{"id":22811,"date":"2026-04-21T08:55:06","date_gmt":"2026-04-21T07:55:06","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=22811"},"modified":"2026-04-21T08:55:29","modified_gmt":"2026-04-21T07:55:29","slug":"%c2%bfel-misterio-persistira-%c2%a1como-el-tiempo-12","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/04\/21\/%c2%bfel-misterio-persistira-%c2%a1como-el-tiempo-12\/","title":{"rendered":"\u00bfEl Misterio? Persistir\u00e1, \u00a1como el Tiempo!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/page\/2\/\">Entradas anteriores<\/a><\/h2>\n<p style=\"text-align: justify;\">\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-Kq7pqVzLHWo\/T5S0UyY0DjI\/AAAAAAAASRI\/DrI4LzNj8WY\/s1600\/La-Tierra.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Los habitantes de este mundo hemos, hemos conseguido construir un cuadro plausible del Universo, de la Naturaleza que tratamos de comprender. Hemos llegado a ser conscientes de que, en ella, en la Naturaleza, est\u00e1n todas las respuestas que buscamos y, nosotros mismos no hemos llegado a conocernos por ese mismo hecho de que formando parte de la Naturaleza,\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0somos parte del enigma que tratamos de desvelar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/RBm8y92-AX0\/hqdefault.jpg\" alt=\"Resultado de imagen de Objetos ex\u00c3\u00b3ticos en el UNiverso\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/e00-elmundo.uecdn.es\/elmundo\/imagenes\/2009\/01\/02\/1230910396_0.jpg\" alt=\"Imagen relacionada\" width=\"480\" height=\"396\" \/><\/p>\n<p style=\"text-align: justify;\">Algo impensable hace algunos siglos. Sin embargo ahora podemos explicar objetos como los que arriba podemos contemplar y sabemos de los mecanismos que han llevado hasta ellos.<\/p>\n<p style=\"text-align: justify;\">Parece que\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0estamos entrando en la edad adulta, quiero significar que despu\u00e9s de siglos y milenios de espor\u00e1dicos esfuerzos, finalmente hemos llegado a comprender algunos de los hechos fundamentales del Universo, conocimiento que, presumiblemente, es un requisito de la m\u00e1s modesta pretensi\u00f3n de nuestra madurez cosmol\u00f3gica.<\/p>\n<p style=\"text-align: justify;\">Sabemos, por ejemplo, d\u00f3nde estamos, que vivimos en un planeta que gira alrededor de una estrella situada en el borde de la Galaxia espiral a la que llamamos V\u00eda L\u00e1ctea, cuya posici\u00f3n ha sido determinada con respecto a varios c\u00famulos vecinos que, en conjunto, albergan a unas cuarenta mil galaxias extendidas a trav\u00e9s de un bill\u00f3n de a\u00f1os-luz c\u00fabicos de espacio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1008\/abell1689_hst.jpg\" alt=\"\" width=\"670\" height=\"513\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n sabemos m\u00e1s o menos, cuando hemos entrado en escena, hace unos cinco mil millones de a\u00f1os que se formaron el Sol y los planetas de nuestro Sistema Solar , en un Universo en expansi\u00f3n que probablemente tiene una edad entre dos y cuatro veces mayor. Hemos determinado los mecanismos b\u00e1sicos de la evoluci\u00f3n de la Tierra, hallado prueba tambi\u00e9n de evoluci\u00f3n qu\u00edmica a escala c\u00f3smica y hemos podido aprender suficiente f\u00edsica como para comprender e investigar la Naturaleza en una amplia gama de escalas\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0los Quarks saltarines en el \u201cmundo\u201d microsc\u00f3pico hasta el vals de las galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/-Fo34qtRWQOY\/U2krqZxIadI\/AAAAAAAAGUE\/bzDPcrfQydw\/s1600\/492.jpg\" alt=\"Imagen relacionada\" width=\"638\" height=\"477\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/thumbs.dreamstime.com\/x\/egipto-22236809.jpg\" alt=\"Imagen relacionada\" width=\"632\" height=\"632\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Tiempo inexorable nunca dej\u00f3 de fluir y mientras eso pasaba, nuestra especie evolucionaba, aprend\u00eda al observar los cielos y c\u00f3mo y por qu\u00e9 pasaban las cosas. Hay realizaciones humanas de las que, en verdad, podemos sentirnos orgullosos. Aquellos habitantes de Sumer y Babilonia, de Egipto o China y tambi\u00e9n de la India y otros pueblos que dejaron una gran herencia de saber a los Griegos que pusieron al mundo occidental en el camino de la ciencia, nuestra medici\u00f3n del pasado se ha profundizado\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>unos pocos miles de a\u00f1os a m\u00e1s de diez mil millones de a\u00f1os, y la del espacio se ha extendido desde un cielo de techo bajo no mucho mayor que la distancia que nos separa de la Luna hasta el radio de m\u00e1s de diez mil millones de a\u00f1os-luz del universo observable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSnKZwZ-E_B3zIVtsTLGAKJLJPoKSt9iQs1bg&amp;usqp=CAU\" alt=\"Archivo:Interacciones del modelo est\u00e1ndar de la f\u00edsica de particulas.png - Wikipedia, la enciclopedia libre\" width=\"301\" height=\"218\" \/><img decoding=\"async\" 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\" alt=\"El modelo cosmol\u00f3gico est\u00e1ndar \u2013 Entre cientIFIC@s\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tenemos razones para esperar que nuestra \u00e9poca sea recordada (si por ventura queda alguien para recordarlo) por sus contribuciones al supremo tesoro intelectual de toda la Humanidad unida al contexto del Universo en su conjunto por unos conocimientos que, aunque no suficiente, s\u00ed son los necesarios para saber d\u00f3nde estamos y,\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, debemos buscar la respuesta a esa pregunta: \u00bfHacia d\u00f3nde vamos?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/letranueva.blogia.com\/upload\/20120508030027-futuro-incierto.jpg\" alt=\"20120508030027-futuro-incierto.jpg\" width=\"547\" height=\"342\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.hosteltur.com\/app\/public\/uploads\/img\/articles\/2017\/10\/01\/L_5b150e50622e0_Inbound_marketing_tecnologya_3.jpg\" alt=\"Resultado de imagen de Inteligencia Artificial del futuro\" width=\"547\" height=\"410\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Claro que, el futuro es incierto&#8230; \u00a1Todo cambiar\u00e1!<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">Como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0en la f\u00edsica, en el mundo y en nuestras vidas, tambi\u00e9n est\u00e1 presente el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a>y, de ninguna manera, podemos saber del ma\u00f1ana. Sin embargo, cuanto m\u00e1s sabemos del universo, tanto m\u00e1s claramente comprendemos lo poco que sabemos de \u00e9l. La vastedad del Universo nos lleva a poder comprender algunas estructuras c\u00f3smicas y mecanismos que se producen y repiten como, el caso de la destrucci\u00f3n que nos lleva a la construcci\u00f3n. Es decir, una estrella masiva vieja explota y siembre el Caos y la destrucci\u00f3n en una extensa regi\u00f3n del espacio, y, es precisamente ese hecho el que posibilita que, nuevas estrellas y nuevos mundos surgan a la vida. Sin embargo, la grandeza, la lejan\u00eda, esa inmensidad que se nos escapa a nuestra comprensi\u00f3n terrestre, nunca nos dejar\u00e1 comprender el universo en detalle y, siendo as\u00ed, siempre tendremos secretos que desvelar y misterios que resolver.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"\" src=\"http:\/\/www.nodo50.org\/ciencia_popular\/fotos\/cordon.JPG\" alt=\"\" width=\"453\" height=\"411\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El pueblo sumerio\" width=\"445\" height=\"249\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTcRibzFes4utKqAzZ0TpHA9fQa0_JCPNUwFg&amp;usqp=CAU\" alt=\"Las Primeras Civilizaciones - Historia evolutiva\" width=\"447\" height=\"333\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"F\u00c1BULAS ANTIGUAS DE CHINA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQPi8nCPbRmWXCgdFI1n7x9sBf0BvpJlSIALg&amp;usqp=CAU\" alt=\"Historia de China - Origen, Acontecimientos y Pol\u00edtica\u2714\ufe0f\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSNnaMUHHprn0jn9fs6-c84yYWlMOqhg8Zb-oqpi5Q53XgYvPriKQ\" alt=\"Resultado de imagen de El pueblo Hind\u00c3\u00ba de la antig\u00c3\u00bcedad\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ-9I7EU9c46aYdI-doe4lpIa-Xaa1DL5wDGjR6mxjSir3y0icN\" alt=\"Resultado de imagen de El pueblo Hind\u00c3\u00ba de la antig\u00c3\u00bcedad\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Per\u00edodo Cl\u00e1sico (Europa): arte, ciencia y caracter\u00edsticas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkhBsvaYmg0dQ19kXjYxRj8ejjbeovWaVmWw&amp;usqp=CAU\" alt=\"Explica las caracter\u00edsticas esenciales del arte griego y su evoluci\u00f3n\u2026\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Edad Media - Inicio, caracter\u00edsticas, etapas y final del Medievo - SobreHistoria.com\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Historia del caballo en la Edad Media - Wikipedia, la enciclopedia libre\" width=\"326\" height=\"243\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Sab\u00edas qu\u00e9?: Arte Renacentista - FM Palihue 102.3\" width=\"330\" height=\"180\" \/><img decoding=\"async\" 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\" alt=\"Historia de la Pintura (3): El Renacimiento | VENTURA\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0 Hasta llegar aqu\u00ed, hicimos un largo recorrido, todos los pueblos aportaron alguna cosa al saber del mundo de hoy. Distintas creencias y pensamientos que nos trajeron hasta aqu\u00ed.<\/p>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/live.staticflickr.com\/65535\/49557664501_4ef8e0bb39_c.jpg\" alt=\"La Biblioteca del Trinity College, un templo de los libros en Dubl\u00edn\" \/><\/p>\n<div>\n<blockquote>\n<h3>BIBLIOTECA TRINITY COLLEGE DE DUBLI\u0301N<\/h3>\n<\/blockquote>\n<p style=\"text-align: justify;\">Si a\u00f1adimos a todo eso\u00a0 que, si posey\u00e9semos un atlas de nuestra propia Galaxia y que dedicase una sola p\u00e1gina a\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0sistema estelar de la V\u00eda L\u00e1ctea (de modo que el Sol y sus planetas estuviesen comprimidos en una p\u00e1gina), tal atlas tendr\u00eda m\u00e1s de diez mil millones de vol\u00famenes de diez mil p\u00e1ginas cada uno. Se necesitar\u00eda una biblioteca del tama\u00f1o de la de Harvard para alojar el Atlas, y solamente ojearlo al ritmo de una p\u00e1gina por segundo nos llevar\u00eda m\u00e1s de diez mil a\u00f1os. A\u00f1\u00e1danse los detalles de la cartograf\u00eda planetaria, la potencial biolog\u00eda extraterrestre, las sutilezas de los principios cient\u00edficos involucrados y las dimensiones hist\u00f3ricas del cambio, y se nos har\u00e1 claro que nunca aprenderemos m\u00e1s que una diminuta fracci\u00f3n de la historia de nuestra Galaxia solamente, y hay cien mil millones de galaxias m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Sabiendo todo todo esto, siendo consciente de que, realmente, es as\u00ed, tendremos que convenir con el f\u00edsico\u00a0 Lewis Thomas\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0dijo: \u201cEl mayor de todos los logros de la ciencia del siglo XX ha sido el descubrimiento de la ignorancia humana\u201d.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRjHvHt3QpcWDMuOAQGaLltP-5yBpZ49b2dGg&amp;s\" alt=\"Nuestro conocimiento es necesariamente finito, mientras que nuestra ignorancia es necesariamente infinita.&quot; \uff5e Karl Popper\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">La ignorancia, como todo en el Universo, es relativa. Nuestra ignorancia, por supuesto, siempre ha\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0con nosotros, y siempre seguir\u00e1 estando, es una compa\u00f1era con la que cargamos toda nuestra vida y que nos pesa. Algunos procuramos que pese lo menos posible para hacer m\u00e1s llevadero el viaje. Lo nuevo est\u00e1 en nuestras consciencias y de ellas, ha surgido nuestro despertar al comprender de sus abismales dimensiones, y es eso m\u00e1s que otro cosa, lo que se\u00f1ala la madurez de nuestra especie. El espacio puede tener un horizonte y el tiempo un final pero la aventura del aprendizaje siempre ser\u00e1 interminable y eterno, quiz\u00e1 (no me he parado a pensarlo) pueda ser esa la \u00fanica forma de eternidad que pueda existir.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ciencia.nasa.gov\/wp-content\/uploads\/sites\/2\/2024\/10\/2025-nasa-science-planning-guide-thumbnail-spanish.jpg?w=1024\" alt=\"Galer\u00eda multimedia - NASA Ciencia\" width=\"698\" height=\"523\" \/><\/p>\n<div>\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 La ciencia tiene l\u00edmites, para la NASA tambi\u00e9n<\/p>\n<blockquote>\n<h4 style=\"text-align: justify;\">La dificultad de explicarlo todo no se debe a nuestra debilidad mental, sino a la estructura misma del universo. En los \u00faltimos siglos hemos descubierto que la trama del cosmos puede abordarse en varios niveles diferentes.\u00a0Mientras no se descubre el siguiente nivel, lo que ocurre en el anterior no se puede explicar, s\u00f3lo puede describirse. En consecuencia, para el \u00faltimo nivel que se conoce en cada momento nunca hay explicaciones, s\u00f3lo puede haber descripciones.<\/h4>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-IjMewjNWB6I\/V-W0Ufrm9hI\/AAAAAAAAADs\/xedkCZ40WhA0GOgGDnSBkfE8sMwyV_9GACLcB\/s1600\/captulos-26-y-27-de-historia-de-la-matemtica-19-638.jpg\" alt=\"La Matem\u00e1tica del siglo XIX y XX: Teorema de G\u00f6del\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La Ciencia es abierta y exploratoria, y comete errores todos los d\u00edas. En verdad, ese ser\u00e1 siempre su destino, de acuerdo con la l\u00f3gica esencial del segundo teorema de incompletitud de Kurt G\u00f6del. El teorema demuestra que la plena validez de cualquier sistema, inclusive un sistema cient\u00edfico, no\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0demostrarse dentro del sistema. Es decir, tiene que haber algo fuera del marco de cualquier teor\u00eda para poder comprobarla. La lecci\u00f3n que podemos haber aprendido es que, no hay ni habr\u00e1 nunca una descripci\u00f3n cient\u00edfica completa y comprensiva del universo cuya validez pueda demostrarse.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5547642595419470466\" src=\"http:\/\/1.bp.blogspot.com\/_A2fFUcpQads\/TP0vjEDNuoI\/AAAAAAAABuY\/eu8LfgHTNqg\/s400\/Diapositiva4.PNG\" alt=\"\" border=\"0\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0 No es que pertenezcamos al Universo, formamos\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de \u00e9l<\/p>\n<p style=\"text-align: justify;\">Y, a todo esto, debemos alegrarnos de que as\u00ed sea, de que no podamos comprender el Universo en toda su inmensa dimensi\u00f3n y diversidad. Nuestras mentes necesitan que as\u00ed sea y, tendr\u00e1n, de esa manera, el escenario perfecto para seguir creciendo a medida que busca todas esas respuestas que nos faltan y, lo bueno del caso es que,\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0respuesta que encontramos, viene acompa\u00f1ada de un mont\u00f3n de nuevas preguntas y, de esa manera, esa historia interminable de nuestra aventura del saber\u2026llegar\u00e1 hasta la &#8220;eternidad&#8221; de nuestro tiempo que, necesariamente, no tiene por que ser el tiempo del universo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\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%2F2026%2F04%2F21%2F%25c2%25bfel-misterio-persistira-%25c2%25a1como-el-tiempo-12%2F&amp;title=%C2%BFEl+Misterio%3F+Persistir%C3%A1%2C+%C2%A1como+el+Tiempo%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Hemos llegado a ser conscientes de que, en ella, en la Naturaleza, est\u00e1n todas las respuestas que buscamos y, nosotros mismos no hemos llegado a conocernos por ese mismo hecho de [&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":[218],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/22811"}],"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=22811"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/22811\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=22811"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=22811"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=22811"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}