{"id":8239,"date":"2022-02-12T05:08:58","date_gmt":"2022-02-12T04:08:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=8239"},"modified":"2022-02-12T05:09:07","modified_gmt":"2022-02-12T04:09:07","slug":"%c2%bfuna-teoria-que-lo-explique-todo-y-nuestro-futuro-en-las-estrellas","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/12\/%c2%bfuna-teoria-que-lo-explique-todo-y-nuestro-futuro-en-las-estrellas\/","title":{"rendered":"\u00bfUna Teor\u00eda que lo explique todo? Y, nuestro futuro en las estrellas"},"content":{"rendered":"<p style=\"text-align: justify;\">Con cierta frecuencia podemos leer en los medios noticias como la que sigue:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.abc.es\/Media\/201009\/07\/superstrings2--478x270.jpg\" alt=\"\" width=\"478\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;\u00bfUna teor\u00eda de la f\u00edsica que pueda explicarlo absolutamente todo? \u00bfQue pueda dar razones sobre c\u00f3mo se cre\u00f3 el Universo, sobre cu\u00e1ntos tipos de materia existen y c\u00f3mo se relacionan entre ellos, sobre c\u00f3mo se comportan el espacio y el tiempo&#8230;? Es la \u00abTeor\u00eda Unificada\u00bb o <a href=\"http:\/\/es.wikipedia.org\/wiki\/Teor%C3%ADa_del_todo\" rel=\"nofollow\" target=\"_blank\">\u00abTeor\u00eda del Todo\u00bb<\/a>. Este ansiado modelo, que algunos han llegado a considerar una mera fantas\u00eda cient\u00edfica, puede estar m\u00e1s cerca de lo que nunca se crey\u00f3 posible. Cient\u00edficos del <a href=\"http:\/\/www3.imperial.ac.uk\/\" rel=\"nofollow\" target=\"_blank\">Imperial College <\/a>de Londres aseguran que es posible probar de forma emp\u00edrica la <a href=\"http:\/\/es.wikipedia.org\/wiki\/Teor%C3%ADa_de_cuerdas\" rel=\"nofollow\" target=\"_blank\">\u00abTeor\u00eda de las Cuerdas\u00bb<\/a>, algo que jam\u00e1s se hab\u00eda demostrado sobre el papel. No es lo mismo, de acuerdo, pero es el modelo del que se espera nazca la teor\u00eda universal. &#8220;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Teor\u00eda del todo o teor\u00eda unificada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se pas\u00f3 los \u00faltimos 30 a\u00f1os de su vida buscando esa Teor\u00eda que nunca pudo encontrar. Hace muchos a\u00f1os que la f\u00edsica persigue ese modelo, la llaman Teor\u00eda de Todo y debe explicar todas las fuerzas que interaccionan con las part\u00edculas subat\u00f3micas que conforman la materia y, en definitiva, el universo, su comienzo y su final, el hiperespacio y los universos paralelos. Esa es la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 es tan importante encajar la gravedad y la teor\u00eda cu\u00e1ntica? Porque no podemos admitir una teor\u00eda que explique las fuerzas de la naturaleza y deje fuera a una de esas fuerzas. As\u00ed ocurre con el Modelo Est\u00e1ndar que deja aparte y no incluye a la fuerza gravitatoria que est\u00e1 ah\u00ed, en la naturaleza.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\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\" alt=\"Mi mundo: SUE\u00d1OS\" \/><img decoding=\"async\" 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\" alt=\"MI PERIPLO: El mundo de los sue\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Imaginar cualquier cosa podemos, por extra\u00f1a que nos pueda parecer, pero hacerla realidad&#8230;<\/p>\n<p style=\"text-align: justify;\">La <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> -seg\u00fan dicen- se perfila como la teor\u00eda que tiene implicaciones si tratamos con las cosas muy peque\u00f1as, en el microcosmos; toda la teor\u00eda de part\u00edculas elementales cambia con las supercuerdas que penetra mucho m\u00e1s; llega mucho m\u00e1s all\u00e1 de lo que ahora es posible.<\/p>\n<p style=\"text-align: justify;\">\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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR-Nh2hD2ZxyELbRkqphfZw3WsqsmrTg1IvFU3rOPfEpF4KK5EhmtevBpEdVC7foXVonBw&amp;usqp=CAU\" alt=\"Era de Planck: la temperatura del... - Astrof\u00edsica y Ciencia | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\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 llegar m\u00e1s all\u00e1 de la cu\u00e1ntica, al l\u00edmite de Planck<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En cuanto a nuestra comprensi\u00f3n del universo a gran escala (galaxias, el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>&#8230;), creo que afectar\u00e1 a nuestra idea presente, al esquema que hoy rige y, como la nueva teor\u00eda, el horizonte se ampliar\u00e1 enormemente; el cosmos se presentar\u00e1 ante nosotros como un todo, con un comienzo muy bien definido y un final muy bien determinado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La expansi\u00f3n del universo es m\u00e1s r\u00e1pida de lo pensado \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" 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\" alt=\"La mente tambi\u00e9n puede explorar el Universo \u2014 Arte Ciencia y Conciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para cuando eso llegue, sabremos lo que es, como se genera y d\u00f3nde est\u00e1n situadas la esquiva <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y energ\u00eda invisible -si es que alguna vez existieron- pero que algunos intuyen\u00a0 que est\u00e1n ah\u00ed. claro que, como tantas otras cuestiones, tampoco de esta podemos dar una raz\u00f3n cierta y, todo se queda&#8230; de momento, en conjeturas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7wYUOirWiW68-ihQb9K10XFZGMdSnztsTTA&amp;usqp=CAU\" alt=\"Infografia teoria M - Naukas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQuBsvvZIJbEmYsLX6tqXwXIDQ7uWUVnRimmg&amp;usqp=CAU\" alt=\"14 ideas de MULTIVERSOS | teoria de cuerdas, m\u00e1quina de rube goldberg, rube  goldberg\" \/><\/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;\">\n<p style=\"text-align: justify;\">La Humanidad, que a\u00fan no ha completo su ciclo, necesita para su total evoluci\u00f3n otro salto cuantitativo y cualitativo del conocimiento que les permita avanzar notablemente hacia el futuro. Ese avance est\u00e1 supeditado a que lleguemos a comprender la Naturaleza y, la versi\u00f3n m\u00e1s avanzada de supercuerdas, esa que llaman Teor\u00eda M, pretende ser la que nos lleve de la mano hacia ese mundo de di\u00e1fana claridad en el cual, nada se nos escapa, ya todo est\u00e1 explicado y, las dudas y secretos, habr\u00e1n desaparecido.<\/p>\n<p style=\"text-align: justify;\">Simplemente, imaginar que tal ilusi\u00f3n se pueda convertir en una realidad&#8230; \u00a1Es totalmente incre\u00edble! Creo que siempre, habr\u00e1 cuestiones que desvelar, secretos escondidos que tendremos que buscar y, sobre todo, tengo la certeza de que nunca lo sabremos todo. De ser as\u00ed, \u00bfD\u00f3nde quedar\u00eda el misterio y que ser\u00eda de la curiosidad?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-BK7uN-YfZBs\/Tkmo1rMi02I\/AAAAAAAABPA\/jYdUEhoppUM\/s1600\/sanacion+agua.jpg\" alt=\"\" width=\"490\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 Hay cosas que nunca sabremos explicar aunque las podamos sentir, o, intuir. Claro que, no podemos negar y tendremos que reconocer que, todos los avances de la Humanidad han sido el fruto de la evoluci\u00f3n de la Mente que, ha generado ideas y ha creado pensamientos. Los avances han estado siempre cogidos de la mano de las matem\u00e1ticas y de la f\u00edsica. Gracias a estas dos disciplinas del saber podemos vivir c\u00f3modamente en ciudades iluminadas en confortables viviendas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/eltamiz.com\/images\/laser.jpg\" alt=\"\" width=\"470\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, pongamos por ejemplo, no tendr\u00edamos <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a> o <a href=\"#\" onclick=\"referencia('maser',event); return false;\">m\u00e1seres<\/a>, pantallas de ordenadores y de TV, y estar\u00edamos en la ignorancia sobre la curvatura del espacio-tiempo o sobre la posibilidad de ralentizar el tiempo si viajamos a gran velocidad; tambi\u00e9n estar\u00edamos en la m\u00e1s completa ignorancia sobre el hecho cierto y demostrado de que masa y energ\u00eda (E = mc<sup>2<\/sup>), son la misma cosa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El sue\u00f1o de la Humanidad por domar la energ\u00eda de las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTp-9wY6Mwo3X9fyjEx_AxJiNIGqMZUc495hSUkIMmX2aYCo0FMv5QK5XoIFecYdiWZufE&amp;usqp=CAU\" alt=\"As\u00ed es el 'Sol artificial' para generar 'energ\u00eda ilimitada'\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es necesario continuar avanzando en el conocimiento de las cosas para hacer posible que, alg\u00fan d\u00eda, dominemos las energ\u00edas de las estrellas, de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y de las galaxias. Ese dominio ser\u00e1 el \u00fanico camino para que la Humanidad que habita el planeta Tierra, pueda en el futuro, viajar hacia las estrellas para instalarse en otros mundos lejanos.<\/p>\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 ese nuestro inevitable destino?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRZym9Uh0jo51yJ1aHcordoIfMPTE2F_vYmKoXgloFb4XemoYZfjA\" alt=\"\" width=\"383\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Llegar\u00e1 ese irremediable suceso que convertir\u00e1 nuestro Sol en una gigante roja, cuya \u00f3rbita sobrepasar\u00e1 Mercurio, Venus y posiblemente el planeta Tierra. Pero antes, en el proceso, las temperaturas se incrementar\u00e1n y los mares y oc\u00e9anos del planeta se reconvertir\u00e1n en vapor. Toda la vida sobre el planeta ser\u00e1 eliminada y para entonces, si queremos sobrevivir y preservar la especie, estaremos ya muy lejos, buscando nuevos mundos habitables en algunos casos, o instalados como colonizadores de otros planetas. Mientras tanto, el Sol habr\u00e1 explotado en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">nova<\/a> y se convertir\u00e1 en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>. Sus capas exteriores ser\u00e1n lanzadas al espacio estelar y el resto de la masa del Sol se contraer\u00e1 sobre s\u00ed misma. La fuerza de gravedad reducir\u00e1 m\u00e1s y m\u00e1s su di\u00e1metro, hasta dejarlo en unos pocos kil\u00f3metros, como una gran pelota de enorme densidad que poco a poco se enfriar\u00e1.\u00a0 Un cad\u00e1ver estelar.<\/p>\n<p style=\"text-align: justify;\">\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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa planetaria - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ese puntito blanco y brillante del centro es todo lo que quedar\u00e1 de nuestro Sol, una densa <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> que emitir\u00e1, durante decenas de a\u00f1os, intensa energ\u00eda ultravioleta hasta que, poco a poco, se enfriar\u00e1, la Nebulosa que la envuelve se diluir\u00e1 y, aquella maravilla luminosa que fue, desaparecer\u00e1 para siempre, incluso puede ser que, ni existan mentes que puedan recordar que alguna vez existi\u00f3.<\/p>\n<p style=\"text-align: justify;\">Pero no nos pongamos tristes, falta mucho tiempo para que eso llegue, y, en algunos miles de millones de a\u00f1os -si para entonces seguimos aqu\u00ed- la Humanidad -creo-, habr\u00e1 logrado conocimientos suficientes como para poder haber colonizado otros mundos que, como la Tierra, nos de acogida para seguir, tratamdo de desvelar, los secretos de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">S\u00ed, a todos nos gustar\u00eda saber como podremos escapar del Sistema solar para llegar a esos otros mundos.<\/p>\n<p style=\"text-align: justify;\">Por el m\u00e9todo tradicional, los viajeros que salieran de la Tierra junto con sus familias, tendr\u00edan que pasar el testigo a las siguientes generaciones que, con el paso del tiempo (muchos, muchos siglos), \u00bfno olvidar\u00edan su origen?, y, posiblemente, las condiciones de ingravidez del espacio mutar\u00edan el f\u00edsico de estos seres en forma tal que, al llegar a su destino podr\u00edan ser cualquier cosa menos humanos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/images2.wikia.nocookie.net\/masseffect\/images\/3\/38\/Noveria_rachni_queen.png\" alt=\"\" width=\"320\" height=\"240\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Precisamente para evitar este triste final, estamos investigando, haciendo pruebas en viajes espaciales, trabajando en nuevas tecnolog\u00edas y probando con nuevos materiales, y buscando esas nuevas teor\u00edas avanzadas que, como la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, nos den las respuesta a preguntas que hacemos y que nadie sabe contestar. S\u00ed, creo que nuestro destino est\u00e1 en las estrellas, en otros espacios, en otros mundos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"4 cosas que actualmente rompen la velocidad de la barrera de luz - Otro |  Febrero 2022\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"F\u00edsicos rompen el l\u00edmite de la velocidad de la luz usando pulsos de l\u00e1ser |  Ciencia | La Rep\u00fablica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Seguro que encontraremos el medio de burlar a c (la velocidad de luz en el vac\u00edo)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No creo que nada de eso sea posible sin que antes, la f\u00edsica nos se\u00f1ale el camino para poder burlar esa barrera infranqueable que supone la velocidad de la luz y que, dadas las distancias que imperan en el Universo, nos har\u00e1 imposible cumplir nuestro destino si no es, como digo, por ese medio fant\u00e1stico que, burlando la velocidad de la luz, nos lleve al Hiperespacio entrando en Agujeros de Gusano, o, abriendo otros caminos abriendo puertas al rasgar\u00a0 el espacio tiempo y que nos lleve lejos, muy lejos de aqu\u00ed, hacia nuevos mundos so\u00f1ados que nos den esa segunda oportunidad que, la Humanidad, tanto necesita para regenerarse.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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%2F2022%2F02%2F12%2F%25c2%25bfuna-teoria-que-lo-explique-todo-y-nuestro-futuro-en-las-estrellas%2F&amp;title=%C2%BFUna+Teor%C3%ADa+que+lo+explique+todo%3F+Y%2C+nuestro+futuro+en+las+estrellas' 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 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href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%BFUna+Teor%C3%ADa+que+lo+explique+todo%3F+Y%2C+nuestro+futuro+en+las+estrellas&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F12%2F%25c2%25bfuna-teoria-que-lo-explique-todo-y-nuestro-futuro-en-las-estrellas%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Con cierta frecuencia podemos leer en los medios noticias como la que sigue: &#8220;\u00bfUna teor\u00eda de la f\u00edsica que pueda explicarlo absolutamente todo? \u00bfQue pueda dar razones sobre c\u00f3mo se cre\u00f3 el Universo, sobre cu\u00e1ntos tipos de materia existen y c\u00f3mo se relacionan entre ellos, sobre c\u00f3mo se comportan el espacio y el tiempo&#8230;? Es [&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":[159],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8239"}],"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=8239"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8239\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=8239"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=8239"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=8239"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}