{"id":27471,"date":"2025-05-07T18:50:48","date_gmt":"2025-05-07T17:50:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27471"},"modified":"2025-05-07T18:50:46","modified_gmt":"2025-05-07T17:50:46","slug":"%c2%bfsera-unico-nuestro-universo-ii","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/07\/%c2%bfsera-unico-nuestro-universo-ii\/","title":{"rendered":"\u00bfSer\u00e1 \u00fanico nuestro Universo? II"},"content":{"rendered":"<p style=\"text-align: justify;\">Lo que falt\u00f3 del trabajo que aparece a continuaci\u00f3n de esta terminaci\u00f3n (No se como se perdi\u00f3 al publicarlo pero falt\u00f3 este trozo que ahora os pongo aqu\u00ed).<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQyuv53RoXwE6NRqtlZTfZHlhnREHsiNytAZg&amp;usqp=CAU\" alt=\"LA VIDA ES UNA ESCALERA - Otros $20 Pesos by Meryland Cuevas\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Subimos por una escalera de la que no vemos el final ni sabemos a qu\u00e9 lugar nos llevar\u00e1<\/p>\n<p style=\"text-align: justify;\">Lo que le pueda ocurrir a nuestra civilizaci\u00f3n, adem\u00e1s de estar supeditada al destino de nuestro planeta y de nuestro Sol, incluso de nuestro Sistema Solar y de\u00a0 la Galaxia, de alguna manera,\u00a0 tambi\u00e9n est\u00e1 en manos de los propios individuos que forman esta civilizaci\u00f3n y que, con sensibilidades distintas y muchas veces dispares, hace impredecibles los acontecimientos que puedan provocar individuos que participan con el poder individual de libre albedr\u00edo. Fijaos hoy mismo lo que puede dar de s\u00ed esa insensata pol\u00e9mica (que dura ya milenios) entre los palestinos y los israelitas.<\/p>\n<p style=\"text-align: justify;\">Siempre hemos sabido especular con lo que pudo ser o con lo que podr\u00e1 ser si\u2026 Lo que en la mayor\u00eda de las veces, es el signo de c\u00f3mo queremos ocultar nuestra ignorancia. Bien es cierto que sabemos muchas cosas pero, tambi\u00e9n es cierto que son m\u00e1s numerosas las que no sabemos.<\/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=\"convection cell | Explore Tumblr Posts and Blogs | Tumgir\" width=\"287\" height=\"203\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRrh_qWwuJsYiZUhytRd-Ks8hb96t8IqoprLWTkwestGmV7253MVyrn_SQJv5fFZD1l-ZA&amp;usqp=CAU\" alt=\"Estrellas Gigantes Rojas | Gu\u00eda Ilustrada de la Astronom\u00eda\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRa0YqBFNfoJsd6eQJCBeZ8GofKbAP3QRrWEA&amp;usqp=CAU\" alt=\"gigante roja archivos \u2014 Astrobit\u00e1cora\" width=\"526\" height=\"229\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando el Sol agote todo su combustible nuclear, estar\u00e1 acerc\u00e1ndose el final de la Tierra como planeta que alberg\u00f3 la vida. Los cambios ser\u00e1n irreversibles, los oc\u00e9anos se evaporar\u00e1n y sus aguas hirvientes comenzar\u00e1n a llenar la atm\u00f3sfera de gases. La Gigante roja engullir\u00e1 a los planetas Mercurio, Venus y probablemente se quedar\u00e1 muy cerca de la Tierra calcinada y sin vida.<\/p>\n<p style=\"text-align: justify;\">Sabiendo que el destino irremediable de nuestro mundo, el planeta Tierra, es de ser calcinado por una estrella gigante roja en la que se convertir\u00e1 el Sol cuando agote la fusi\u00f3n de su combustible de hidr\u00f3geno, helio, carbono, etc, para que sus capas exteriores de materia exploten y salgan disparadas al espacio exterior, mientras que, el resto de su masa se contraer\u00e1 hacia su n\u00facleo bajo su propio peso, a merced de la gravedad, convirti\u00e9ndose en una estrella\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>\u00a0de enorme densidad y de reducido di\u00e1metro. Sabiendo eso, el hombre est\u00e1 poniendo los medios para que, antes de que llegue ese momento (dentro de algunos miles de millones de a\u00f1os), poder escapar y dar el salto hacia otros mundos lejanos que, como la Tierra ahora, re\u00fana las condiciones f\u00edsicas y qu\u00edmicas, la atm\u00f3sfera y la temperatura adecuadas para acogernos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/naukas.com\/fx\/uploads\/2011\/09\/slide27high.jpg\" alt=\"Las nebulosas planetarias tambi\u00e9n pueden - Naukas\" width=\"576\" height=\"370\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cualquiera de estas figuras podr\u00eda ser la Nebulosa planetaria formada por el Sol cuando &#8220;muera&#8221;<\/p>\n<p style=\"text-align: justify;\">En el inmenso Universo, eso es lo que podr\u00eda quedar nuestro Sol, una insignificante Nebulosa Planetaria y, la consecuencia de tal transici\u00f3n de fase ser\u00e1, una Tierra sin vida y un Sistema solar de objetos muertos.<\/p>\n<p style=\"text-align: justify;\">Pero el problema no es tan f\u00e1cil y se extiende a la totalidad del universo que, aunque mucho m\u00e1s tarde, tambi\u00e9n est\u00e1 abocado a la muerte t\u00e9rmica, el fr\u00edo absoluto si se expande para siempre como un universo abierto y eterno, o el m\u00e1s horroroso de los infiernos, si estamos en un universo cerrado y finito en el que, un d\u00eda, la fuerza de gravedad, detendr\u00e1 la expansi\u00f3n de las galaxias que comenzar\u00e1n a moverse de nuevo en sentido contrario, acerc\u00e1ndose las unas a las otras de manera tal que el universo comenzar\u00e1, con el paso del tiempo, a calentarse, hasta que finalmente, se junte toda la materia-energ\u00eda del universo en una enorme bola de fuego de millones de grados de temperatura, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>. Eso dar\u00eda lugar a otro\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, a otro universo. Sin embargo, seg\u00fan los datos de que se dispone hoy, no parece que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>\u00a0pueda suceder.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRkwxXCsf707BtzZAxG9b_hyxVxZzgX76-I9w&amp;usqp=CAU\" alt=\"Destino final del universo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Big Bang o Big Crunch?\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Un universo repleg\u00e1ndose sobre s\u00ed mismo\u2026no parece probable. Seg\u00fan las medidas de la masa del Universo, parece que estamos en un universo plano, con lo cual, el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a> no parece que se produzca.<\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El irreversible final est\u00e1 entre los dos modelos que, de todas las formas\u00a0 que lo miremos, es negativo para la Humanidad (si es que para entonces a\u00fan existe). En tal situaci\u00f3n, algunos ya piensan en la manera de escapar a tan terrible futuro. Claro que, ahora no podemos saber si finalmente, nuestro Universo se fundir\u00e1 con otro como consecuencia de la expansi\u00f3n (el otro tambi\u00e9n se expande hacia nosotros) y, como se fusionan las galaxias, tambi\u00e9n deben hacerlo los universos. Si eso es as\u00ed (que no se sabe), quiz\u00e1 todo diera lugar a un nuevo \u201camanecer\u201d para la Humanidad.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.zendalibros.com\/wp-content\/uploads\/2017\/08\/infinitos-universos.png\" alt=\"En qu\u00e9 Universo estamos? \u00bfHabr\u00e1 otros m\u00e1s all\u00e1 del nuestro? : Blog de  Emilio Silvera V.\" width=\"559\" height=\"379\" \/><\/p>\n<p style=\"text-align: justify;\">Stephen Hawking ha llegado a la conclusi\u00f3n de que estamos inmersos en un multiverso, esto es, que existen infinidad de universos conectados los unos a los otros. Unos tienen constantes de la naturaleza que permiten vida igual o parecida a la nuestra, otros posibilitan formas de vida muy distintas y otros muchos no permiten ninguna clase de vida.<\/p>\n<p style=\"text-align: justify;\">Este sistema de inflaci\u00f3n auto-reproductora nos viene a decir que cuando el universo se expande (se infla) a su vez, esa burbuja crea otras burbujas que se inflan y a su vez contin\u00faan creando otras nuevas m\u00e1s all\u00e1 de nuestro horizonte visible. Cada burbuja ser\u00e1 un nuevo universo, o mini-universo en\u00a0 los que reinar\u00e1n escenarios diferentes o diferentes constantes y fuerzas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Universos paralelos y viajes en el tiempo | Letras Libres\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>\u00a0\u00bfQui\u00e9n puede saber de lo que seremos capaces ma\u00f1ana?<\/strong><\/em><\/p>\n<p style=\"text-align: justify;\">El posible escenario futuro ha sido explorado y el resultado hallado es que, podr\u00edan exisitr otros universos en cada uno de esos universos, puede haber muchas cosas diferentes; pueden terminar con diferentes n\u00fameros de dimensiones espaciales o diferentes constantes y fuerzas de la naturaleza, pudiendo unos albergar la vida y otros no. \u00a1<strong>Qu\u00e9 locura!<\/strong><\/p>\n<p style=\"text-align: justify;\">El reto que queda para los cosm\u00f3logos es calcular las probabilidades de que emerjan diferenta universos a partir de esta complejidad inflacionaria \u00bfSon comunes o raros los universos como el nuestro? Existen, como para todos los problemas planteados, diversas conjeturas y consideraciones que influyen en la interpretaci\u00f3n de cualquier teor\u00eda cosmol\u00f3gica futura\u00a0<strong>cu\u00e1ntico-relativista<\/strong>. Hasta que no seamos capaces de exponer una teor\u00eda que incluya la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0(la gravedad-cosmos) y la mec\u00e1nica cu\u00e1ntica de Planck (el cuanto-\u00e1tomo), no ser\u00e1 posible contestar a ciertas preguntas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Adams, Douglas - Editorial Anagrama\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0Hablando de universos paralelos, Douglas Adams nos dice:<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/c.files.bbci.co.uk\/105D4\/production\/_98682076_gettyimages-679649206.jpg\" alt=\"Mario Hamuy: &quot;No hay ninguna evidencia de que existan universos paralelos&quot;  - BBC News Mundo\" width=\"621\" height=\"349\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cLo primero que hay que comprender sobre los universos paralelos\u2026 es que no son paralelos. Es importante 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 ha comprendido hasta el momento no es verdadero.\u201d<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"El Cerebro Humano Puede Pensar En 11 Dimensiones | Feel the Brain\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las 11 dimensiones del Universo (explicadas)\" width=\"288\" height=\"216\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">La teor\u00eda de cuerdas tiene un gancho tremendo. Te transporta a un mundo de 11 dimensiones, universos paralelos, y part\u00edculas formadas por cuerdecitas casi invisibles vibrando a diferentes frecuencias. Adem\u00e1s, te dice que no se trata de analog\u00edas sino de la estructura m\u00e1s profunda de la realidad, y que \u00e9sta podr\u00eda ser la teor\u00eda final que unificara por fin a toda la f\u00edsica. \u00bfNo estaremos hablando de Filosof\u00eda?<\/p>\n<p style=\"text-align: justify;\">Todas las soluciones que buscamos parecen estar situadas en teor\u00edas m\u00e1s avanzadas que, al parecer, s\u00f3lo son posibles en dimensiones superiores, como es el caso de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>\u00a0situada en 10, 11 \u00f3 26 dimensiones. All\u00ed, si son compatibles la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0y la mec\u00e1nica cu\u00e1ntica, hay espacio m\u00e1s que suficiente para dar cabida a las part\u00edculas elementales, las fuerzas\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>\u00a0de Yang-Mill, el electromagnetismo de Maxwell y, en definitiva, al espacio-tiempo y la materia, la descripci\u00f3n verdadera del universo y de las fuerzas que en \u00e9l act\u00faan.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/_eqb8qL2GKZc\/SwWkkDDALgI\/AAAAAAAACSs\/LKgpCnAvOcc\/s1600\/hyperspace.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/_eqb8qL2GKZc\/SwWkkDDALgI\/AAAAAAAACSs\/LKgpCnAvOcc\/s1600\/hyperspace.jpg\" width=\"380\" height=\"363\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cient\u00edficamente, la teor\u00eda del <strong>hiperespacio<\/strong> lleva los nombres de Teor\u00eda de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('kaluza klein',event); return false;\">Kaluza-Klein<\/a><\/a>\u00a0y super-gravedad. Pero en su formulaci\u00f3n m\u00e1s avanzada se denomina Teor\u00eda de Supercuerdas, una teor\u00eda que desarrolla su potencial en nueve dimensiones espaciales y una de tiempo: diez dimensiones. As\u00ed pues, trabajando en dimensiones m\u00e1s altas, esta teor\u00eda del hiperespacio puede ser la culminaci\u00f3n que conoce dos milenios de investigaci\u00f3n cient\u00edfica: la unificaci\u00f3n de todas las fuerzas f\u00edsicas conocidas. Como el Santo Grial de la F\u00edsica, la \u201cteor\u00eda de todo\u201d que esquiv\u00f3 a\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0que la busc\u00f3 los \u00faltimos 30 a\u00f1os de su vida (sin tener las herramientas matem\u00e1ticas necesarias para ello).<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las 11 dimensiones del Universo (explicadas)\" width=\"389\" height=\"259\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n sabe si los caminos hacia otros universos no estar\u00e1n ya imaginados?<\/p>\n<p style=\"text-align: justify;\">Es cierto, los mejores siempre han buscado el Santo Grial de la F\u00edsica. Una Teor\u00eda que lo pueda explicar todo, la m\u00e1s completa que, mediante una sencilla ecuaci\u00f3n, responda a los misterios del Universo. Claro que tal haza\u00f1a, no depende siquiera de la inteligencia del explorador que la busca, es m\u00e1s bien un problema de que las herramientas necesarias (matem\u00e1ticas) para hallarla, a\u00fan no han sido inventadas.<\/p>\n<p style=\"text-align: justify;\">Durante el \u00faltimo medio siglo, los cient\u00edficos se han sentido intrigados por la aparente diferencia entre las fuerzas b\u00e1sicas que mantienen unido al cosmos: la Gravedad, el electromagnetismo y las fuerzas nucleares fuerte y d\u00e9bil. Los intentos por parte de las mejores mentes del siglo XX para proporcionar una imagen unificadora de todas las fuerzas conocidas han fracasado. Sin embargo, la teor\u00eda del hiperespacio permite la posibilidad de explicar todas las fuerzas de la naturaleza y tambi\u00e9n la aparentemente aleatoria colecci\u00f3n de part\u00edculas subat\u00f3micas, de una forma verdaderamente elegante.\u00a0 En esta teor\u00eda del hiperespacio, la \u201cmateria\u201d puede verse tambi\u00e9n como las vibraciones que rizan el tejido del espacio y del tiempo. De ello se sigue la fascinante posibilidad de que todo lo que vemos a nuestro alrededor, desde los \u00e1rboles y las monta\u00f1as a las propias estrellas, no son sino vibraciones del hiperespacio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/deregresoacasa.files.wordpress.com\/2010\/02\/3d58.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Queremos llegar a manejar los mundos, las galaxias, el universo\u2026 Y para ello imaginamos<\/p>\n<p style=\"text-align: justify;\">Antes mencion\u00e1bamos los universos burbujas nacidos de la inflaci\u00f3n y, normalmente, el contacto entre estos universos burbujas es imposible, pero analizando las ecuaciones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, los cosm\u00f3logos han demostrado que podr\u00eda existir una madeja de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a><\/a>, o tubos, que conectan estos universos paralelos.<\/p>\n<p style=\"text-align: justify;\">Aunque muchas consecuencias de esta discusi\u00f3n son puramente te\u00f3ricas, el viaje en el hiperespacio puede proporcionar eventualmente la aplicaci\u00f3n m\u00e1s pr\u00e1ctica de todas: salvar la vida inteligente, incluso a nosotros mismos, de la muerte de este universo cuando al final llegue el fr\u00edo o el calor.<\/p>\n<p style=\"text-align: justify;\">Esta nueva\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>\u00a0tan prometedora del hiperespacio es un cuerpo bien definido de ecuaciones matem\u00e1ticas. Podemos calcular la energ\u00eda exacta necesaria para doblar el espacio y el tiempo o para cerrar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a><\/a>\u00a0que unan partes distantes de nuestro universo. Por desgracia, los resultados son desalentadores. La energ\u00eda requerida excede con mucho cualquier cosa que pueda existir en nuestro planeta. De hecho, la energ\u00eda es mil billones de veces mayor que la energ\u00eda de nuestros mayores colisionadores de \u00e1tomos. Debemos esperar siglos, o quiz\u00e1s milenios, hasta que nuestra civilizaci\u00f3n desarrolle la capacidad t\u00e9cnica de manipular el espacio-tiempo\u00a0 utilizando la energ\u00eda infinita que podr\u00eda proporcionar un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/10\/23\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0para de esta forma poder dominar el hiperespacio que, al parecer, es la \u00fanica posibilidad que tendremos para escapar del lejano fin que se avecina. \u00bfQu\u00e9 a\u00fan tardar\u00e1 mucho? S\u00ed, pero el tiempo es inexorable, la debacle del fr\u00edo o del fuego llegar\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"USS_Enterprise_(alternate_reality)_at_warp\" src=\"http:\/\/n3ri.com.ar\/wp-content\/uploads\/2012\/03\/USS_Enterprise_alternate_reality_at_warp-560x233.jpg\" alt=\"\" width=\"560\" height=\"233\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00bfDoblar el Hiperespacio\u2026? \u00a1Encontrar la manera de burlar la velocidad de la luz!<\/p>\n<p style=\"text-align: justify;\">No existen dudas al respecto, la tarea es descomunal, imposible para nuestra civilizaci\u00f3n de hoy, \u00bfpero y la de ma\u00f1ana?, \u00bfno habr\u00e1 vencido todas las barreras? 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