{"id":23849,"date":"2024-07-26T09:45:09","date_gmt":"2024-07-26T08:45:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=23849"},"modified":"2024-07-26T09:45:52","modified_gmt":"2024-07-26T08:45:52","slug":"%c2%a1el-universo-y-nosotros-%c2%bfseremos-su-parte-que-piensa-6","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2024\/07\/26\/%c2%a1el-universo-y-nosotros-%c2%bfseremos-su-parte-que-piensa-6\/","title":{"rendered":"\u00a1El Universo! Y nosotros&#8230; \u00bfSeremos su parte que piensa?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\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><a href=\"https:\/\/www.google.com\/imgres?imgurl=http%3A%2F%2Ftucalidaddevida.files.wordpress.com%2F2011%2F08%2Falquimista.jpg&amp;imgrefurl=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2013%2F11%2F22%2Festamos-rodeados-de-misterios-2%2F&amp;docid=3fxB7HDyeAuV6M&amp;tbnid=sK6FLPvaK-DkuM%3A&amp;vet=10ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgsKAAwAA..i&amp;w=400&amp;h=315&amp;itg=1&amp;bih=625&amp;biw=1024&amp;q=Estamos%20rodeados%20de%20misterios%20Blog%20de%20emilio%20silvera&amp;ved=0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgsKAAwAA&amp;iact=mrc&amp;uact=8\" rel=\"noopener\"><img decoding=\"async\" id=\"sK6FLPvaK-DkuM:\" 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\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alt=\"Resultado de imagen de Estamos rodeados de misterios Blog de emilio silvera\" data-atf=\"1\" \/><\/a><\/p>\n<div>\u00a0<strong>Estamos rodeados de misterios<\/strong><\/div>\n<\/div>\n<div><\/div>\n<div>\n<div data-ri=\"1\" data-ved=\"0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgtKAEwAQ\" data-row=\"0\"><a href=\"https:\/\/www.google.com\/imgres?imgurl=http%3A%2F%2F2.bp.blogspot.com%2F_Lue-dnrgxm8%2FSrwmMBurXZI%2FAAAAAAAACUI%2F4-uuDRmu_GM%2Fs400%2Ftablaesmeralda&amp;imgrefurl=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2013%2F11%2F22%2Festamos-rodeados-de-misterios-2%2F&amp;docid=3fxB7HDyeAuV6M&amp;tbnid=D1H7RiaAWXaK4M%3A&amp;vet=10ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgtKAEwAQ..i&amp;w=400&amp;h=307&amp;itg=1&amp;bih=625&amp;biw=1024&amp;q=Estamos%20rodeados%20de%20misterios%20Blog%20de%20emilio%20silvera&amp;ved=0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgtKAEwAQ&amp;iact=mrc&amp;uact=8\" rel=\"noopener\"><img decoding=\"async\" id=\"D1H7RiaAWXaK4M:\" 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\" alt=\"Resultado de imagen de Estamos rodeados de misterios Blog de emilio silvera\" data-atf=\"1\" \/><\/a><\/div>\n<div>\u00a0 \u00a0<strong> \u00a0 \u00a0<\/strong><\/div>\n<div><strong> Estamos rodeados de misterios<\/strong><\/div>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/m.media-amazon.com\/images\/I\/A1W9azev-bL._AC_UF894,1000_QL80_.jpg\" alt=\"Misterios del universo (\u00c1lbum ilustrado): El libro del universo para ni\u00f1os  (DK Infantil)\" width=\"257\" height=\"326\" \/><\/div>\n<div>\n<div data-ri=\"2\" data-ved=\"0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwguKAIwAg\" data-row=\"0\">\n<div data-ri=\"2\" data-ved=\"0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwguKAIwAg\" data-row=\"0\"><\/div>\n<div>\u00a0<strong>\u00a0Estamos rodeados de misterios<\/strong><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div data-ri=\"3\" data-ved=\"0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgvKAMwAw\" data-row=\"0\"><a 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alt=\"Resultado de imagen de Estamos rodeados de misterios Blog de emilio silvera\" data-atf=\"1\" \/><\/a><\/div>\n<div data-ri=\"3\" data-ved=\"0ahUKEwij8o3omIHjAhXQesAKHVSeDLMQMwgvKAMwAw\" data-row=\"0\"><\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 Cosas del Universo<\/strong><\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<div><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Aceleradores de part\u00c3\u00adculas el Fermilab\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Aceleradores de part\u00c3\u00adculas el Fermilab\" \/><\/div>\n<div><\/div>\n<div>\n<p style=\"text-align: justify;\">Fue en el siglo XX (al observar part\u00edculas subat\u00f3micas que, en los grandes aceleradores de part\u00edculas, se mov\u00edan a velocidades de decenas de miles de kil\u00f3metros por segundo) cuando se empezaron a encontrar aumentos de masa que eran suficientemente grandes para poder detectarlos. Un cuerpo que se moviera a unos 260.000 Km por segundo respecto a nosotros mostrar\u00eda una masa dos veces mayor que cuando estaba en reposo (siempre respecto a nosotros).<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><iframe loading=\"lazy\" title=\"Un Importante ESTUDIO Acaba de Confirmar Algo Terror\u00edfico Sobre la LUZ\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/-bYdQ8_i1YM?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a>\u00a0es el cuanto de luz, radiaci\u00f3n electromagn\u00e9tica de una longitud de onda comprendida entre 380 y 780 mm, que produce percepci\u00f3n visual. Se define como el producto de visibilidad por el poder radiante, siendo \u00e9ste \u00faltimo la intensidad de propagaci\u00f3n de la energ\u00eda luminosa.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><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<h3 style=\"text-align: justify;\"><\/h3>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pymstatic.com\/18823\/conversions\/frases-tales-mileto-social.jpg\" alt=\"Las 32 mejores frases de Tales de Mileto\" width=\"310\" height=\"163\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Tales de Mileto<\/strong><\/p>\n<p style=\"text-align: justify;\">Hace ahora algo m\u00e1s de 2.000 a\u00f1os que grandes pensadores dejaron de lado la mitolog\u00eda para aplicar la l\u00f3gica. Ellos pensaron en los elementos que lo conformaban todo, hablaron del \u00e1tomo y del vac\u00edo, se fijaron en la enorme importancia que ten\u00eda el agua parta la vida, y, escribieron grandes obras filos\u00f3ficas y dram\u00e1ticas, dejaron epopeyas de las aventuras de sus h\u00e9roes, tambi\u00e9n en matem\u00e1ticas realizaron avances que a\u00fan hoy perduran.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.dondeviajar.es\/files\/2008\/05\/atenas.JPG\" alt=\"\" border=\"0\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/image.jimcdn.com\/app\/cms\/image\/transf\/dimension=1920x10000:format=jpg\/path\/s11825e50ec07c99e\/image\/i58f4e8f682ece368\/version\/1605437493\/image.jpg\" alt=\"El tiempo c\u00edclico - SUARRA\" width=\"539\" height=\"404\" \/><\/p>\n<p>&nbsp;<\/p>\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\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0siempre. 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\u00a0<em><strong>el tiempo<\/strong><\/em>, de modo que los cielos c\u00f3smicos deben producirse eternamente.<\/p>\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\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0indeleble 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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/alexpantarei.files.wordpress.com\/2008\/03\/tiempo3.jpg\" alt=\"http:\/\/alexpantarei.files.wordpress.com\/2008\/03\/tiempo3.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>El mito del eterno retorno: la Regeneraci\u00f3n del Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">Tomado literalmente, el tiempo c\u00edclico hasta sugiere una especie de inmortalidad.\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">Como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0Eudemo de Rodas, disc\u00edpulo de Arist\u00f3teles, dec\u00eda a sus propios disc\u00edpulos: \u201cSi cre\u00e9is a los pitag\u00f3ricos, todo retornar\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>&nbsp;<\/p>\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan Penrose (f\u00edsico te\u00f3rico de la Universidad de Oxford), el\u00a0<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>\u00a0no fue el inicio del tiempo y el espacio, sino uno de tantos inicios,\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de fases o etapas dentro de un universo mucho m\u00e1s viejo, y en el que\u00a0<strong><a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0<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>\u00a0marca el inicio de un\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0e\u00f3n en su historia<\/strong>. Es tanto\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0decir que los 13.700 millones de a\u00f1os de nuestro tiempo, en los que han surgido estrellas, planetas y la vida;\u00a0<strong>son una peque\u00f1a fracci\u00f3n de la vasta historia del universo<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/0\/0c\/Boomerang_Telescope.jpeg\" alt=\"Experimento BOOMERanG - Wikipedia, a enciclopedia libre\" width=\"602\" height=\"451\" \/><\/p>\n<h1 class=\"indIKd GW0XC cS4Vcb-pGL6qe-fwJd0c\">Experimento BOOMERanG<\/h1>\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\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de observaci\u00f3n emp\u00edrica, y en este caso, se basa en los resultados obtenidos de la sonda\u00a0<strong>WMAP<\/strong>\u00a0de la NASA por el f\u00edsico\u00a0<strong>Vahe Gurzadyan<\/strong>\u00a0del\u00a0<strong>Instituto de F\u00edsica Yerevan en Armenia<\/strong>, quien analiz\u00f3 los datos de microondas de siete a\u00f1os procedentes de la sonda, as\u00ed como datos del experimento de globI BoomeranG de la Ant\u00e1rtida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/_W15T4a6NlZk\/TIfC3mrH6XI\/AAAAAAAAAf8\/U4Iyo-b5AyM\/s1600\/criadero+de+estrellas.jpg\" alt=\"\" width=\"492\" height=\"238\" \/><\/p>\n<p>&nbsp;<\/p>\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\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0los 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;\">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\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el concepto de evoluci\u00f3n. La fruct\u00edfera idea de que pueda haber innovaciones genuinas en el mundo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/_W15T4a6NlZk\/TJkGE04F8cI\/AAAAAAAAAnc\/uSCRbMOZJZk\/s1600\/1196239142Y6no3k.jpg\" alt=\"\" width=\"449\" height=\"500\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 Todo, con el paso del Tiempo, se distorsiona y deteriora<\/strong><\/p>\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\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de 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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/_oZOg6YjBvWk\/S_37x54ftPI\/AAAAAAAAFhk\/diq3HFjfXvA\/s1600\/2089705750039716323JWkdQT_fs.jpg\" alt=\"\" width=\"539\" height=\"404\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_14\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">Para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que la Ciencia empezase 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;\">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;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/slideplayer.es\/slide\/1611275\/5\/images\/2\/ADAN+13O.jpg\" alt=\"Resultado de imagen de Cronolog\u00c3\u00adas b\u00c3\u00adblicas\" width=\"632\" height=\"474\" \/><\/p>\n<p>&nbsp;<\/p>\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\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">fecha<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de la creaci\u00f3n en alrededor del 5500 a. C.; de Kepler, que la fech\u00f3 en 3993 a.C.; y de\u00a0<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;\">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\u00a0<a id=\"_GPLITA_16\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0estimular la investigaci\u00f3n cient\u00edfica del pasado que el altanero pesimismo de los griegos. Al difundir 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,\u00a0<a id=\"_GPLITA_17\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0luego, 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><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEg9cWKgSwg-WZ2mCzTnKHG55l36MGn-peONDEAlqidoUVg7UjPUvxIMNl4lf0_ZdI8RsWRalc1gARYb4XyNOfi4svgkAJmu4VY7XQHb6FQjGOkjo-giSppxkEdJP8IyZHT-wZ8GEHbWQVo\/s1600\/Medall%25C3%25B3n+de+Pisanello+-+Le%25C3%25B3n+que+canta.jpg\" alt=\"Monedas Antiguas. Un blog numism\u00e1tico: Los medallones de Pisanello \u2013 obras  maestras del arte numism\u00e1tico del Renacimiento\" width=\"560\" height=\"273\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>As\u00ed como en la historia civil consultamos documentos, estudiamos medallones y desciframos antiguas inscripciones, a fin de establecer las \u00e9pocas de las revoluciones humanas y fijar las fechas de los sucesos morales, as\u00ed tambi\u00e9n en la historia natural debemos excavar los archivos del mundo, extraer antiguas reliquias de las entra\u00f1as de la tierra [y] reunir sus fragmentos\u2026<a id=\"_GPLITA_18\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">Este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0es el \u00fanico modo de fijar ciertos puntos en la inmensidad del espacio, y de colocar una serie de se\u00f1ales en el camino eterno del tiempo.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Bueno, hemos dado una vuelta por las ideas del pasado y de \u00e9pocas antiguas en las que, los humanos, confundudidos (como siempre), trataban de fijar el modelo del mundo, del Universo. <a id=\"_GPLITA_19\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">Ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, mirando hacia atr\u00e1s en el tiempo, con la perspectiva que nos otorga algunos miles de a\u00f1os de estudio e investigaci\u00f3n, nos damos cuenta de que, la mayor parte de nuestra historia, est\u00e1 escrita basada en la imaginaci\u00f3n y, los hechos reales, van llegando a nuestra comprensi\u00f3n muy poco a poco para conocer, esa realidad, que incansables perseguimos.<\/p>\n<p style=\"text-align: justify;\"><strong><a id=\"_GPLITA_20\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">Para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0terminar, os recomendar\u00e9 que nunca dej\u00e9is de lado la lectura:<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/diariodelgallo.files.wordpress.com\/2010\/03\/literatura.jpg\" alt=\"\" width=\"500\" height=\"300\" \/><\/p>\n<blockquote><p><strong>\u00bfQu\u00e9 duda nos\u00a0<a id=\"_GPLITA_21\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">puede<\/a>\u00a0caber?<\/strong><\/p>\n<p><strong>\u00bfAcaso no es un libro el mejor compa\u00f1ero de\u00a0<a id=\"_GPLITA_22\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">viaje<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>?<\/strong><\/p>\n<p><strong>No molesta, te distrae y te ense\u00f1a.<\/strong><\/p>\n<p><strong>Si alguna vez viajas,<\/strong><\/p>\n<p><strong>Recuerda\u00a0<a id=\"_GPLITA_23\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/22\/siempre-%C2%A1el-universo\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0rese\u00f1a.<\/strong><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F26%2F%25c2%25a1el-universo-y-nosotros-%25c2%25bfseremos-su-parte-que-piensa-6%2F&amp;title=%C2%A1El+Universo%21+Y+nosotros%26%238230%3B+%C2%BFSeremos+su+parte+que+piensa%3F' 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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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1El+Universo%21+Y+nosotros%26%238230%3B+%C2%BFSeremos+su+parte+que+piensa%3F&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F26%2F%25c2%25a1el-universo-y-nosotros-%25c2%25bfseremos-su-parte-que-piensa-6%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>\u00a0Estamos rodeados de misterios &nbsp; \u00a0Estamos rodeados de misterios \u00a0 \u00a0 \u00a0 \u00a0 Estamos rodeados de misterios \u00a0\u00a0Estamos rodeados de misterios \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Cosas del Universo Fue en el siglo XX (al observar part\u00edculas subat\u00f3micas que, en los grandes aceleradores de part\u00edculas, se mov\u00edan a velocidades de decenas de miles [&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":[169],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/23849"}],"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=23849"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/23849\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=23849"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=23849"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=23849"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}