{"id":26297,"date":"2021-04-28T03:33:09","date_gmt":"2021-04-28T02:33:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26297"},"modified":"2021-04-28T03:33:09","modified_gmt":"2021-04-28T02:33:09","slug":"%c2%bflo-que-paso-%c2%bflo-que-pasara-o-simple-imaginacion-12","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/04\/28\/%c2%bflo-que-paso-%c2%bflo-que-pasara-o-simple-imaginacion-12\/","title":{"rendered":"\u00bfLo que pas\u00f3? \u00bfLo que pasar\u00e1? o, simple imaginaci\u00f3n"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/coreografia-de-un-par-de-electrones-2\/\" rel=\"prev\">Coreograf\u00eda de un par de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a><\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20141218143658_1024.jpg\" alt=\"Controlan la 'danza' de los electrones del helio\" \/><\/p>\n<p style=\"text-align: justify;\">Controlan la &#8216;danza&#8217; de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> del helio<\/p>\n<p>Un estudio con participaci\u00f3n de la Universidad Aut\u00f3noma de Madrid, ha conseguido visualizar y controlar, por primera vez, el movimiento sincronizado de los dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que componen el \u00e1tomo de helio.<\/p>\n<p>Leer m\u00e1s:\u00a0<a href=\"https:\/\/www.europapress.es\/ciencia\/laboratorio\/noticia-controlan-danza-electrones-helio-20141218143658.html\">https:\/\/www.europapress.es\/ciencia\/laboratorio\/noticia-controlan-danza-electrones-helio-20141218143658.html<\/a><\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%c2%a1causalidad-%c2%a1ese-principio-3\/\" rel=\"next\">\u00a1Causalidad! \u00a1Ese Principio!<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"CAUSALIDAD: \u00bfQu\u00e9 es?, Ejemplos, Tipos y Mucho M\u00e1s\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS0DGrtgxtzjnuL6KqlS_YRMh_N2UIhoO_6Ig&amp;usqp=CAU\" alt=\"Correlaci\u00f3n no implica causalidad - Pol\u00edtica Econ\u00f3mica\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0&#8220;En f\u00edsica, el t\u00e9rmino\u00a0<strong>causalidad<\/strong>\u00a0describe la relaci\u00f3n entre\u00a0<a title=\"Causa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Causa\">causas<\/a>\u00a0y\u00a0<a title=\"Consecuencia l\u00f3gica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Consecuencia_l%C3%B3gica\">efectos<\/a>, es fundamental en todas las ciencias naturales, especialmente en\u00a0<a title=\"F\u00edsica\" href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica\">f\u00edsica<\/a>. En t\u00e9rminos generales, la causalidad puede ser estudiada desde varias perspectivas: la\u00a0<a title=\"Causalidad (filosof\u00eda)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Causalidad_(filosof%C3%ADa)\">filos\u00f3fica<\/a>, la de la\u00a0<a title=\"Computaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Computaci%C3%B3n\">computaci\u00f3n<\/a>\u00a0y la\u00a0<a title=\"Causalidad (estad\u00edstica)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Causalidad_(estad%C3%ADstica)\">estad\u00edstica<\/a>.&#8221;<\/p>\n<\/blockquote>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/16\/%c2%bfcomo-podriamos-resolver-la-estructura-del-universo-3\/\" rel=\"prev\">\u00bfC\u00f3mo podr\u00edamos resolver la estructura del Universo?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<blockquote><p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTDLPiC-4cc1Np4kPiBMiakEd0zm89xxsq63bAroAi93FbR8laNsnzaSdCIJ8GRfQ0MF6M&amp;usqp=CAU\" alt=\"El Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTNHCRwrIJpHz7TJY1loo4QgWZn7B4BtMnwAHdNIY9AdWJpqaTpIqkQmYQaD8cKlFOcU3o&amp;usqp=CAU\" alt=\"Resultado de imagen para el universo y sus componentes y sus nombres |  Galaxia, Cumulos estelares, Galaxias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRd9eNxMQut4K35GJlkTQHaRaZl3JxFdpyGYqc9RDHe9TMgQV20kvOSQjfGmBmUqQBbEOg&amp;usqp=CAU\" alt=\"Estructura del universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong>\u201cImaginaos ahora este instante en que los murmullos se arrastran discretamente y las espesas tinieblas llenan el nav\u00edo del Universo.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Esas palabras de Chakesperare en Enrique V (acto IV, esc. 1), nos podr\u00eda valer ahora a nosotros para extrapolarlas a este tiempo y haciendo un ejercicio de imaginaci\u00f3n, convertir esas tinieblas en la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d, esa clase de materia que postulan los cosm\u00f3logos, que no podemos ver, que no emite radiaci\u00f3n, que no sabemos de qu\u00e9 est\u00e1 hecha y, en realidad, tampoco sabemos donde est\u00e1 (s\u00f3lo lo suponemos) pero, nos soluciona, de un plumazo, todos los problemas de la estructura del Universo. Esa clase de materia \u201ctransparente\u201d que s\u00ed emite la fuerza gravitatoria podr\u00eda explicar el ritmo a grandes escalas que hemos podido observar en el comportamiento de nuestro universo y que antes de la llegada de la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d, no sab\u00edamos, a qu\u00e9 era debido\u2026 \u201c\u00a1ahora s\u00ed lo sabemos!\u201d. Bueno, al menos, eso dicen algunos pero, lo tienen que demostrar.<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/desde-la-materia-inerte-%c2%a1hasta-los-pensamientos\/\" rel=\"next\">Desde la materia inerte\u2026 \u00a1Hasta los pensamientos!<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Desde la materia \u201cinerte\u201d\u2026 \u00a1Hasta los pensamientos! : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Desde la materia inerte \u00a1Hasta los pensamientos! : Blog de Emilio Silvera V.\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"desde la materia inerte hasta los pensamientos : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"desde la materia inerte hasta los pensamientos : Blog de Emilio Silvera V.\" \/><\/div>\n<div style=\"text-align: justify;\">\u00bfC\u00f3mo es posible que, a partir de la materia \u201cinerte\u201d, hayan podido surgir seres vivos e incluso, algunos que, como nosotros puedan pensar? Que cosa m\u00e1gica se pudo producir en el coraz\u00f3n de las estrellas para que, materiales sencillos como el Hidr\u00f3geno se convirtieran a miles de millones de grados de calor en otros que, como el Carbono, Oxigeno y Nitr\u00f3geno, muchos miles de Millones de a\u00f1os m\u00e1s tardes, en mundos perdidos en sistemas solares como el nuestro, dieran lugar a la formaci\u00f3n de Proto<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/desde-la-materia-inerte-%c2%a1hasta-los-pensamientos\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0vivo del que surgieron aquellos infinitesimales seres que llamamos bacterias y que, posibilitaron la evoluci\u00f3n hacia formas de vida superiores?<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/pacotraver.files.wordpress.com\/2012\/07\/toxoplasmosis_.jpg?w=584\" alt=\"\" width=\"370\" height=\"370\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La materia \u201cinerte\u201d evolucion\u00f3 hasta la vida<\/div>\n<div style=\"text-align: justify;\">El suministro de datos que llega en forma de multitud de mensajes procede de los sentidos, que detectan el entorno interno y externo, y luego env\u00eda el resultado a los m\u00fasculos para dirigir lo que hacemos y decimos. As\u00ed pues, el cerebro es como un enorme ordenador que realiza una serie de tareas basadas en la informaci\u00f3n que le llega de los sentidos. Pero, a diferencia de un ordenador, la cantidad de material que entra y sale parece poca cosa en comparaci\u00f3n con la actividad interna. Seguimos pensando, sintiendo y procesando informaci\u00f3n incluso cuando cerramos los ojos y descansamos.<\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.numaniaticos.com\/wp-content\/uploads\/2014\/03\/Mar-de-Estrellas-Isla-Vaadhoo-Maldivas1.jpg\" alt=\"\" width=\"591\" height=\"393\" \/><\/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 Sitios como este, en nuestro planeta, los tenemos en multitud de lugares<\/p>\n<p style=\"text-align: justify;\">No pocas veces me encuentro mirando al cielo nocturno estrellado desde la orilla del Atl\u00e1ntico cuya superficie brilla con millones de luces titilando al reflejar el resplendor de la Luna, la inmensidad del oc\u00e9ano que se pierde en el horizonte y, la infinitud del\u00a0firmamento\u00a0me podr\u00edan hacer\u00a0sentir insignificante.\u00a0 Sin embargo, no es as\u00ed como\u00a0lo siento.\u00a0 He dicho alguna vez que todo lo grande est\u00e1 hecho de cosas peque\u00f1as, y, esa afirmaci\u00f3n, nos d\u00e1 la respuesta.\u00a0 Formamos parte de algo muy grande:\u00a0 El Universo.<\/p>\n<p style=\"text-align: justify;\">Estamos en un punto, o en un nivel de sabidur\u00eda aceptable pero insuficiente, es mucho el camino que nos queda por recorrer y, como dijo el sabio, la energ\u00eda necesaria para explorar la d\u00e9cima dimensi\u00f3n es mil millones de veces mayor que la energ\u00eda\u00a0 que puede producirse en nuestros mayores colisionadores de \u00e1tomos.\u00a0 La empresa resulta dif\u00edcil para seres que, como nosotros, apenas tenemos medios seguros para escapar del d\u00e9bil campo gravitatorio del planeta Tierra.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Puede el Big Bang ser un espejismo?\" \/><\/p>\n<p style=\"text-align: justify;\">A veces, a solas con mis pensamientos, no puedo dejar de cavilar sobre esa idea que rige como Modelo &#8220;inamovible&#8221; al que llaman <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, nos cuentan de a partir de un punto de densidad y energ\u00edas &#8220;infinitas&#8221;, surgi\u00f3 nuestro Universo, y, en el momento del suceso, no exist\u00edan ni el Espacio ni El Tiempo. El desarrollo del Modelo nos habla de energ\u00edas inconmensurables y de c\u00f3mo se fueron formando, a partir de las part\u00edculas elementales, otras m\u00e1s complejas que formaron \u00e1tomos y m\u00e1s tarde cuerpos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcRcns6eusJaLwh4q2-y2M0OUrIvPg2MLVJ-ZlqHDAGX6PPuXUme\" alt=\"\" width=\"393\" height=\"393\" \/><\/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 \u00a0Nada puede surgir de la \u201cnada\u201d, si surgi\u00f3, es porque hab\u00eda<\/p>\n<p style=\"text-align: justify;\">Energ\u00edas del tal calibre, que sepamos, solo han estado disponibles en el instante de la creaci\u00f3n del Universo, en su nacimiento, en eso que llamamos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.\u00a0 Solamente all\u00ed estuvo presente la energ\u00eda del Hiperespacio de diez dimensiones y, por eso se suele decir que, cuando se logre la teor\u00eda de cuerdas sabremos y podremos desvelar el secreto del origen del Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"10 dimensiones de la teor\u00eda de supercuerdas ilustradas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRy-7qCMwNDl2WsP1sKk-xhYmyin6_DgzHetQ&amp;usqp=CAU\" alt=\"Ciencia: \u00bfcu\u00e1ntas dimensiones existen y cu\u00e1les son las diferencias entre  ellas?\" \/><\/p>\n<p style=\"text-align: justify;\">A los f\u00edsicos te\u00f3ricos siempre les result\u00f3 provechoso introducir dimensiones m\u00e1s altas para fisgar libremente en secretos celosamente escondidos.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan esa nueva teor\u00eda, antes del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0nuestro cosmos era realmente un universo perfecto de diez dimensiones, un mundo en el que el viaje inter-dimensional era posible.\u00a0 Sin embargo, ese &#8220;mundo&#8221; era inestable, y eventualmente se \u201crompi\u00f3\u201d en dos, dando lugar a dos universos separados: un universo de cuatro y otro universo de seis dimensiones.<\/p>\n<p style=\"text-align: justify;\">El Universo en el que vivimos naci\u00f3 en ese cataclismo c\u00f3smico. Nuestro Universo tetradimensional se expandi\u00f3 de forma explosiva, mientras que nuestro universo gemelo hexa-dimensional se contrajo violentamente hasta que se redujo a un tama\u00f1o casi infinitesimal.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.moonmentum.com\/blog\/wp-content\/uploads\/2010\/11\/supernovarh7n.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Surgi\u00f3 la sustancia c\u00f3smica de la que, miles de millones de a\u00f1os m\u00e1s tarde, nacer\u00eda la consciencia<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Eso podr\u00eda explicar el origen del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, y, si la teor\u00eda es correcta, demuestra que la r\u00e1pida expansi\u00f3n del Universo fue simple consecuencia de un cataclismo c\u00f3smico mucho mayor, la ruptura de los propios espacio y tiempo.\u00a0 La energ\u00eda que impulsa la expansi\u00f3n observada del Universo se halla entonces en el colapso del espacio-tiempo de diez dimensiones.\u00a0 Seg\u00fan la teor\u00eda, las estrellas y las Galaxias distantes est\u00e1n alej\u00e1ndose de nosotras a velocidades astron\u00f3micas debido al colapso original del espacio y el tiempo de diez dimensiones.<\/p>\n<p style=\"text-align: justify;\">Esta teor\u00eda predice que nuestro Universo sigue teniendo un gemelo enano, un universo compa\u00f1ero que se ha enrollado en una peque\u00f1a bola de seis dimensiones (en la escala de Planck) muy peque\u00f1a para ser observada.<\/p>\n<p style=\"text-align: justify;\">Ese Universo de diez dimensiones,\u00a0 lejos de ser un ap\u00e9ndice in\u00fatil de nuestro mundo, podr\u00eda ser en \u00faltima instancia, nuestra salvaci\u00f3n. Claro que, si las galaxias siguen alej\u00e1ndose las unas de las otras, ser\u00e1 la muerte t\u00e9rmica del universo, y, en ese escenario, ni los \u00e1tomos se mover\u00e1n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-UgHiNobbYqo\/UHOoTYOmloI\/AAAAAAAAA1s\/RZ-1O1507h0\/s400\/mundos+paralelos.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<blockquote><p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Todo quedar\u00e1 quieto, congelado en los -273 \u00baC, la Densidad Cr\u00edtica que se vislumbra nos habla de la muerte t\u00e9rmica del Universo<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<p style=\"text-align: justify;\">Para el cosm\u00f3logo, la \u00fanica certeza es que el Universo morir\u00e1 un d\u00eda.\u00a0 Algunos creen que la muerte final del Universo llegar\u00e1 en la forma del <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. La gravitaci\u00f3n invertir\u00e1 la expansi\u00f3n c\u00f3smica generada por el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y comprimir\u00e1 las estrellas y las galaxias, de nuevo, en una masa primordial.\u00a0 A medida que las estrellas se contraen, las temperaturas aumentan espectacularmente hasta que toda la materia y la energ\u00eda del universo est\u00e1n concentradas en una colosal bola de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0ardiente que ser\u00e1 el resultado final de la destrucci\u00f3n del Universo tal como lo conocemos. Esta teor\u00eda parece que ha dejado de tener \u201ccreyentes\u201d y, casi todos los expertos se decantan por la muerte t\u00e9rmica. Las Galaxias se alejan las unas de las otras, el universo est\u00e1 en continua expansi\u00f2n y, el fr\u00edo, se apodera m\u00e1s y m\u00e1s de todo el Cosmos, as\u00ed, cuando se alcancen los -273 \u00baC\u2026 \u2018Todo se acabar\u00e1!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Existen otros universos? | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" 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\" alt=\"Existen los mundos paralelos?\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"40904182-34547911.jpg\" \/><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\" \/><\/p>\n<p style=\"text-align: justify;\">Todas las formas de vida ser\u00e1n borradas de la faz de los mundo que las pudieran contener: evaporadas por las enormes temperaturas o aplastadas, \u00a1qu\u00e9 m\u00e1s da! No habr\u00e1 escape. Y, sabiendo lo que ahora sabemos, conociendo la historia del universo mismo que, durante miles de millones de a\u00f1os ha estado fabricando materiales en las estrellas para que los seres vivos conscientes pudieran venir, \u00bfC\u00f3mo imaginar un final as\u00ed? \u00bfPara qu\u00e9 tanto trabajo y tanto tiempo perdido? Seguramente, para cuando eso puede ir llegando, si es que la inteligencia sigue aqu\u00ed, habr\u00e1 buscado ya la manera de escapar a tal desastre y, las especies inteligentes se salvar\u00e1n huyendo a otros universos, o, incluso, \u00bfpor qu\u00e9 no? viajando hacia atr\u00e1s en el Tiempo, hacia otras \u00e9pocas de tiempos m\u00e1s benignas para tener otros miles de millones de a\u00f1os por delante y hacer las cosas, de manera diferente. \u00a1Una segunda oportunidad!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.biografiasyvidas.com\/biografia\/r\/fotos\/russell.jpg\" alt=\"\" width=\"340\" height=\"295\" \/><\/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 Bertrand Russell<\/p>\n<p style=\"text-align: justify;\">Cient\u00edficos y fil\u00f3sofos, como Charles Darwin y Bertrand Russell, han escrito lament\u00e1ndose de la futilidad de nuestras m\u00edseras existencias, sabiendo que nuestra civilizaci\u00f3n morir\u00e1 inexorablemente cuando llegue el fin de nuestro mundo.\u00a0 Las leyes de la f\u00edsica, aparentemente, llevan la garant\u00eda de una muerte final e irrevocable para todas las formas de vida, inteligente o no, del Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Feinberg, Gerald, 1933-1992\" \/><\/p>\n<p style=\"text-align: justify;\">Yo, como Gerald Feinberg, f\u00edsico de la Universidad de Columbia (ya desaparecido), creo que s\u00ed puede haber, quiz\u00e1 s\u00f3lo una esperanza de evitar la calamidad final. Ese atisbo de esperanza est\u00e1 en nosotros mismos, es decir, si somos capaces de no destruirnos antes, si procuramos comprender los mensajes que el universo nos env\u00eda continuamente, si desvelamos secretos de la Naturaleza que nos posibilitar\u00e1n para hacer cosas, ahora inimaginables, entonces y solo entonces, habr\u00e1 alguna esperanza.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2012\/0125-branas.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Poder escapar a universos conexos que, como el nuestro, nos de cobijo<\/p>\n<p style=\"text-align: justify;\">Gerald Feinberg especul\u00f3 que la vida inteligente, llegando a dominar los misterios del espacio de m\u00e1s dimensiones (para lo que contaba con un poderoso aliado, el Tiempo de miles de millones de a\u00f1os), sabr\u00eda utilizar las dimensiones extras para escapar de la cat\u00e1strofe del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>.\u00a0 En los momentos finales del colapso de nuestro Universo, el Universo hermano se abrir\u00eda de nuevo y el viaje inter-dimensional se har\u00eda posible mediante un t\u00fanel en el Hiperespacio hacia un Universo alternativo, evitando as\u00ed la p\u00e9rdida irreparable de la inteligencia de la que somos portadores.<\/p>\n<p style=\"text-align: justify;\">Si algo as\u00ed es posible, entonces, desde su santuario en el espacio de m\u00e1s dimensiones, la Humanidad, podr\u00eda ser testigo de la muerte del Universo que la vio nacer y florecer.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-3_n9PY_bjwM\/UN8dqf7em1I\/AAAAAAAARmg\/gQv4F79qCGA\/s1600\/11th_Dimension_Reflections_by_JP_Talma.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/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 Son muchas las cosas que no sabemos<\/p>\n<p style=\"text-align: justify;\">Aunque la teor\u00eda de campos demuestra que la energ\u00eda necesaria para crear estas maravillosas distorsiones del espacio y el tiempo est\u00e1 mucho m\u00e1s all\u00e1 de cualquier cosa que pueda imaginar la civilizaci\u00f3n moderna, esto nos plantea dos cuestiones importantes:<\/p>\n<p style=\"text-align: justify;\">\u00bfcu\u00e1nto tardar\u00eda nuestra civilizaci\u00f3n, que est\u00e1 creciendo exponencialmente en conocimiento y poder, en alcanzar el punto de dominar la teor\u00eda de hiperespacio?<\/p>\n<p style=\"text-align: justify;\">\u00bfY qu\u00e9 sucede con otras formas de vida inteligente en el Universo, que puedan haber alcanzado ya este punto?<\/p>\n<p style=\"text-align: justify;\">Lo que hace interesante esa discusi\u00f3n es que cient\u00edficos serios han tratado de cuantificar el progreso de la civilizaci\u00f3n en un futuro lejano, cuando los viajes por el espacio sean una rutina en los sistemas estelares o incluso las galaxias vecinas hayan sido colonizadas.\u00a0 Aunque la escala de energ\u00eda necesaria para manipular el Hiperespacio es astron\u00f3micamente grande, estos cient\u00edficos se\u00f1alan que el crecimiento del conocimiento cient\u00edfico aumentara, sin ninguna duda, de forma exponencial durante los siglos y milenios pr\u00f3ximos, superando las capacidades de las mentes humanas para captarlo (como ocurre ahora con la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/06\/20\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>, parada en seco, esperando que alguien vea las matem\u00e1ticas necesarias para continuar su desarrollo).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La entrop\u00eda y el paso del tiempo: \u00bfilusi\u00f3n o realidad?\" \/><img decoding=\"async\" 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\" alt=\"Entrop\u00eda, irreversibilidad y la flecha del tiempo - Revista C2\" \/><\/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 \u00a0El paso del Tiempo lo destruye todo<\/p>\n<p style=\"text-align: justify;\">Somos conscientes de que el Tiempo inexorable sigue su implacable caminar y la Entrop\u00eda, que sabe hacer bien su trabajo, lo transforma todo, lo que ayer era una cosa, hoy se ha convertido en otra distinta, irreconocible, y, sin embargo, ese deterioro natural no es algo perdido, sino que, por el contrario, hasta que llega ese final, se hizo un trabajo que dar\u00e1 sus frutos en la mente de otros seres, en las cosas mismas que, transformadas, servir\u00e1n y tendr\u00e1n cometidos nuevos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El paso del tiempo lo transforma todo<\/p>\n<p style=\"text-align: justify;\">Nada se pierde y todo tiene su por qu\u00e9. La Naturaleza no hace nada porque s\u00ed, todo est\u00e1 programado y tiene un fin. Y, si eso es as\u00ed (que los es), \u00bfQu\u00e9 nos deparar\u00e1 el destino a nosotros? Habiendo llegado al nivel de comprensi\u00f3n alcanzado, no creo que el final sea el de la desaparici\u00f3n sin m\u00e1s, algo m\u00e1s debe estar oculto en los designios de la Naturaleza que no llegamos a comprender.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Internet de las Cosas y la evoluci\u00f3n que traer\u00e1 consigo\" \/><img decoding=\"async\" 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\" alt=\"Internet celebra sus 50 a\u00f1os: en 1969 el primer mensaje en Arpanet \u2013  CambioDigital OnLine\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora, sin temor a equivocarnos, podemos decir que tenemos en Mundo en las manos. No existen ning\u00fan rinc\u00f3n de la Tierra que se nos escape y con el que no podamos contactar en unos instantes. Tampoco existen aquellas largas separaciones de seres queridos en largos viajes, ni existe ning\u00fan problema para saber de alguna cosa que, incluso con im\u00e1genes podemos obtener al instante con s\u00f3lo preguntar. En cuanto a los nuevos m\u00e9todos de trabajo en la computaci\u00f3n, es algo de incre\u00edble eficacia e impensada realidad hace s\u00f3lo unos pocos a\u00f1os. \u00bfQu\u00e9 decir de los nuevos materiales? La medicina ha dado un salto cualitativo gracias a los avances del CERB y el mismo LHC, los viajes espaciales ha mejorado nuestr0 confort en la vida cotidiana y del hogar\u2026<\/p>\n<p style=\"text-align: justify;\">Todo esto sin olvidar que, la que manda es la Naturaleza (La situaci\u00f3n actual del mundo lo demuestra).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/farm3.static.flickr.com\/2671\/4101165318_45323f700b.jpg\" alt=\"\" width=\"478\" height=\"319\" \/><\/p>\n<p style=\"text-align: justify;\">Con el LHC queremos llegar muy lejos, tanto como al coraz\u00f3n del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Sin embargo, no tiene energ\u00eda suficiente para ello, y, de momento, dicen haber descubierto un Penta-quark que, vaya usted a saber que es eso. De todas las maneras, hoy por hoy, es lo mejor que tenemos para profundizar en el coraz\u00f3n de la materia y&#8230; \u00a1En alg\u00fan secretillo m\u00e1s del Universo!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pentaquark - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRKUl0YXlh0b7JMcuEKFjG3p7ykPGRFtB80rVtgLnENk6TidRxz_sWka7nUrn60IMQ0FOI&amp;usqp=CAU\" alt=\"Nuevos resultados del LHCb explican los procesos de m\u00e1xima asimetr\u00eda entre  la materia y la antimateria - IGFAE\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHie7EYHPhSak-ObyNZvgeL8QgPqm5uFAsxCwAdiOmqOAYA0c7lWqljds3LKN6fi9cxxU&amp;usqp=CAU\" alt=\"SE HA DEMOSTRADO LA EXISTENCIA DEL PENTAQUARK\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTqzCb10G10EBUkeZlVRpRPCFa2T7SELzjbfVsyoauYxY4zNO5Wi8xY3mOV6mUgcrqkzVs&amp;usqp=CAU\" alt=\"What the Heck is a Pentaquark? | NOVA | PBS\" \/><\/p>\n<p style=\"text-align: justify;\">Cada 10\/15 a\u00f1os el conocimiento cient\u00edfico se doblar\u00e1, crecer\u00e1 el cien por ciento, as\u00ed que, el avance superar\u00e1 todas las previsiones.\u00a0 Tecnolog\u00edas que hoy solo son un sue\u00f1o (la energ\u00eda de fusi\u00f3n o en rob\u00f3tica, los cerebros positr\u00f3nicos), ser\u00e1n realidad en un tiempo muy corto en el futuro.\u00a0 Quiz\u00e1 entonces podamos discutir con cierto sentido la cuesti\u00f3n de si podremos o no ser se\u00f1ores del Hiperespacio.<\/p>\n<p style=\"text-align: justify;\">Viaje en el tiempo.\u00a0 Universos paralelos.\u00a0 Ventana dimensional.<\/p>\n<p style=\"text-align: justify;\">\u00a1Sue\u00f1os! Claro que, si echamos una atenta mirada a la Historia veremos que, muchos sue\u00f1os se hicieron realidad.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\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%2F2021%2F04%2F28%2F%25c2%25bflo-que-paso-%25c2%25bflo-que-pasara-o-simple-imaginacion-12%2F&amp;title=%C2%BFLo+que+pas%C3%B3%3F+%C2%BFLo+que+pasar%C3%A1%3F+o%2C+simple+imaginaci%C3%B3n' 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%2F2021%2F04%2F28%2F%25c2%25bflo-que-paso-%25c2%25bflo-que-pasara-o-simple-imaginacion-12%2F&amp;title=%C2%BFLo+que+pas%C3%B3%3F+%C2%BFLo+que+pasar%C3%A1%3F+o%2C+simple+imaginaci%C3%B3n' 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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Leer m\u00e1s:\u00a0https:\/\/www.europapress.es\/ciencia\/laboratorio\/noticia-controlan-danza-electrones-helio-20141218143658.html \u00a1Causalidad! \u00a1Ese Principio! \u00a0&#8220;En f\u00edsica, el t\u00e9rmino\u00a0causalidad\u00a0describe la [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26297"}],"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=26297"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26297\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26297"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26297"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26297"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}