{"id":11014,"date":"2020-07-13T07:24:09","date_gmt":"2020-07-13T06:24:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11014"},"modified":"2020-07-13T06:25:26","modified_gmt":"2020-07-13T05:25:26","slug":"%c2%a1el-universo-y-nosotros-%c2%bfseremos-su-parte-que-piensa","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/13\/%c2%a1el-universo-y-nosotros-%c2%bfseremos-su-parte-que-piensa\/","title":{"rendered":"\u00a1El Universo! Y nosotros&#8230; \u00bfSeremos su parte que piensa?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/estamos-rodeados-de-misterios-2\/\" rel=\"prev\">Estamos rodeados de misterios<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/tucalidaddevida.files.wordpress.com\/2011\/08\/alquimista.jpg\" alt=\"http:\/\/tucalidaddevida.files.wordpress.com\/2011\/08\/alquimista.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si nos retrotraemos en el Tiempo, podemos comprobar que la Alquimia (precursora de la Qu\u00edmica), ocupaba un destacado lugar entre nosotros, aquellos &#8220;magos&#8221; de las sustancias como el Cinabrio (por ejemplo), quer\u00edan convertir el Plomo en Oro, alcanzar la inmortalidad y cualquier otro asombroso proyecto que podamos imaginar. Hasta el cient\u00edfico &#8220;m\u00e1s grande de todos los Tiempos&#8221;, el gran <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, coquete\u00f3 (a ocultas) con la Alquimia seg\u00fan se pudo descubrir mucho despu\u00e9s de su muerte por los documentos hallados en un ba\u00fal en su casa.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/einstein-le-llamo-foton-%c2%a1el-cuanto-de-luz\/\" rel=\"next\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> le llam\u00f3 fot\u00f3n: \u00a1El cuanto de Luz!<\/a><\/div>\n<\/div>\n<h3><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTTCbsIbJa5XoxqPV3E0eeE1MguKJO1yjPMUhDx5LzYmAxE-Vh7UQ\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcQEJzlmXSUcHVX_nyVpD-2AzdXq0f4i8uRNT4GabB2hUji0u2eZ\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcS2xBIa1_WlK-P5USZr27meS7OB6_34-t_Pd38-2yM-AJsCasEs\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/64\/Dualite.jpg\/300px-Dualite.jpg\" alt=\"\" \/><\/h3>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Del Fot\u00f3n nos dicen que es la part\u00edcula responsable de las manifestaciones cu\u00e1nticas del fen\u00f3meno electromagn\u00e9tico. Es la part\u00edcula portadora de todas las formas de radiaci\u00f3n incluyendo los rayos Gamma, los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>, la luz Ultravioleta. la luz visible, la de infrarrojo, microondas o las ondas de radio.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n nos dicen que el Fot\u00f3n tiene una masa invariante cero y que viaja a una constante velocidad por el vac\u00edo espacial de\u00a0<a title=\"Velocidad de la luz\" href=\"https:\/\/es.wikipedia.org\/wiki\/Velocidad_de_la_luz\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/86a67b81c2de995bd608d5b2df50cd8cd7d92455\" alt=\"c\" \/><\/a>\u00a0y como todos los cuantos, el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> presenta tanto propiedades corpusculares como ondulatorias<\/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=\"Dualidad onda corp\u00fasculo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2008\/02\/dibujo26ene2008b.jpg\" alt=\"Dualidad onda-part\u00edcula (o el electr\u00f3n como onda en el espacio de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">(Dualidad onda corp\u00fasculo)<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0<span style=\"text-align: justify;\">Se comporta como una onda en fen\u00f3menos como la refracci\u00f3n<\/span><span style=\"text-align: justify;\">\u00a0que tiene lugar en una lente, o en la cancelaci\u00f3n por interferencia destructiva de indas reflejadas:<\/span><span style=\"text-align: justify;\">\u00a0sin embargo, se comporta como una part\u00edcula cuando interact\u00faa con la materia para transferir una cantidad fija de energ\u00eda, que viene dada por la expresi\u00f3n:<\/span><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/4ae167e5d785d7c273abd47ce0719cc046cf19b3\" alt=\"E={\\frac  {hc}{\\lambda }}=h\\nu \" \/><\/p>\n<p style=\"text-align: justify;\">donde h es la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>,\u00a0<em>c<\/em>\u00a0es la velocidad de la luz en el vac\u00edo <img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/b43d0ea3c9c025af1be9128e62a18fa74bedda2a\" alt=\"\\lambda \" \/>\u00a0es la longitud de onda\u00a0y\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/c15bbbb971240cf328aba572178f091684585468\" alt=\"\\nu \" \/>\u00a0la frecuencia de la onda. Esto difiere de lo que ocurre con las ondas cl\u00e1sicas, que pueden ganar o perder cantidades arbitrarias de energ\u00eda. Para la luz visible,\u00a0la energ\u00eda portada por un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> es de alrededor de 3.44\u00d710<sup>\u201319<\/sup>\u00a0<a title=\"Julio (unidad)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Julio_(unidad)\">julios<\/a>; esta energ\u00eda es suficiente para excitar las c\u00e9lulas oculares fotosensibles y dar lugar a la visi\u00f3n<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<pre><\/pre>\n<p><img decoding=\"async\" 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\" alt=\"William Shakespeare: As\u00ed vivi\u00f3 el mejor dramaturgo de la historia\" \/><\/p>\n<pre><\/pre>\n<\/blockquote>\n<pre><\/pre>\n<blockquote>\n<pre>Claro que podemos encontrar (como nos dice Chakespeare),<\/pre>\n<pre>lenguas en los \u00e1rboles, libros en los arroyos desatados,<\/pre>\n<pre>sermones en las piedras y bien en todas partes.<\/pre>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong><\/strong><img decoding=\"async\" src=\"http:\/\/www.dondeviajar.es\/files\/2008\/05\/atenas.JPG\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por aquel entonces, predominaba en la antigua Grecia una concepci\u00f3n del Tiempo que era c\u00edclica, y tan cerrada como las esferas cristalinas en las que Arist\u00f3teles aprisionaba el espacio c\u00f3smico. Plat\u00f3n, Arist\u00f3teles, Pit\u00e1goras que crearon escuela junto a una pl\u00e9yade de seguidores, todos ellos, soten\u00edam la idea, heredada de una antigua creencia caldea, de que la historia del universo consist\u00eda en una serie de \u201cgrandes a\u00f1os\u201d, cada uno de los cuales era un ciclo de duraci\u00f3n no especificada que finalizaba cuando todos los planetas estaban en conjunci\u00f3n, provocando una cat\u00e1strofe de cuyas cenizas comenzaba el ciclo siguiente. Se pensaba que este proceso ten\u00eda lugar <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> siempre. Seg\u00fan el razonamiento de Arist\u00f3teles, con una l\u00f3gica tan circular como los movimientos de las estrellas, ser\u00eda parad\u00f3jico pensar que el tiempo ha tenido un comienzo en <em><strong>el tiempo<\/strong><\/em>, de modo que los cielos c\u00f3smicos deben producirse eternamente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"TIEMPO C\u00cdCLICO\/RECTIL\u00cdNEO | FILOSOF\u00cdA Y LETRAS COMUNIDAD PRO\" \/><img decoding=\"async\" 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\" alt=\"El tiempo no es lineal sino c\u00edclico | M\u00edsticamente\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La concepci\u00f3n c\u00edclica del Tiempo no carec\u00eda de encantos. Expresaba un hast\u00edo del mundo y un elegante fatalismo del g\u00e9nero que a menudo atrae a las personas con inclinaciones filos\u00f3ficas, un tinte conservado en <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> indeleble por el historiador isl\u00e1mico Ahmad ibn \u2018Abd al-Ghaffar, al-Kazwini al-Ghifari, quien relat\u00f3 la par\u00e1bola del eterno retorno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRjFRKFZUjOYr-oCPppEmz-GiJxIT1zutQPhg&amp;usqp=CAU\" alt=\"El tiempo no es lineal sino c\u00edclico | M\u00edsticamente\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTMlFwosBPIORSxOO5y1T6Vd5nSlT2aJT7r2w&amp;usqp=CAU\" alt=\"Lev\u00e1ntate y anda: la vida es c\u00edclica, pero ascendente\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El mito del eterno retorno: la Regeneraci\u00f3n del Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tomado literalmente, el tiempo c\u00edclico hasta sugiere una especie de inmortalidad. <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>Como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> Eudemo de Rodas, disc\u00edpulo de Arist\u00f3teles, dec\u00eda a sus propios disc\u00edpulos: \u201cSi cre\u00e9is a los pitag\u00f3ricos, todo retornor\u00e1 con el tiempo en el mismo orden num\u00e9rico, y yo conversar\u00e9 con vosotros con el bast\u00f3n en la mano y vosotros os sentar\u00e9is como est\u00e1is sentados ahora, y lo mismo suceder\u00e1 con toda otra cosa\u201d. Por estas o por otras razones, el tiempo c\u00edclico a\u00fan es popular hoy, y muchos cosm\u00f3logos defienden modelos del \u201cuniverso oscilante\u201d en los que se supone que la expansi\u00f3n del universo en alg\u00fan momento se detendr\u00e1 y ser\u00e1 seguida por un colapso c\u00f3smico en los fuegos purificadores del siguiente big bang.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-eRNNlcd9RFI\/TWE-w_Dh4NI\/AAAAAAAAAwI\/kLe_vH0mgG8\/s640\/ENERGA%257E1.JPG\" alt=\"\" width=\"640\" height=\"459\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Seg\u00fan Penrose (f\u00edsico te\u00f3rico de la Universidad de Oxford), el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> no fue el inicio del tiempo y el espacio, sino uno de tantos inicios, <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de fases o etapas dentro de un universo mucho m\u00e1s viejo, y en el que <strong><a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> marca el inicio de un <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> e\u00f3n en su historia<\/strong>. Es tanto <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> decir que los 13.700 millones de a\u00f1os de nuestro tiempo, en los que han surgido estrellas, planetas y la vida; <strong>son una peque\u00f1a fracci\u00f3n de la vasta historia del universo<\/strong>.<\/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=\"BOOMERanG - EsasCosas\" \/><img decoding=\"async\" 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\" alt=\"Explorar el universo a bordo de un globo | EL ESPECTADOR\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por supuesto, semejante afirmaci\u00f3n viniendo de un f\u00edsico tan prestigioso, ha de estar respaldada por alg\u00fan <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de observaci\u00f3n emp\u00edrica, y en este caso, se basa en los resultados obtenidos de la sonda <strong>WMAP<\/strong> de la NASA por el f\u00edsico <strong>Vahe Gurzadyan<\/strong> del <strong>Instituto de F\u00edsica Yerevan en Armenia<\/strong>, quien analiz\u00f3 <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de microondas de siete a\u00f1os procedentes de la sonda, as\u00ed como datos del experimento de globO Boomeran G <strong><\/strong>de la Ant\u00e1rtida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_W15T4a6NlZk\/TIfC3mrH6XI\/AAAAAAAAAf8\/U4Iyo-b5AyM\/s1600\/criadero+de+estrellas.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, todas estas ideas de un Tiempo repetitivo y eterno en su \u201cmorir\u201d y \u201crenacer\u201d, a m\u00ed me produce la sensaci\u00f3n de una excusa que se produce por la inmensa ignorancia que, del universo tenemos. Fij\u00e9monos en que, los pueblos antiguos <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> los hind\u00faes, sumerios, babilonios, griegos y mayas, todos ellos, ten\u00edan esa idea cosmol\u00f3gica del tiempo c\u00edclico. Pero, pese a todos sus aspectos de aventura c\u00f3smica, esa vieja doctrina de la historia infinita y c\u00edclica ten\u00eda el pernicioso efecto de tender a desalentar los intentos de sondear la genuina extensi\u00f3n del pasado. Si la historia c\u00f3smica consist\u00eda en una serie interminable de repeticiones interrumpidas por destrucciones universales, entonces era imposible determinar cual era realmente la edad total del universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSuI4Flt05-ZedmddMt7NmshPosqbnJIDjWgw&amp;usqp=CAU\" alt=\"Evoluci\u00f3n del universo \u2013 Timelapse \u2013 @ArrobaCr\u00edtico\" \/><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n de las Estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un pasado c\u00edclico infinito es por definici\u00f3n inconmensurable, es un \u201ctiempo fuera de la mente\u201d, como sol\u00eda decir Alejandro Magno. El Tiempo C\u00edclico tampoco dejaba mucho espacio <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el concepto de evoluci\u00f3n. La fruct\u00edfera idea de que pueda haber innovaciones genu\u00ednas en el mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_W15T4a6NlZk\/TJkGE04F8cI\/AAAAAAAAAnc\/uSCRbMOZJZk\/s1600\/1196239142Y6no3k.jpg\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Nacimiento, Vida y Muerte del Sol Evolucion de una Estrella Comun ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 Todo, con el paso del Tiempo, se distorsiona y deteriora, nada permanece, s\u00f3lo se transforma<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los griegos sab\u00edan que el mundo cambia y que algunos de sus cambios son graduales. Al vivir como viv\u00edan, con el mar a sus pies y las monta\u00f1as a sus espaldas, se daban <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de que las olas erosionan la tierra y estaban familiarizados con el extra\u00f1o hecho de que conchas y f\u00f3siles de animales marinos pueden encontrarse en cimas monta\u00f1osas muy por encima del nivel del mar. Al menos dos de los hallazgos esenciales de la ciencia moderna de la geolog\u00eda -que pueden formarse monta\u00f1as a partir de lo que fue anta\u00f1o un lecho marino, y que pueden sufrir la erosi\u00f3n del viento y del agua- ya eran mencionados en \u00e9pocas tan tempranas como el siglo VI a. C. por Tales de Mileto y Jen\u00f3fanes de Colof\u00f3n. Pero tend\u00edan a considerar estas transformaciones como meros detalles, limitados al ciclo corriente de un cosmos que era, a la larga, eterno e inmutable. \u201cHay necesariamente alg\u00fan cambio en el mundo como un todo -escribi\u00f3 Arist\u00f3teles-, pero no en el sentido de que nazca o perezca, pues el universo es permanente.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/_oZOg6YjBvWk\/S_37x54ftPI\/AAAAAAAAFhk\/diq3HFjfXvA\/s1600\/2089705750039716323JWkdQT_fs.jpg\" alt=\"\" width=\"640\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>Para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que la Ciencia enpezara a estimar la antig\u00fcedad de la Tierra y del universo -situar el lugar de la Humanidad en las profundidades del pasado, lo mismo que establecer nuestra situaci\u00f3n en el espacio c\u00f3smico-, primero era necesario romper con el c\u00edrculo cerrado del tiempo c\u00edclico y reemplazarlo por un tiempo lineal que, aunque largo, tuviese un comienzo definible y una duraci\u00f3n finita. Curiosamente, este paso fue iniciado por un suceso que, en la mayor\u00eda de los otros aspectos, fue una calamidad para el progreso de la investigaci\u00f3n emp\u00edrica: el ascenso del modelo cristiano del universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La cosmolog\u00eda cristiana y el nacimiento de la nueva ciencia ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR0eSWXcZ5lvnDsumfNolYzgug9InDbh84dBg&amp;usqp=CAU\" alt=\"El huevo filos\u00f3fico es el s\u00edmbolo... - Tradici\u00f3n M\u00edstica y ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Inicialmente, la cosmolog\u00eda cristiana disminuy\u00f3 el alcance de la historia c\u00f3smica, as\u00f3 como contrajo las dimensiones espaciales del universo emp\u00edricamente accesible. La grandiosa e impersonal extensi\u00f3n de los ciclos temporales griegos e isl\u00e1micos fue reemplazada por una concepci\u00f3n abreviada y anecd\u00f3tica del pasado, en la que los asuntos de los hombres y de Dios ten\u00edan m\u00e1s importancia que las acciones no humanas del agua sobre la piedra. Si para Arist\u00f3teles la historia era como el girar de una gigantesca rueda, para los cristianos era como una obra de teatro, con un comienzo y un final definidos, con sucesos \u00fanicos y singulares, como el nacimiento de Jes\u00fas o la entrega de la Ley a Mois\u00e9s.<\/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=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/_EwYBmGNlqWc\/TR2nIll-81I\/AAAAAAAADaI\/vu8D5WaYBgQ\/s1600\/Moises+y+las+tablas.jpg\" alt=\"\" width=\"305\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cristianos calculaban la edad del mundo consultando las cronolog\u00edas b\u00edblicas de los nacimientos y muertes de los seres humanos, agregando los \u201cengendrados\u201d, como dec\u00edan ellos. este fue el m\u00e9todo de Eusebio, que presidi\u00f3 el Concilio de Nicea convocado por el Emperador Constantino en 325 d. C. para definir la doctrina cristiana, y quien estableci\u00f3 que hab\u00edan pasado 3.184 a\u00f1os entre Ad\u00e1n y Abrahan; de san Agust\u00edn de Hipona, que calcul\u00f3 la <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>fecha<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de la creaci\u00f3n en alrededor del 5500 a. C.; de Kepler, que la fech\u00f3 en 3993 a.C.; y de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, que lleg\u00f3 a una fecha s\u00f3lo cinco a\u00f1os anterior a la de Kepler. Su apoteosis lleg\u00f3 en el siglo XVII, cuando James Ussher, obispo de Armagh, Irlanda, lleg\u00f3 a la conclusi\u00f3n de que el \u201ccomienzo del tiempo\u2026 se produjo al comienzo de la noche que precedi\u00f3 al d\u00eda 23 de octubre del a\u00f1o\u2026 4004 a. C.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Efem\u00e9rides: James Ussher - Diario Mas\u00f3nico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La espuria exactitud de Ussher le ha convertido en el blanco de las burlas de muchos eruditos modernos, pero, a pesar de todos sus absurdos, su enfoque -y, m\u00e1s en general, el enfoque cristiano de la historiograf\u00eda-hizo m\u00e1s <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> estimular la investigaci\u00f3n cient\u00edfica del pasado que el altanero pesimismo de los griegos. Al fifundir la idea de que el universo tuvo un comienzo en el tiempo y que, por lo tanto, la edad de la Tierra era finita y medible, los cron\u00f3logos cristianos montaron sin saberlo el escenario para la \u00e9poca de estudio cient\u00edfico de la cronolog\u00eda que sigui\u00f3.<\/p>\n<p style=\"text-align: justify;\">La diferencia, <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> luego, era que los cient\u00edficos no estudiaban las Escrituras, sino las piedras. As\u00ed fue como el naturalista George Louis Leclere expres\u00f3 el credo de los ge\u00f3logos en 1778:<\/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=\"Mapa y documentos antiguos con... - Caligrafia creativa | Facebook\" \/><img decoding=\"async\" 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Qu\u00edmica), ocupaba un destacado lugar entre nosotros, aquellos &#8220;magos&#8221; de las sustancias como el Cinabrio (por ejemplo), quer\u00edan convertir el Plomo en Oro, alcanzar la inmortalidad y cualquier otro asombroso proyecto que podamos imaginar. Hasta [&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":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11014"}],"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=11014"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11014\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11014"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11014"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11014"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}