTdDV6lIVkbf6bnqEcNhkMYkYuYwk9DJqzlN0NWLu1IrBCeJogAMYkwMRAhZOgxRMGJrtSFUcpuhplN0NXqUhVHKboa8WyQICkAcgBAH0q5duKgLMQqjUljAH1NRvbSiTidVgFziIEKCAWPQSRrSFVstuhplt0NT\/wBTsROdbjCH+NfhJgNz5SQP5p\/qdjX+tb4QHbjHCpwwx6A4l\/8A0OtIVDKboaZTdDXY7dakLmJLQAJHESAQB1MEGB1HUU2bbrV2Mu4jhgWBQyGAwyQRofiXyKQrjlN0NMpuhq49xViSBiOESYxMeSjqdD4rO2v1MwchRdwYw2EgjGqOwThJIMoF1A1dYmnJXXKboa8FgiYWJMmBzPU9ToPFWNsvMmHCmLE6oefCpOr6A8uesfWujXNCVGKDh4SNDMGZI5cz7wD9KQqplN0NMpuhqO0bdcXZ1u5RNwqrFADCsQCVMcXORoD3gSa0KQqjlN0NMpuhq9SkKo5TdDTKboavUpCs9lI515XXavi\/gVyrIUpSgUX4l\/cKVB2jCR7MKDvtvpq3SSXdQ6i24XBhcAsVxBlMwXbTkZggjSqP+1tm0BDFIcMrYStzGHUl5WScLxPRVHsKv7y3bxTeW7eK10kUH\/S+zszs+J8wMpD4MIVkCMqjDCghRp2HSp7Z+n0e1ftqzA7UQ7FgHCkADRCMJGhMEe\/QAC5vLdvFN5bt4p0KQ\/TVgEEYxCG1CsFDS6sbhgAl+ECZ5Ej3qT\/pywSsBkwtbb+ngUMLdy46W24dU\/qMuH5TFW95bt4pvLdvFOhT2b9NbPbIhZAXLVWCFFAUKCBh5gDmf8RVvYPTVss7Kzk3cEhyCFwJgGGAOYAn6DpXu8t28U3lu3inQuUqnvLdvFN5bt4pRcpVPeW7eKby3bxSi5Sqe8t28U3lu3ilEbfp0XjeLkkkkCIwyqrGIHiAC6CIGInnrV6qe8t28U3lu3ilFylU95bt4pvLdvFKJepbEL6YCYhlcGJAKmRIkT\/66VXsellbhu5rYyuXI5kAFULMfiIBkiPi17V23lu3im8t28U6HB\/SAZGMYMC21VkDC2VKnECTrJUE+501ECI\/6IOL+o\/EioTycsuCLpZSCXGWIPMSdelneW7eKby3bxV6Iqr6CgZIdgloqyrEnQWhGI8\/\/wCCanq3URPZ\/RwihccooeAUGFSyBBC8sIXFw8iWJ7V33lu3im8t28VOh7Z2AKltMRItMLgJAxMQSeI+5M6t7nX3p6dsIsgjEWnCokRhVRCr309\/eonazylZPKff6da93lu3inQ5bL6Pbt3TeU8bY54QJxO7GSNT8QH0Regqvf8AQQbouK+ucL7YwDhAIaLfQyoA6B7nzmru8t28U3lu3inQk2xKbwvycSobUexBMyf\/AD\/mbVU95bt4pvLdvFKLlKp7y3bxTeW7eKUXKVT3lu3im8t28UobV8X8CuVeu5Jk15WVKUpQK53vb9w\/zXSudwTh\/cP80VT9S2q9bM27WYuEvC\/FKhpX6km3H0aq7+p30mdnY8yID8IwI2uBWxYSzAxqY4VYggbeU3Q0ym6GiMLavVb6ctmdoxsQockgBsKghYBnDM9eENqR63ql\/LuMNnYMri2ilbk4SgOJhh4uIxw8OolhDEbmS3Q0ym6Ggx19QvG2lw2HUk3MVthicAI5XVeRLKo5H4vpXlz1O6Mt8i5gupbYrgcvadjxK+EHkDrpph71s5LdDTKboaCpsF9rltXZcDMJKw4wnpxqreQKsVPKboaZLdDSCFKnkt0NMluhpBClTyW6GmS3Q0ghSp5LdDTJboaQUN4c3igBVEAJxWni5I\/tufCIkCNT8Wg0JuVPJboaZLdDSCFKnkt0NMluhpBR9T2g27ZYEAyAJUsJJjUSPJMCs3avUdpXNw2w2WEIwBSGLcltzcGNjK6HDAOmLSfoBaboaZTdDVGXtd+8CMsr8DsyspgMqj+\/EBMsmkcgda5bB6i7soeFlC7KyYWAk4WkMRJUAlRIE8zpWzlN0NMpuhqQfP2\/U9oNwBreBMzBha2xuFStkrBBwmC1wsRyA0nCanY9VvZGY1oM+IiBiUYRbLn2bUQV\/d\/NbuU3Q0ym6GqMfY7xv3Je2yHZ4ZTiYozMrq3CQBpJ15kEctRWrU8puhplN0NQQpU8luhpkt0NBClTyW6GmS3Q0ghSp5LdDTJboaQQpU8luhpkt0NIIUr1lI515QKUpQKL8S\/uFKL8S\/uFBdfaEDBCyh2kqpIxMBzIH8HxUrlwKCWICrJJJgAASZ\/iqm2emrdJJe4odBbYJgwuAWKlgymYLMY5GdQRpVL\/AGvs+gOMqAwKkqVfGHBL8Mk4bhEyNAvQV0RsPcVQWJAVQWJJ0AAkk9opccKCWICqCSTyUASSf4rHb9L7OzOzm45uBgQ5TCAyBGVQF4QQBp2rre\/T9l0vIS4G0sHcypIIAACqylY05EHwABBobRtNu2AXdVDHCMRAxNBMCfeAT\/Bqdq6rAFSCDyIMg\/8AkGs6x6FYRQsMyrdbaIuNim4yspmeYhzp\/nWeL\/pmw1w3Ga6S0GMYwqQzNKwsqeNhIMwaDXVwZgg4TBj2MAwf4YH+alVD030m3s5JQuS4AOLDGgABCqoCcuSgAzy0EX6BSlKBSlKBSlKDg+2W1uLaLAXHBZVPMgc\/+fB6V3qsNiXMzTiLanUiAcIURp7DFH7361ZoFKUoI3bqoCzEBRzJ0AqF3aUScTqsAuZIEKDGI9BOlcvUtiF9MBMQVcaAjEpkSDz\/APVVP9HbEz5zLcK5eJQMWESELMfiOHU\/9XEIoLx221E5iRhzJxCMBMBvpOlc39UsDndtiAH1YfCxUK3cEug\/+w61UX0JQxcOVYhPhUBcaG2VYj3Ay14e7a66dX9GQ2xbLEhES0uNVYLgYNig+7FUnl8AiDVFgeoWTIFxSVwyAZIxRh0GsnEsDuKkdttBsOYmKSuHEC2IAErA94I07iqa+jBWxB2xcB1A4mTCMVyIxkhYk6jE3aOWz\/p9LZlLlyMSvDnFOHLKgsdfitKSeZk\/UBrWrgYBlIKsAwI5EHUEVwu7dbUTiUksbYAZJZwYKDEQMQOkE89K5WvTAptHESbII5LDkziZtJ5kkRyk1G96SrEHEw4nYwBqHdHZe3FbXX69agjsHqF25cCPs7ICrsWIbDiW4FVRIHNTOsHtWhbcMAVIIIkEciDyIry8hYEKxVtCCADBBnkeY6jufrVP0\/0pbLF1YklEtGY1CDQmPfn5PPSAv0pSgUpSgUpSgp7V8X8CuVddq+L+BXKsapSlKBXhHKDBBkUpQTzbnz\/atM258\/2r+KUpQzbnz\/av4pm3Pn+1fxSlLoZtz5\/tX8Uzbnz\/AGr+KUpdDNufP9q\/imbc+f7V\/FKUuhm3Pn+1fxTNufP9q\/ilKXQzbnz\/AGr+KZtz5\/tX8UpS6Gbc+f7V\/FM258\/2r+KUpdDNufP9q\/imbc+f7V\/FKUuhm3Pn+1fxTNufP9q\/ilKXQzbnz\/av4pm3Pn+1fxSlLoZtz5\/tX8Uzbnz\/AGr+KUpdDNufP9q\/imbc+f7V\/FKUuhm3Pn+1fxTNufP9q\/ilKXQzbnz\/AGr+KZtz5\/tX8UpS6Gbc+f7V\/FM258\/2r+KUpdDNufP9q\/imbc+f7V\/FKUuhm3Pn+1fxTNufP9q0pSiJYnmZP0ilKUClKUH\/2Q==\" alt=\"Constantes universales : Blog de Emilio Silvera V.\" width=\"349\" height=\"188\" \/><\/p>\n<p><strong>Lo que rige el Universo; Las cuatro fuerzas fundamentales y las constantes universales<\/strong><\/p>\n<p style=\"text-align: justify;\">En ese sentido, una visi\u00f3n plausible del universo es que hay una y s\u00f3lo una forma para las constantes y leyes de la naturaleza. Los universos son trucos dif\u00edciles de hacer, y cuanto m\u00e1s complicados son, m\u00e1s piezas hay que encajar. Los valores de las constantes de la naturaleza determinan a su vez que los elementos naturales de la tabla peri\u00f3dica, desde el hidr\u00f3geno 1 de la tabla, hasta el uranio, n\u00famero 92, sean los que son y no otros. Precisamente, por ser las constantes y leyes naturales como son y tener los valores que tienen, existe el nitr\u00f3geno, el carbono o el ox\u00edgeno\u2026 \u00a1Y, tambi\u00e9n nosotros!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/vida_frente_a_alfa_y_beta.jpg\" alt=\"\" width=\"468\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 Nuestro Universo es como es las constantes son las que son<\/strong><\/p>\n<p style=\"text-align: justify;\">Esos 92 elementos naturales de la tabla peri\u00f3dica componen toda la materia bari\u00f3nica, la que conforma todos los objetos del universo. Hay elementos como el plutonio o el einstenio, pero son los llamados transur\u00e1nicos y son artificiales, inestables y emiten radiaci\u00f3n nociva para la vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Constante de Estructura Fina | Stargazer\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Constante Estructura Fina\" \/><img decoding=\"async\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEh103L2UztGFaaozHegA0EWbB_CKNFYZp53208pjMViZVh_GgWYs4RCxQ2ENZTtu7f7ZK_hSMdiyNeHzFTBZhe58bWLkzI1L7zarHACGbAxtGsz0wU6VsB0O8tUdnH_V9GUQu-YjnVqfV0d\/s1600\/03-castellano-ecuacion2.jpg\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura fina en  nuestro Universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hay varias propiedades sorprendentes del universo astron\u00f3mico que parecen ser cruciales para el desarrollo de la vida en el universo. no son constantes de la naturaleza en el sentido de la constante de estructura fina o la masa del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/30\/el-tiempo-transcurre-las-ideas-fluyen-la-comprension-se-acerca\/#\">electr\u00f3n<\/a>. Incluyen magnitudes que especifican cu\u00e1n agregado est\u00e1 el universo, con que rapidez se est\u00e1 expandiendo y cu\u00e1nta materia y radiaci\u00f3n contiene. En \u00faltima instancia, a los cosm\u00f3logos les gustar\u00eda explicar los n\u00fameros que describen estas \u201cconstantes astron\u00f3micas\u201d (magnitudes).\u00a0 Incluso podr\u00edan ser capaces de demostrar que dichas \u201cconstantes\u201d est\u00e1n completamente determinadas por los valores de las constantes de la naturaleza como la constante de estructura fina. \u00a1\u00a1El puro y adimensional, 137!!<\/p>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>Un estudio de una de las constantes fundamentales del <strong>universo<\/strong> pone en duda la teor\u00eda popular de la energ\u00eda oscura.\u00a0La energ\u00eda oscura\u00a0es el dado a lo que est\u00e1 causando que la expansi\u00f3n del <strong>universo<\/strong> se acelere. Una teor\u00eda predice que una entidad inmutable que impregna el llamada la constante cosmol\u00f3gica, originalmente propuesta por <strong><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/01\/15\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, ser\u00eda la verdadera .<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra primitiva y el origen de la vida'\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTQx5cf76QcZZ1IULEBbyKkHbynU0ARlVnkaQ&amp;usqp=CAU\" alt=\"Las Investigadoras: la tierra primitiva\" width=\"274\" height=\"184\" \/><\/p><\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 En nuestro planeta, como en otros, en cualquier charca caliente surgir la vida<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, las caracter\u00edsticas distintivas del universo que est\u00e1n especificadas por estas \u201cconstantes\u201d astron\u00f3micas desempe\u00f1an un papel clave en la generaci\u00f3n de las condiciones para la evoluci\u00f3n de la complejidad bioqu\u00edmica. Si miramos m\u00e1s cerca la expansi\u00f3n del universo descubrimos que est\u00e1 equilibrada con enorme precisi\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 muy cerca de la l\u00ednea divisoria cr\u00edtica que separa los universos que se expanden con suficiente rapidez para superar la atracci\u00f3n de la gravedad y as\u00ed para siempre, de aquellos otros universos en los que la expansi\u00f3n finalmente se invertir\u00e1 en un estado de contracci\u00f3n global y se dirigir\u00e1n hacia un <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a> catacl\u00edsmico en el futuro lejano. Las tres formas de Universo que nos ponen los cosm\u00f3logos para que podamos elegir uno que ser\u00e1 el que realmente se asemeja al nuestro. Abierto, plano y cerrado todo ser\u00e1 en funci\u00f3n de la Densidad Cr\u00edtica que el Universo pueda tener.<\/p>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.slideplayer.es\/7\/1672881\/slides\/slide_36.jpg\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" width=\"657\" height=\"493\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Todo depender\u00e1 de cual sea el de la densidad de materia.<\/strong><\/p>\n<p style=\"text-align: justify;\">De hecho, estamos tan cerca de esta divisoria cr\u00edtica que nuestras observaciones no pueden decirnos con seguridad cu\u00e1l es la v\u00e1lida a largo plazo. En realidad, es la estrecha proximidad de la expansi\u00f3n a la l\u00ednea divisoria lo que constituye el gran misterio: a priori parece altamente poco probable que se deba al azar. Los universos que se expanden demasiado r\u00e1pidamente son incapaces de agregar material para la formaci\u00f3n de estrellas y galaxias, de modo que no pueden formarse bloques constituyentes de materiales necesarios para la vida compleja. Por el contrario, los universos que se expanden demasiado lentamente terminan hundi\u00e9ndose antes de los miles de millones de a\u00f1os necesarios para que se tomen las estrellas.<\/p>\n<p style=\"text-align: justify;\">S\u00f3lo universos que est\u00e1n muy cerca de la divisoria cr\u00edtica pueden vivir el tiempo suficiente y tener una expansi\u00f3n suave para la de estrellas y planetas\u2026 y \u00a1vida!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"modelo-universo\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Gr\u00e1fico: S\u00f3lo en el modelo de universo que se expande de la divisoria cr\u00edtica (en el centro), se forman estrellas y los ladrillos primordiales para la vida. La expansi\u00f3n demasiado r\u00e1pida no permite la creaci\u00f3n de elementos complejos necesarios para la vida. Si la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/01\/15\/#\"><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/a> supera la (m\u00e1s cantidad de materia), el universo ser\u00e1 cerrado y terminar\u00e1 en el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/01\/15\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhMQEBMWFRUWFhgXFRgXFxYYFhYXFxcWFhcWFRUYHyghGBolGxcXITEhJikrLi4uFx8zODMsNygtLysBCgoKDg0OGhAQGi4lHyUrLS0tLS0uLS0tLS0uLS0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0rLS0tLS0tLS0tLf\/AABEIAK4BIgMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAAAQMFAgQGB\/\/EAEgQAAIBAgQCBQYMAwcCBwAAAAECEQADBBIhMQVBEyJRYXEGMlSBkdIHFBYXQlKUoaOxwfAj0eEzQ2KCkqLiFWMkNFNyc5Px\/8QAGQEBAQEBAQEAAAAAAAAAAAAAAAECAwQF\/8QAKREBAAECAwgDAAMBAAAAAAAAAAECEQMSUgQhMUFRkbHwE6HRInGBMv\/aAAwDAQACEQMRAD8A8PJomg0qBzRNKr7A+SGKvIl1OhyOHKn4xhyx6O30rr0auXzKpUlcsjMJiaCimiazFliSoVpBgiDIJMRHbOkVjkMZoMTExpPZPboaBTRNWV7gGIRVYopzJ0gVblp7gt9H03SPZVi6L0fWlgBEdtV\/RNKjKZbzRB60mBHbrpQYzQGPbRlMZoMTE8pESJ7dR7alxGFe2zpcRlZGKOCCCrgkFW7DKnTuNAC6G0b\/AFDf1jn+dYOhHgdjyPga304FfNl8RkIRFR9ZBZLhdVdB9JZtvr\/hNamHttKrlJDkAA6BjOXQnSZMTyq3vxRDNE1YcQ4LesB3dYVLzWHMrK3kkshAJmI3EjvprwO8Vw7gDLiGK2zPMP0fW+r1qiq6aJqyvcCvp8ZzKB8WIF3XtudECv1hm5ioMBwu9fudDbSXAZmDEIFVAWZnZyFRQASSxAFBqTRNbWP4bcsMUfKcoUk23S6kN5v8S0WXXxrXFlvqnbNsfN+t4d9BjNE1NisFctMyXLbIyEBwykFSRIDdkihcHcKtcCNkTLnaDC5\/Mk8p5dtBDNE0qKBzRNKigc0TSooHNSWjIZe6R4j+k1FWSNBBG4M+yrBJTRNZXlgmNtx4HUfcawqBzRNKigc0TSooHNE0qaqTsJoJFNFSCw3Z+VFW0jXNKmaVQFdBwLynbCCwFtybNzFOGDlSTisPasaQOqU6PNPOY0ia5+ig7rDfCTdRkPRsQM\/SfxTmuM2Ew2E6TMykC4OgZ8zBv7Zh2kxca+EF8Thr2FNor0ruxYNbghry3v4iC0M1wFQM6lZESO3iqKDt8D5fmzasWVt3j0dt7Zc4gdKEuWGslLNwWgbdsMwuBGzgNbSIirEfCSLouNdW7aIwzW0Fm8LZLvewRZbFxbU2FCWGIDZxpE66+b0UHW+Unlu+MtBOja2wxL4hWW51beZ7z5baKimc12S7MxkGMoYit3jHwitiExKdC4N83vOvl0Avm2zF7eQdIyZIttIyKEENkBPC0UHdcL+Ei7Yt4dAjk2Rh1J6dgr28Pea7kC5eqHVgjakQo00itDi\/lo2IsYSwbZAw5tHzkKt0NtbQyAWw1vMFk9ZgSdtBHKUUHeXvhKuXemTEWmuJduYhoF3KyWr9trfRI2QiVkHMQZiIraxfwmkgkYc9ZrjBenJsxdupdbPayda4uSFaRB60HSvOaltMPNOx27j2+Hb\/AEqwjvrvwnsXDjDlouC5\/FvG60\/GUxJUNkEWxkAVY6skyZqqxHlqbmLfEPaZ7dzDnDXEa4nSNaKwf4yW1AeQCGyGIA1FckwgweVKorrrPlhas2Hw2Hw923bK3gAcTmVjfsLYdsQotgXiuXOkZArE71Z3fhPuO11ntXDn+M6DER1L7l0tlujL5LfIIyeoGK8+ooPRPnPJ6ZmsXGa6QWzYjMkhbAEKbciGskiCPPM5oUjQ4t8INzE2b9m4lz+MuUsL7SIxN6+gaV6yBbxTLpoo1G1cVRQFFFFAUUUUBRRRQFFFSLZY7A0DfVVPZKn8xy7\/ALqirdtYIkMDA2PadDHZ2E86mwuAQugdiFLKGO0KSAT6hJreSZQ7nk7igQOhZidOpD6zEHITBB0IO0idxUB4RiACxsXQBEkowGpVRqR2so\/zCuxtYsRcBxxB6mSLVsKSbrZmZecZQxYakOCZPVOV6+We4z8SVsroAejP8QWwL1srBGUC51dDodSQDVyDkV4FiYJNm4ADBlGmYY+bE\/RaTsI1iszwS4ozNbuREk5DAA3zGOrprrGmtdtjL5Be3\/1O0qLmQItgZAuVVyBJPVIJG7aL4gYmcRFleJFhcnpFZEfVlPS3CwIA5z1jpJzMd7FMDiFsKNh+tSUlMgGnW7WRkKKAaKoqDSpmlXmaFFFFAUUUUBUuFVC6C4SqFhnIEkLIzEDmYmoqlwt7o3RwA2Vg0MJUwQYYcxQdNh+CYBznOMyqOs1sW7rmMyoAtwqhbMSdQnV76hwnCuHkIzY1jqrXF6C4CiTqpIkZjI1EgHtmrnhHFMbiUD2LGGj+KpXoytsFBauEnrZQzEiNtVMRUeL+O4azevNbwhtuLWeBoy53yZU0zCHykweqF5g0HG4+yiXGW1c6VBGV8pTNoD5p1EHT1Vnwu1be6i3iQhmcszMHKNFYiWgSFJE7HajiuOOIuveZEQtHVtqEQQAOqo229s1teTWGZ76sh1tRdACG4zFGWFW2pBcyQSJHVDHlQWLcK4cQ8Y6CSSn8G6YALhbZMDMW6hzaAQd6hx\/CsEqubeOzOoOVDYuDOVAjrHzMxJ0gxGvbXT27ONt2izWcEpVcgYKM9x7nRyudGADNnidBJ7CGp8S4XiL1q7YuWMMt0qpD24A6rr1ZUGWy8yQTLAAwxoPPLnWUNzGh3\/yn2Aj1VFUljUx9bT27H2xUdWeqQKKKKiiimqk7CanTBOeUeOlWImeA16K304b9ZvZU6YFBynxrcYdSXVIqZMM5+ifXp+dWyoBsAPCnWowupdXJw88yB4a1MmCUbyf33VtUGtxRTAjW2BsAKyp0qqMre4Hbp7dP1qfhuCOIuC0rKrEMVzTBKqWyyAYMA7wNNSK1gY1rMuVaVMENII5QZBpPAdXiLGKAZm4fhraHIjHLbKqbjqqFwGLNDlNNdtoJprYxJvEDhmFJyo2To0yhWF0K4GbN1tdDsbayAYrkjnuMJzO5hRuzGIAHadhWFxCCVIgjQg8o0is2V1tvA4tEXpOH4dwOitB7nQScqrbVc2fcwBP+KJ82Nq3h8VdZuk4bYuFswWPi8hyTsxYwsz4DUdtcQ7lmLMSWYyxJ1J7SeZrH9\/n\/ADNSwkxOFe0xt3BlYBSRIOjKHUyCQZVgd+dRU6VaRlRQKKgqDSpmlXnaFFFSJb0ltB+Z7B93tpYR0VJ0gGy+0meXZHZ99Gcc19YJ\/Wf0q2RHW5wnEW7V5Ll630iLJKHZtDAPdMVrPbjUGR+9+w1hUV3WGwfD8SpuJh7qjK6ouZQ1027SCLaK0m5IzFoIl2kEkQsRcwty2+fB4o\/FwQpaQESQVS4xacozLC79bTtPK4LjF+wAtp8oBLDqqSCwAaCQSAQBI2MCa3uN8bxGfEWDdJtm44IISSAxAJaJmABPYANhFBqcav4dyhwyMoiHzASTOh6pjbsUevetrgFrD5GbEYe\/dh1ANsHIJBGViDuSQY7h3zT27DN5qk+r9at+G3MVZUpbcIrHMRCnUCAdjtuNdCAdwK1FMzwgXOHt2iWsfE7\/AEYtkQbJzi6C1zfrFWZWsoWETKmFEAQ38Ng1aLeExJlrhBKNDWejZFZEYkyGKNJPKdJCrLisbi7iM12+clwsCihFEMBmUJuFj1SSdyZt+FHE3R0nxgjb6s6BgCQRE9dhO\/sFbjBqHB8UsDpri2bdxFDHKjg50H1W8KHwDsZgCddTzO\/Mnea6DHB2d3Mtr1mAga6CYEDsrXbYesfr+prpGDFt7N1YnC\/rN7B+tbCYJB9GfHWtiitRRTHIuxCgbCKKdKtBUqZpGgVKmaVQKg0UVAqVOlQKsrm\/qH5ClTfl4fqaDY4YYaVcpcAm2QPpg6S09Xx7YqbCYQXreIuu4DoAwk6uSesI5nnND462bCWRZAcE5rkklp83Q6LG2nZUWHtWDbYvcYXIOVQuk8iW7O7v7qCG9hHRUZ1KhxKTuw7QN476z4hw+7h2yXVKmAfUQCNfAj21Jh0F0M127GRISZMwSQgPIan21rYjEO5l2Zo0GYkwO6akiGiiioMgaKBRQVBpUzSrzNMrayQO0xTuvJ02Gg8P3r66eH84ez2jSo6vJObo+C8PwV+0i3bz272ZywS1cuEgBcgVVEa9afCtPj+HwiC18Ve4XykXluKQUfQxMDXUqQPq85re8ieNWcI9zpgwzhcrqJKxOZSvNWB\/2iseN8dtXL5e2krlVcxGVmKiCx\/rrpViInjJfepsLh3YxlMHfkO4yez+fbWdvhrkwdP5dvhVja4lbbTUE7SP1FW+Eu27nWdpA0Gs6CNJNXFiIiMs3aoiJnepcDwVyylSQcwykGIaRBBGxmt\/yqs3GxN65ebO7sXLQBOaCIA2AGgHKKv+HYwXbgW2vUSWMCeWkn7\/AFVp+V1uGS6XUaFTuxMSRGUETuNSOXLWuUVTdaoi25S4UdVR3Vb8H4S2ILBXVWUAhWnr6gQO\/wAaXBMfYsC1dRHe6r5gXyC1k5BrUMWO\/wBIDXnW1xi+br9NatFJ1OQad8AbCvoU74c0PEzce8q31CKsKQohRp29pgmpOLm2LwTBAqhVRBbN1o6xnkDvUHSlkN93zOrrCsMwaZMsOex9tbWE4XexhFxMit9GAEQRO7bKdPvqoibCYjCA3QwgkBh5yN2B1OhHjVZi7quWZUCAkdUGQJBmPZW5cbFtadf4jWpzPEler9Jo7O2q4bHxH60gmyOis8\/aAfVH5RS6vePYf5Vm7eWOU++PtgaGWNxH8qk6SPNEd51Pq+r+ffTt4gjRhmU7gnn2q2uVu\/2gjSpMz0LU9UKqSQACSdgNSfACsZrcOKCKUs5gW89zAcrytrHmrzOstA2AgzDiQnpsp+MRGeerm2F8jfpQs92aH3kHE1VdEtCuyGcsGZiI1mYiO2dIrAa6jUfdrVqvFYXPDfGBb6IXJEBNuk7elFubU\/VIO41dziykkhCouMzYgAgByyZCE7FBa44B2Lx9EE5muvT77w+7EqmP33fsGlH7\/frqxucS1lQQVIFvXzbYyQp\/0f72pDiKjZTAhVEjRDkzqe85P95rUTM8Ycaq644U\/fvt1fH78dqQFWL8S7Admjbtm2f8o0p\/9UAJIU92u0eb95b210iInjKRXiaftWR+\/wB+NZONF8P1P8\/vqxHFQNAp7tRtrH3BP9NK5xIQOry01Gmp\/kvsrWWnU6xMzxamAxTWW6RApZdRmUMAZHWCnQnx7anxnDL6r09xeoxBzSpBzSR5p8aeAxyp0qsiMLmksJKw2bqH6J21itF25AkCdtY8YrkrY4pbsq8Yd2dIGrCDMCZ7de6osTdtsEyLlYCH1lWI+kJ1BPMVPjTYyqtkOWnrM0QdNgOWs1nj8ReRBhrqKuUAjqKG11BzDeQR91JFbRRRUGQooFFBUGlTNKvM0amNRVrw7yfxWL62FsXLoJglFJCtAJUnYbg+BFVNWnDeL9Chtm3nGYsJdwASFHmqRJ6u9UWV7yGx+64ZlXY5iqQVADSXI5z3eqqviHBnstlL2zpMhoX6UhS8ZyMpnLIkgbmK2MZxxixgKNtVA7BIBYHv18PXpNxEnzwLn\/yQx2OzABhqxMTG3ZSyGtm0gzFy51y5FIBPWAOZ4MAhD5usxyNRnFBf7O2q7wW67Qc289WYYahR5oIjWci9q4etmtk8x10GuwXQqoHex0qfDcDvXbdy9Zy3FtBS+VusAw+o0MY5wORIkAkJFnwPiFyGZmLFmgDkNSYVRsMzHQVsccxGe2yMIYQ3s108Vn21UoDZGT+81Dkf3faq\/wCLtPLUDnWFu5p0TmAPNb6hOpBA1KE7gaiZGshufO7d+SXCY23lCloIHPT76ucBxi9ajobpWNipGngfXXIX7LW2KOIIMEb+wjQjvG9YKxGoJHhXppxpsxZ3j2MO1i2VlbgBzyScxkwVEQoiAQTzp8Pw7dA9xbwUgkFJIJEb9h3iuMt8SuLpmkdh\/nvWzb4vyZT6j+ldoxqJS0r9+LXTaFmeoOzT29taTeb4n8h\/Wta3jbbfSjx0\/Otlth7fb\/8AgrUTE8EXdnEYGLjsjlg+a2hWAVZxKdUkQqzqTrpAFa3TYLM82r2UqBbAYBgQpDFySQZaG00HZGhq6xrNlXPxvA9I56C6UygIJUfQKsWAbQ5iDMnb6NZtjcAyorWLoKqQWQopYyDmbWCYzDbn4RR0jSwuFxOD1LWnInqgaaZLKy0XJ85bpAzHztTrIHxGAg5bN4NOhLBh9LSMw3BX1r4hqalUsLy5i+HyzCxeBIfKCUKBmAC9WR1QZO+nfoBrXLuDK2z0dwMOhW6AQMwAHTuu4k5QF1Em4SQMutXSpYXfS8Ogno7\/AJ6wsicuZi2uaIyZV7ZkiAerj8YwA2s3+QMlCSNcx87QnTbs3Gs0tFSyrO5dwZYxavBIYAZhmJOTKT1tP7waE\/QMNqDML+AbpGe3dDG45VUgAIzMbYUZoGUQDPqncUtKlkXXxjh8mLV\/zgVzFSAucl1aG1JtwqkRB1JO9UzbLPZ+ppVlc5eH5kn9aCOrOwrrh3k21R9RmHXfK2yHeJGprUwLIHU3FDKN1Mwe7Qg\/fWuxoJ8NYLdYMgIOzMATz0neti5j1e6Lly2GAEZZgEgGDpymNOcVGuFToTdN1Q8wLeuYgESTyA108D69Olw7jSSYiTMDYVjTpVBlRQKKCoNKmaVeZoUUUUBRRRQFFFFBaYDEh4R4zDRGPMDZHPLlDHaIOkFZMU3QecP4vJT\/AHf+Jwfpdi+s8hVPRUsGzEkkmSdSTuT2mlRRVBRRRQNVkgDc6CpHuwxyEgbCNNBoOzsos6S3ZoPE7ezU+oVFV4Qjbt8QcbkHx\/pWzb4mPpKR4a1V0VqMSqCy8TFI2zD16fnUtc9WaXWXYkVuMbrBZe0jVWnEHG8H991bCcQU7gj7xW4xKZSzbNKsEvq2xH77qzrdwqDRSqApU6VAGnd38AB7ABQqyQO00nMkntJpyGNbnT2jZCFOuJhxAmTPWO59dadFQKiiioClTpUGYopCigqDSpmlXmaFFFFAUUUUBRRRQFFFFAUUUUBQBRUqdUZuZ83u5Zv0HgasAvGIQct+9jv\/AC9VRUUUkFFFFQFFFFAUUUUBUiXmXYn991R0UG2mPYbgH7qnTHKd5H31W0VuMSqBcJdB2INZVS1Il9hsT+dajF6pZcW957AT\/L74rCtS3jSFJIBkgD8z+ntrNMYp308a3nhE9FYq4OxBrKqFRQaKApU6VBmKKQooKg0qZpV5mhRRRQFFFFAUUUUBRRRQFFFSqgGrepeZ569g28Z0qxAVtBGZtuQ+sf5d9Yu0mT++wUO5O\/78BWNJQUUUVFFFFFAUUUUBRRRQFFFFAUUUUBRRWdpJIHLn4bk+ygdzQKO6T4n+mWo6yuOWJJ5\/vnWNWSBUqYhhz9utRUUuNtcaeY9lSrilPOPGq+itRXJZbKQdtaKqgYqRcQw5z41qMRLLMUVqLij2Cirngs1biEb89jyPgawrNbhEwd9+w+IrLOp3Ef8At2\/0n9IrluEVFS9GDsw9eh\/l99LoG5CfAg9nZ4ilpLtrgXC3xeItYa2QGuuFBOwnn\/TnXpfzIX\/SPwv+deWWkuKQyhgwIKkAggiCCCNjqPaKuPlRxT0zG\/8A33+7\/F3j21wxaMWZ\/hNv8bpqpjjF3d\/Mff8ASPwv+dYr8DN66OkW+AH6wHRbA6x59cP8qOJ88dih44m6PzfvrFfKnHqI\/wCoYoADQLfvadw6wFY+PabWzR2XPRe+Xy7O58DtxWKnE6j\/ALPh\/j7xWPzQ3JC\/GdSY\/seZ\/wA9ce3ljj9hjcX4nE3u\/kGj89qjHldxH07F\/aL3vVvLi2\/697GaOnn9eg2\/gUvjXpxPI9EdPAZ6ib4HLzZh04HRdVj0W5IFyT1+xwPVXB\/K\/iPp+L+0XvepL5W8QEkY7FCTJ\/8AEXtTAEnra6AD1ViKdo51R2JmjT5dxb+Bu8wkXzuB\/YHnl1nPEdb1wYmsE+B+4RPxg8v7kneY2fuNcX8r+I+n4v7Re96n8r+I+n4v7Re96tZcXr72M1PTz+uzX4ILnpO+38A6+x62PmbvAi104lwXB6LYJAI8\/n0g9lcJ8r+I+n4v7Re96sT5WcQkH49ipEgH4xekAxInN3D2Cplxr7qvexem2+PP67\/5kb\/pH4R9+l8yN\/0j8I+\/XBfK\/iPp+L+0Xveo+V\/EfT8X9ove9WPj2jXHZrPRp8u9+ZK\/6R+Effo+ZK\/6R+EffrgvlfxH0\/F\/aL3vUfK\/iPp+L+0Xvep8e0a47GejT5d78yV\/0j8I+\/R8yV\/0j8I+\/XBfK\/iPp+L+0Xveo+V\/EfT8X9ove9T49o1x2M9Gny7t\/gVvgE\/GNhP9j\/zqBPgfuGf\/ABB0\/wCyf0f9wRyNcX8ruI+n4v7Re96j5X8R9Pxf2i971aijGtvqj3\/EmqnT5\/XZj4IbnpJ7v4B18OvWb\/A7dAk4jSJnoSOYHN+8VxPyv4j6fi\/tF73qPldxH0\/F\/aL3vVqacW\/H3sZqenn9dmvwQ3PSCNYH8A6\/762bfwM3tYxG4\/8AS2B\/z\/vWuEHlbxE6fHsX9ove9WV7yt4hMDHYrTT\/AMxd1PM+fUmjG4xVb3+iKqOdPn9dx8yt70j8E+\/R8yt70j8E+\/XCfK7iPp2L+0Xveo+VvEfTsV9ove9WPj2jXHZrPh6fuXd\/Mte9I\/BPv0vmWvek\/gn364T5W8R9OxX2i971Hyt4h6divtF73qfHtGuOxnw9P3Lu\/mXvek\/gn36PmXvek\/gn364T5W8Q9OxX2i971Hyt4h6divtF73qfHtGuOxnw9P3K48tvIC7wy0l5rodXfJ5uQglSwgSZEKfDTtrjq3eI8XxGJy\/GL929lnL0lx3yzvGYmNh7K0q9GHFUU\/ym8udUxM7oslWihaK2yjNKsitLLQKinloy0Cop5aMtAqKeWjLQKinloy0Cop5aMtAqKeWjLQKinloy0E+BxXROHyhhDKVaYIdWRhoQRox1q\/PlvfzKwt2QVbN5rHXKywst1B1ierEmZ3M8zloy0HR4byyvIqobdpwpkZg5kwyy5zS5ytEk7KvZWpx3yiuYxVW4qDKxIy5huAsQWjYDlOlU+WjLQKinloy0Cop5aMtAqKeWmEnSgyt6DN6l8eZ9Q+8io6lvbwNhoP1PtqPLVlIKinloy1FKinloy0Cop5aMtAqKeWjLQSLRTC0qD\/\/Z\" alt=\"El misterio de la tasa de la expansi\u00f3n del universo se ampl\u00eda con los nuevos datos de Hubble. \u2013 Nuestro universo y sus enigmas.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfGJ66LzlwFfh39R-ABXiT1KAVeHlCM1YHQQ&amp;usqp=CAU\" alt=\"Se\u00f1ales de nueva f\u00edsica al medir con Hubble la expansi\u00f3n del universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">No es casual que nos encontremos viviendo miles de millones de a\u00f1os despu\u00e9s del comienzo aparente de la expansi\u00f3n del universo y siendo testigos de un estado de expansi\u00f3n que est\u00e1 muy pr\u00f3ximo a la divisoria que la <strong>\u201cDensidad Cr\u00edtica\u201d.\u00a0El hecho de que a\u00fan estemos tan pr\u00f3ximos a esta divisoria cr\u00edtica, despu\u00e9s de algo m\u00e1s de trece mil millones de a\u00f1os de expansi\u00f3n, es verdaderamente fant\u00e1stico. Puesto que cualquier desviaci\u00f3n respecto a la divisoria cr\u00edtica crece continuamente con el paso del tiempo, la expansi\u00f3n debe haber empezado extraordinariamente pr\u00f3xima a la divisoria para seguir hoy tan cerca (no podemos estar exactamente sobre ella).<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"modelo-universo-eras\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo-eras.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Gr\u00e1fico: La \u201cinflaci\u00f3n\u201d es un breve periodo de expansi\u00f3n acelerada durante las primeras etapas de la Universo.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Pero la tendencia de la expansi\u00f3n a separarse de la divisoria cr\u00edtica es tan solo otra consecuencia del car\u00e1cter atractivo de la fuerza gravitatoria. Est\u00e1 claro con s\u00f3lo mirar el diagrama dibujado en la p\u00e1gina que los universos abiertos y cerrados se alejan m\u00e1s y m\u00e1s de la divisoria cr\u00edtica a medida que avanzamos en el tiempo. Si la gravedad es repulsiva y la expansi\u00f3n se acelera, esto har\u00e1, mientras dure, que la expansi\u00f3n se acerque cada vez m\u00e1s a la divisoria cr\u00edtica. Si la inflaci\u00f3n dur\u00f3 el tiempo suficiente, podr\u00eda explicar por qu\u00e9 nuestro universo visible est\u00e1 a\u00fan tan sorprendentemente pr\u00f3ximo a la divisoria cr\u00edtica. Este rasgo del universo que apoya la vida deber\u00eda aparecer en el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/01\/15\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> sin necesidad de de partida especiales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Abell 1689, c\u00famulo de galaxias.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQZ9HROOfb7lH0XJUnxKfItUDW4e0K8ZCu_dw&amp;usqp=CAU\" alt=\"Grupos de Galaxias \u2014 Astronoo\" width=\"308\" height=\"221\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todas estas explicaciones nos llevan a pensar que entre los miles de millones de galaxias conocidas que se extienden por el , cada una de las cuales contiene a su vez miles de millones de estrellas, no es nada descabellado pensar que existen tambi\u00e9n, cientos de miles de millones de planetas que giran alrededor de muchas de esas estrellas, y que en alguno de estos \u00faltimos debe haber, como en el nuestro formas de vida, algunas inteligentes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/i.ytimg.com\/vi\/rFAFOhuRpUY\/maxresdefault.jpg\" alt=\"\" width=\"511\" height=\"287\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Han creado un mapa muy detallado del Universo cercano en 3D (seg\u00fan publica Europa Press). Un equipo internacional han podido completar el mapa m\u00e1s preciso y completo hecho hasta el momento y, con este avance, se puede conocer el universo y sus contenidos con una mayor precisi\u00f3n-<\/p>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/resizer.abc.es\/resizer\/resizer.php?imagen=http:\/\/www.abc.es\/Media\/201306\/24\/VideoMap-MotionsNearByUniverseRGB300-6in_TEXT--644x362.jpg&amp;nuevoancho=644&amp;nuevoalto=362&amp;encrypt=false\" alt=\"\" width=\"483\" height=\"271\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed, nos hacemos una idea m\u00e1s o menos plausible del conjunto, podemos llegar a la conclusi\u00f3n de que, para llegar al estadio de evolucio\u00f3n en el que nos encontramos, las estrellas tuvieron que m\u00e1s de 10.000 millones de a\u00f1os para hacer posible la existencia de materiales complejos aptos para la bio-qu\u00edmica de la vida y, una vez conformado el primigenio material, se necesitaron otros 1.000 millones de a\u00f1os para que, las primeras y rudimentarias c\u00e9lulas vivas precursoras de la vida inteligente aparecieran.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/1.bp.blogspot.com\/-hdbh-xnHm10\/T2CNjpLvggI\/AAAAAAAABhs\/v-aDmC7BFNk\/s320\/800px-Lyman_Alpha_Blob.jpg\" alt=\"\" width=\"418\" height=\"243\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Siatuada a 12.900 M de a\u00f1os-kuz, descubren la Galaxia lejana y, seguramente, de la primeras<\/strong><\/p>\n<p style=\"text-align: justify;\">Hemos podido, observando a la Naturaleza, saber de todo esto que m\u00e1s arriba hemos comentado, y, todos los obtenidos, todos los secretos desvelados, todos los nuevos conocimientos, nos han acercado m\u00e1s y m\u00e1s al Universo infinito del que formamos parte y, al ritmo del universo, nuestras mentes han evolucionado para poder imaginar\u2026 \u00a1Hasta viajar en el Tiempo! Incluso pensamos en manejar las estrellas como ya, de hecho, podemos hacer con los \u00e1tomos que las conforman.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F01%2F09%2Fpasa-el-tiempo-las-ideas-fluyen-y%25e2%2580%25a6-%25c2%25a1vamos-comprendiendo-3%2F&amp;title=Pasa+el+Tiempo%2C+las+Ideas+fluyen+y%E2%80%A6+%C2%A1Vamos+comprendiendo%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F01%2F09%2Fpasa-el-tiempo-las-ideas-fluyen-y%25e2%2580%25a6-%25c2%25a1vamos-comprendiendo-3%2F&amp;title=Pasa+el+Tiempo%2C+las+Ideas+fluyen+y%E2%80%A6+%C2%A1Vamos+comprendiendo%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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Tiene unos 9 ooo a\u00f1os-luz de longitud y se encuentra [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[49],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12650"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12650"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12650\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12650"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12650"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12650"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}