{"id":28045,"date":"2025-07-11T06:04:24","date_gmt":"2025-07-11T05:04:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28045"},"modified":"2025-07-11T06:05:00","modified_gmt":"2025-07-11T05:05:00","slug":"%c2%bfdonde-estan-las-respuestas-13","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/07\/11\/%c2%bfdonde-estan-las-respuestas-13\/","title":{"rendered":"\u00bfD\u00f3nde est\u00e1n las respuestas?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Religi\u00f3n y ciencia: \u00bfsistemas de conocimiento opuestos o complementarios? \u2013 Sergio Garc\u00eda\" \/><\/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<strong> \u00a0La una comprueba y la otra cree<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>Ciencia<\/strong>\u00a0se mueve en el \u00e1mbito del estudio de aquella parte de lo real que es verificable.\u00a0<strong>La Religi\u00f3n<\/strong>\u00a0se mueve en el \u00e1mbito del sentido de nuestras vidas, que es una experiencia, en parte, comunicable. Son dos \u00e1mbitos independientes que pueden interpelarse, dialogar y, para algunos cient\u00edficos, \u00bfintegrarse?&#8221;<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/es.la-croix.com\/images\/1000\/que-diferencia-hay-entre-un-cristiano-y-un-catolico.jpeg\" alt=\"Qu\u00e9 diferencia hay entre un cristiano y un cat\u00f3lico? - La Croix en espa\u00f1ol\" width=\"631\" height=\"421\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Algunos quieren encontrar las respuestas en la religi\u00f3n que como todos sabemos es cosa de fe. Creer en aquello que no podemos ver ni comprobar no es precisamente el camino de la ciencia que empieza por imaginar, despu\u00e9s conjeturar, m\u00e1s tarde teorizar, se comprueba una y mil veces la teor\u00eda aceptada a medias y s\u00f3lo cuando todo est\u00e1 amarrado y bien atado, todas esas fases pasan a la categor\u00eda de una ley o norma que se utiliza para continuar investigando en la buena direcci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el efecto mariposa y c\u00f3mo influye en tu vida\" width=\"241\" height=\"241\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/teoriadelcaos-090620084905-phpapp01\/85\/teoria-del-caos-2-320.jpg?cb=1245487806\" alt=\"Teoria Del Caos\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Otros han sido partidarios de la teor\u00eda del caos y argumentan que a medida que el nivel de complejidad de un sistema aumenta, entran en juego nuevos tipos de leyes. Entender el comportamiento de un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> o un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> es una cosa; utilizar este conocimiento para comprender el comportamiento de un tornado es otra muy distinta. La mayor\u00eda est\u00e1 de acuerdo con este aspecto. Sin embargo, las opiniones divergen con respecto a si los fen\u00f3menos diversos y a veces inesperados que pueden darse en sistemas m\u00e1s complejos que las part\u00edculas individuales son realmente representativos del funcionamiento de los nuevos principios de la f\u00edsica, o si los principios implicados son algo derivado y est\u00e1n basados, aunque sea de un modo terriblemente complicado, en los principios f\u00edsicos que gobiernan el ingente n\u00famero de componentes elementales del universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gran Teor\u00eda Unificada de la Rareza | Gravity Falls Wiki | Fandom\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSE_I3KNhm5SiB6SEYsfMk1xh4Xk1NwqesvuqpBcE4XT595RYs_xyO6fzju6_5t4F2qAVw&amp;usqp=CAU\" alt=\"Diario 3 - Parte 1 | Gravity Falls Amino \u2022Espa\u00f1ol\u2022 Amino\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Casi todo el mundo est\u00e1 de acuerdo en que el hallazgo de la Gran Teor\u00eda Unificada (teor\u00eda del Todo), no significar\u00eda de modo alguno que la <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>colog\u00eda, la biolog\u00eda, la geolog\u00eda, la qu\u00edmica, y tambi\u00e9n la f\u00edsica, hubieran resuelto todos sus problemas.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.nationalgeographic.com.es\/medio\/2023\/10\/25\/representacion-en-3d-de-ondulaciones_a50e7896_1282547775_231025184908_1280x871.jpg\" alt=\"C\u00f3mo explica la teor\u00eda de cuerdas el fen\u00f3meno de la gravedad?\" width=\"581\" height=\"395\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El universo es un lugar tan maravilloso, rico y complejo que el descubrimiento de una teor\u00eda final, en el sentido en el que esta planteada la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>, no supondr\u00eda de modo alguno el fin de la ciencia ni podr\u00edamos decir que ya lo sabemos todo y para todo tendremos respuestas.\u00a0 M\u00e1s bien ser\u00e1, cuando llegue, todo lo contrario: el hallazgo de esa teor\u00eda de Todo (la explicaci\u00f3n completa del universo en su nivel m\u00e1s microsc\u00f3pico, una teor\u00eda que no estar\u00eda basada en ninguna explicaci\u00f3n m\u00e1s profunda) nos aportar\u00eda un fundamento mucho m\u00e1s firme sobre el que podr\u00edamos construir nuestra comprensi\u00f3n del mundo y, a trav\u00e9s de estos nuevos conocimientos, estar\u00edamos preparados para comenzar nuevas empresas de metas que, en este momento, nuestra ignorancia no nos dejan ni vislumbrar. La nueva teor\u00eda de Todo nos proporcionar\u00eda un pilar inmutable y coherente que nos dar\u00eda la llave para seguir explorando un universo m\u00e1s comprensible y por lo tanto, m\u00e1s seguro, ya que el peligro siempre llega de lo imprevisto, de lo desconocido que surge sin aviso previo; cuando conocemos bien lo que puede ocurrir nos preparamos para evitar da\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/tpicosliterarios-111031183144-phpapp02\/85\/tpicos-literarios-5-320.jpg?cb=1320085969\" alt=\"T\u00f3picos literarios\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El Universo se expande m\u00e1s r\u00e1pido de lo que se cre\u00eda\" width=\"432\" height=\"243\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cards.algoreducation.com\/_next\/image?url=https%3A%2F%2Ffiles.algoreducation.com%2Fproduction-ts%2F__S3__dfa94871-8e97-4b64-897b-bc2a2f484d72&amp;w=3840&amp;q=100\" alt=\"Definici\u00f3n y Estudio del Universo | Algor Cards\" width=\"746\" height=\"213\" \/><\/p>\n<p style=\"text-align: justify;\">La b\u00fasqueda de esa teor\u00eda final que nos diga c\u00f3mo es el universo, el tiempo y el espacio, la materia y los elementos que la conforman, las fuerzas fundamentales que interaccionan, las constantes universales y en definitiva, una formulaci\u00f3n matem\u00e1tica o conjunto de ecuaciones de las que podamos obtener todas las respuestas, es una empresa nada f\u00e1cil y sumamente complicada; la teor\u00eda de cuerdas es una estructura te\u00f3rica tan profunda y complicada que incluso con los considerables progresos que ha realizado durante los \u00faltimos d\u00e9cadas, a\u00fan nos queda un largo camino antes de que podamos afirmar que hemos logrado dominarla completamente. Se podr\u00eda dar el caso de que el matem\u00e1tico que encuentre las matem\u00e1ticas necesarias para llegar al final del camino, a\u00fan no sepa ni multiplicar y est\u00e9 en primaria en cualquier escuela del mundo civilizado.<\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda del todo o teor\u00eda unificada\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda es cuando se sabe todo y nada funciona. La pr\u00e1ctica...\" width=\"380\" height=\"179\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los \u00faltimos 30 a\u00f1os de su vida los dedic\u00f3 a buscar la Teor\u00eda del Todo. Sus ecuaciones se expon\u00edan en los escaparates de la Quinta Avenida de Nueva York, la gente se agolpaba para verlas sin entender nada.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Muchos de los grandes cient\u00edficos del mundo (<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> entre ellos), aportaron su trabajo y conocimientos en la b\u00fasqueda de esta teor\u00eda, no consiguieron su objetivo pero s\u00ed dejaron sus ideas para que otros continuaran la carrera hasta la meta final. Por lo tanto, hay que considerar que la teor\u00eda de cuerdas es un trabajo iniciado a partir de las ecuaciones de campo de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, de la mec\u00e1nica cu\u00e1ntica de Planck, de las teor\u00edas <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> de campos, de la teor\u00eda de Kaluza\u2013Klein, de las teor\u00edas de\u2026 hasta llegar al punto en el que ahora estamos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"1 - Curso de Relatividad General - YouTube\" width=\"393\" height=\"220\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ens\u00e9\u00f1ame de Ciencia - En f\u00edsica, las ecuaciones de campo de Einstein son un conjunto de diez ecuaciones de la teor\u00eda de la relatividad general de Albert Einstein, que describen la interacci\u00f3n\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La armoniosa combinaci\u00f3n de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general y la mec\u00e1nica cu\u00e1ntica es un \u00e9xito muy importante. Adem\u00e1s, a diferencia de lo que suced\u00eda con teor\u00edas anteriores, la teor\u00eda de cuerdas tiene la capacidad de responder a cuestiones primordiales que tienen relaci\u00f3n con las fuerzas y los componentes fundamentales de la naturaleza.<\/p>\n<p style=\"text-align: justify;\">Igualmente importante, aunque algo m\u00e1s dif\u00edcil de expresar, es la notable elegancia tanto de las respuestas que propone la teor\u00eda de cuerdas, como del marco en que se generan dichas respuestas. Por ejemplo, en la teor\u00eda de cuerdas muchos aspectos de la naturaleza que podr\u00edan parecer detalles t\u00e9cnicos arbitrarios (como el n\u00famero de part\u00edculas fundamentales distintas y sus propiedades respectivas) surgen a partir de aspectos esenciales y tangibles de la geometr\u00eda del universo. Si la teor\u00eda de cuerdas es correcta, la estructura microsc\u00f3pica de nuestro universo es un laberinto multidimensional ricamente entrelazado, dentro del cual las cuerdas del universo se retuercen y vibran en un movimiento infinito, marcando el ritmo de las leyes del cosmos.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2019\/07\/teoria-de-cuerdas-fisica-ciencia-e1563402179544.jpg\" alt=\"Teor\u00eda de Cuerdas - Concepto, hip\u00f3tesis, variantes y controversia\" width=\"596\" height=\"298\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lejos de ser unos detalles accidentales, las propiedades de los bloques b\u00e1sicos que construyen la naturaleza est\u00e1n profundamente entrelazadas con la estructura del espacio-tiempo.<\/p>\n<p style=\"text-align: justify;\">Claro que, siendo todos los indicios muy buenos, para ser serios, no podemos decir a\u00fan que las predicciones sean definitivas y comprobables para estar seguros de que la teor\u00eda de cuerdas ha levantado realmente el velo de misterio que nos imped\u00eda ver las verdades m\u00e1s profundas del universo, sino que con propiedad se podr\u00eda afirmar que se ha levantado uno de los picos de ese velo y nos permite vislumbrar algo de lo que nos podr\u00edamos encontrar.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Adri\u00e1n Ba\u00f1os Couso on Twitter: &quot;Las opiniones en la encuesta que puse hace un rato parecen claras, as\u00ed que vamos all\u00e1 con &quot;La entrop\u00eda de la radiaci\u00f3n Hawking&quot;, un breve resumen de\" width=\"529\" height=\"296\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00bfExistieron universos antes que el nuestro? Nuevas evidencias nos dicen que s\u00ed<\/strong><\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de cuerdas, aunque en proceso de elaboraci\u00f3n, ya ha contribuido con algunos logros importantes y ha resuelto alg\u00fan que otro problema primordial como por ejemplo, uno relativo a los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, asociado con la llamada <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> de Bekenstein\u2013Hawking, que se hab\u00eda resistido pertinazmente durante m\u00e1s de veinticinco a\u00f1os a ser solucionada con medios m\u00e1s convencionales. Este \u00e9xito ha convencido a muchos de que la teor\u00eda de cuerdas est\u00e1 en el camino correcto para proporcionarnos la comprensi\u00f3n m\u00e1s profunda posible sobre la forma de funcionamiento del universo, que nos abrir\u00eda las puertas para penetrar en espacios de incre\u00edble belleza y de logros y avances tecnol\u00f3gicos que ahora ni podemos imaginar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPFEYEQ3opw8GbHzDzfCEbbGpxdqfMt6rZ3A&amp;usqp=CAU\" alt=\"Edward Witten Insightful Quotes - Inspiring Alley\" \/><\/p>\n<p><strong>\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 \u00a0Edwar Witten<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Su mujer:<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Ed se puede pasar horas, sentado en el sof\u00e1, mirando por el ventanal, con la mirada perdida. Est\u00e1 calculando ecuaciones mentalmente y siguiendo el hilo que enlaza a las unas con las otras tratando de llegar a alguna parte.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Como he podido comentar en otras oportunidades, Edward Witten, uno de los pioneros y m\u00e1s destacados experto en la teor\u00eda de cuerdas, autor de la versi\u00f3n m\u00e1s avanzada y certera, conocida como <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, resume la situaci\u00f3n diciendo que:<\/p>\n<blockquote><p>\u201cLa teor\u00eda de cuerdas es una parte de la f\u00edsica que surgi\u00f3 casualmente en el siglo XX, pero que en realidad era la f\u00edsica del siglo XXI\u201d.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Witten, un f\u00edsico-matem\u00e1tico de mucho talento, m\u00e1ximo exponente y punta de lanza de la teor\u00eda de cuerdas, reconoce que el camino que est\u00e1 por recorrer es dif\u00edcil y complicado. Habr\u00e1 que desvelar conceptos que a\u00fan no sabemos que existen.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-POOLGGsACcI\/TsbnLVP9FnI\/AAAAAAAAX6E\/VQRKlFghrRI\/s1600\/280810223_1e59d78288.jpg\" alt=\"Siempre buscaremos nuevas teor\u00edas de la F\u00edsica del Universo : Blog de  Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR24Q1VNlm5beZCpmhV1rPH09ARe5Ekcp7AIQ&amp;usqp=CAU\" alt=\"Edward Witten | Institute for Advanced Study\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El hecho de que nuestro actual nivel de conocimiento nos haya permitido obtener nuevas perspectivas impactantes en relaci\u00f3n con el funcionamiento del universo es ya en s\u00ed mismo muy revelador y nos indica que podemos estar en el buen camino revelador de la rica naturaleza de la teor\u00eda de cuerdas y de su largo alcance. Lo que la teor\u00eda nos promete obtener es un premio demasiado grande como para no insistir en la b\u00fasqueda de su conformaci\u00f3n final. El universo, la cosmolog\u00eda moderna que hoy tenemos, es debida a la teor\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la Relatividad General y las consecuencias obtenidas posteriormente por Alexandre Friedmann. El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, la expansi\u00f3n del universo, el universo plano y abierto o curvo y cerrado, la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> y el posible <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>.<\/p>\n<p>&nbsp;<\/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=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"338\" height=\"190\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un comienzo y un final que abarcar\u00e1 miles y miles de millones de a\u00f1os de sucesos universales a escalas cosmol\u00f3gicas que, claro est\u00e1, nos afectar\u00e1 a nosotros, insignificantes mortales habitantes de un insignificante planeta, en un insignificante sistema solar creado por una insignificante y com\u00fan estrella.<\/p>\n<p style=\"text-align: justify;\"><strong>Pero\u2026 \u00bfsomos en verdad tan insignificantes?<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;t=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/07\/11\/%c2%bfdonde-estan-las-respuestas-13\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2025\/07\/11\/%c2%bfdonde-estan-las-respuestas-13\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;title=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F&amp;t=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%BFD%C3%B3nde+est%C3%A1n+las+respuestas%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F11%2F%25c2%25bfdonde-estan-las-respuestas-13%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 \u00a0La una comprueba y 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":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28045"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28045"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28045\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28045"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28045"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28045"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}