{"id":26810,"date":"2021-07-12T12:03:36","date_gmt":"2021-07-12T11:03:36","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26810"},"modified":"2021-07-12T12:03:36","modified_gmt":"2021-07-12T11:03:36","slug":"no-hubo-explosion-en-el-nacimiento-del-universo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/12\/no-hubo-explosion-en-el-nacimiento-del-universo\/","title":{"rendered":"No hubo explosi\u00f3n en el &#8220;nacimiento&#8221; del Universo"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>No hubo ninguna explosi\u00f3n en el inicio del cosmos<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"EMILIO ELIZALDE\" \/><\/p>\n<p style=\"text-align: justify;\">Emilio Elizalde<\/p>\n<p style=\"text-align: justify;\">En este art\u00edculo se intenta describir, de manera f\u00e1cilmente inteligible y siempre de acuerdo con la f\u00edsica actual, el denominado <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>: qu\u00e9 fue lo que en realidad pudo ocurrir cuando se origin\u00f3 nuestro universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/phantom-marca.unidadeditorial.es\/5b1b780b467b7ca7ef6e1099ca7a299b\/resize\/1320\/f\/jpg\/assets\/multimedia\/imagenes\/2021\/03\/08\/16152157628097.jpg\" alt=\"El Big Bang podr\u00eda haber generado dos futuros diferentes y no ser el origen  del tiempo, seg\u00fan la hip\u00f3tesis de un f\u00edsico | Marca\" \/><\/p>\n<p style=\"text-align: justify;\">Y Dios dijo: \u201cH\u00e1gase la luz\u201d. Y se hizo la luz. Y Dios vio que la luz era buena, y la separ\u00f3 de la oscuridad. Y a la luz Dios la llam\u00f3 \u201cD\u00eda\u201d, y a la oscuridad \u201cNoche\u201d. Y hubo un atardecer y una ma\u00f1ana, el primer d\u00eda. Del libro del G\u00e9nesis. L a idea, que hoy sabemos que es err\u00f3nea, de que hubo un gran estallido en el origen del cosmos sigue tan arraigada en la conciencia popular que resulta extraordinariamente dif\u00edcil cambiarla. Aunque los f\u00edsicos\/as debemos intentarlo. Y eso es precisamente lo que se pretende en este breve art\u00edculo. Contiene una descripci\u00f3n actualizada, incorporando todos los conocimientos cient\u00edficos que poseemos hoy en d\u00eda, sobre lo que realmente pudo ocurrir cuando se origin\u00f3 nuestro universo. Introducci\u00f3n Sea cual sea la lectura que se haga de ellos, resulta dif\u00edcil no dejarse cautivar por la extraordinaria belleza de los vers\u00edculos del G\u00e9nesis. No importa que los eruditos hayan descubierto que fueron adaptados de descripciones mucho m\u00e1s antiguas de la mitolog\u00eda mesopot\u00e1mica; ni que podamos objetar que esta narrativa no se sostiene de ninguna manera con los conocimientos que se ense\u00f1an actualmente en las escuelas y universidades.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRierCmRBdpZUAzvyDfMK_IjeZC7GaQgN_vnMKQSvBLYwALAD1QI7GHENkypNvXBMW7wck&amp;usqp=CAU\" alt=\"Big Bang Theory Fotograf\u00edas e im\u00e1genes de stock - Getty Images\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Origen del Universo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El origen del Universo y de la Tierra. V\u00eddeos educativos para ni\u00f1os -  YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">De hecho, hay much\u00edsimos libros escritos, con orientaciones muy diversas, donde se establecen estas comparaciones, en las que aqu\u00ed no voy a entrar (har\u00e9 s\u00f3lo una, eso s\u00ed). Para escoger un par, de libros, dar\u00e9 las referencias de los de Brooke [1] y Suau [2]. \u00bfQui\u00e9n no ha o\u00eddo a estas alturas hablar del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>? Esas dos palabras, en ingl\u00e9s, son las que de alguna manera han sustituido en nuestro bagaje cultural al relato del G\u00e9nesis sobre la creaci\u00f3n del cosmos. Otra cosa es la parte de la misma narraci\u00f3n b\u00edblica que se refiere a la creaci\u00f3n de los seres vivos, y del hombre y de la mujer. De ello se han hecho cargo las teor\u00edas darwinianas. Al <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> me he referido ya numerosas veces. He abordado el tema en diversas conferencias, art\u00edculos y presentaciones y \u00e9ste fue precisamente el t\u00edtulo de mi primera contribuci\u00f3n al blog que tengo en Divulcat [3]. Pero, d\u00eda a d\u00eda me doy cuenta, hablando incluso con compa\u00f1eros\/as de profesi\u00f3n, de que a\u00fan me he ocupado demasiado poco del tema. La idea (completamente err\u00f3nea con arreglo a lo que ahora sabemos) de que hubo un gran estallido en los inicios del cosmos sigue tan arraigada que cuesta mucho cambiarla. Est\u00e1 claro que a ello contribuye especialmente el significado literal del t\u00e9rmino <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Antes de dar, una vez m\u00e1s (esperando que sea la definitiva), la descripci\u00f3n cient\u00edfica actual de lo que sucedi\u00f3 en el origen del universo, la que est\u00e1 de acuerdo con nuestros conocimientos actuales (habiendo entrado ya en el a\u00f1o vigesimoprimero del nuevo milenio) repetir\u00e9 el relato que encontramos a\u00fan en todas partes y que los cient\u00edficos hemos visto que no se corresponde con los hechos. Corresponde a la ciencia de hace la friolera de noventa a\u00f1os, la de los a\u00f1os treinta del siglo xx, y mucho ha llovido desde entonces en todos los campos del conocimiento, y en \u00e9ste en particular.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/i1.wp.com\/www.elsantuariodelalba.com\/wp-content\/uploads\/2016\/01\/amanecer-dali.jpg?resize=750%2C563\" alt=\"El Mito del Huevo C\u00f3smico \u22c6\" \/><\/p>\n<p style=\"text-align: justify;\">El relato del gran estallido (que jam\u00e1s tuvo lugar) Ir\u00e9 directamente al grano y no repetir\u00e9 lo que ya he explicado en otras ocasiones con mayor detalle (v\u00e9ase, en particular, mi libro [4]). La descripci\u00f3n (falsa), extraordinariamente popular y que se vende como si tuviera una base cient\u00edfica s\u00f3lida, es la que sigue (Fig. 1). Todo el universo se reduc\u00eda, en el principio de los tiempos, a un \u201c\u00e1tomo primigenio\u201d o \u201chuevo c\u00f3smico\u201d (enormemente peque\u00f1o, con respecto al universo actual, pero muy grande en comparaci\u00f3n a un \u00e1tomo de verdad). Ten\u00eda, por supuesto, una densidad y una temperatura mucho mayores de lo que podamos imaginar. En el origen del tiempo, este \u00e1tomo estall\u00f3 con gran estruendo, esparci\u00e9ndose la materia y la energ\u00eda que conten\u00eda por todo el universo y dando origen adem\u00e1s a la expansi\u00f3n que todav\u00eda ahora detectamos los cosm\u00f3logos.<\/p>\n<p style=\"text-align: justify;\">Esta explosi\u00f3n descomunal recibe el nombre de <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, palabras que literalmente significan en ingl\u00e9s \u201cgran explosi\u00f3n\u201d. \u00a1Y eso es todo! Tal descripci\u00f3n se debe a Georges Lema\u00eetre; se remonta, repito, a la d\u00e9cada de 1930 y tiene muy poco que ver con lo que sabemos ahora. Sin embargo, al ser tan simple, algo misteriosa, desde luego, pero cre\u00edble, y como el modelo cosmol\u00f3gico sigue recibiendo el nombre de modelo de <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y, como es bien cierto que <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> significa de hecho gran explosi\u00f3n, resulta que no hay manera humana de borrar esta caricatura inveros\u00edmil y totalmente equivocada de lo que ocurri\u00f3 en el origen del cosmos. Y la seguimos encontrando en libros, enciclopedias, art\u00edculos, p\u00e1ginas web y blogs por doquier. Ni siquiera los especialistas se atreven a desmontarla, a veces cuando hablan para el gran p\u00fablico, seg\u00fan yo mismo he podido comprobar en diversas ocasiones; bien sea por no ir contra corriente o por falta del tiempo necesario para embarcarse en una descripci\u00f3n detallada sobre este punto, cosa que no resulta sencilla. Y la burda simplificaci\u00f3n se sigue imponiendo. Todo ello me entristece mucho y hace que considere mi deber perentorio insistir una vez m\u00e1s sobre esta importante cuesti\u00f3n. Para empezar, disfraz\u00e1ndome del genial Dal\u00ed e imitando su voz engolada me atrevo a formular la pregunta: \u00bfDe d\u00f3nde sali\u00f3 la gallina que puso aquel \u201chuevo c\u00f3smico\u201d? Ahora m\u00e1s en serio, pocos a\u00f1os despu\u00e9s de la formulaci\u00f3n de este modelo, los f\u00edsicos nucleares se dieron cuenta ya de que no hab\u00eda por donde cogerlo. Era imposible que toda la materia-energ\u00eda del cosmos pudiera haber estado concentrada (yo prefiero decir jibarizada) en un \u00e1tomo primigenio, por muy diversas razones que aqu\u00ed no detallar\u00e91 . Y, para terminar este apartado, es bueno saber que ya cuando Fred Hoyle, el mism\u00edsimo autor de la expresi\u00f3n \u201c<a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>\u201d, pronunci\u00f3 estas palabras por primera vez, expres\u00f3 muy claramente que no se refer\u00eda en absoluto a un estallido de la materia en el sentido anterior (lo que pretend\u00eda precisamente era burlarse del modelo de Lema\u00eetre), sino a una gigantesca dilataci\u00f3n del espacio que deber\u00eda ser capaz de \u201ccrear\u201d, a partir de la propia geometr\u00eda del espacio, \u201ctoda la materia y energ\u00eda del universo\u201d (fueron sus palabras textuales). Pero es que esto resulta ya much\u00edsimo m\u00e1s dif\u00edcil de comprender. \u00a1El propio Hoyle cre\u00eda que tal fen\u00f3meno era de hecho del todo imposible! Pero Alan Guth, con su teor\u00eda de la inflaci\u00f3n c\u00f3smica, demostr\u00f3 treinta a\u00f1os m\u00e1s tarde que s\u00ed se pod\u00eda conseguir, cuando menos en teor\u00eda. La dificultad de comprender tal procedimiento y teor\u00eda es la raz\u00f3n por la que tantos\/as retoman la versi\u00f3n caricaturesca y err\u00f3nea, que puede entender hasta un ni\u00f1o o una ni\u00f1a bastante peque\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la Relatividad General? | El Cultural\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"105 a\u00f1os de la teor\u00eda de la relatividad general, de Albert Einstein | UNAM  Global\" \/><\/p>\n<p style=\"text-align: justify;\">Como he explicado en uno de mis art\u00edculos [5], se ha descubierto recientemente que el primero en intentar crear materia y energ\u00eda a partir del mism\u00edsimo espacio fue el propio Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, el autor de la Teor\u00eda de la Relatividad General. De hecho, tal posibilidad se hallaba ya impl\u00edcita en las ecuaciones de su teor\u00eda [4]. Lo hizo a principios de 1931 pero, desgraciadamente, no logr\u00f3 su prop\u00f3sito, ya que no fue capaz de encontrar un mecanismo espec\u00edfico para llevarlo a cabo en la pr\u00e1ctica. Pretend\u00eda conseguirlo con ayuda de la constante cosmol\u00f3gica y vio que no era posible. No cay\u00f3 en la cuenta de que deb\u00eda haber involucrado un campo cu\u00e1ntico de creaci\u00f3n de materia (como s\u00ed hicieron Hoyle, Bondi y Gold diecisiete a\u00f1os m\u00e1s tarde). Y el manuscrito con sus c\u00e1lculos lo dej\u00f3 abandonado para siempre en un caj\u00f3n de su escritorio. Pero no seguir\u00e9 por aqu\u00ed, pues he prometido ser muy conciso e ir directamente al grano, a diferencia de otras ocasiones, en que puede que me hayan perdido los detalles. Har\u00e9, en lo que sigue, una narraci\u00f3n muy breve y convenientemente actualizada sobre lo que s\u00ed que pudo suceder en el origen de nuestro universo. Debo advertir que no es esta la \u00fanica descripci\u00f3n aceptada, ya que hay otras que son igualmente posibles. Por otra parte, no todo lo que voy a contar ha sido estrictamente comprobado experimental u observacionalmente (lo concretar\u00e9 luego). El G\u00e9nesis, de acuerdo con los conocimientos cient\u00edficos del a\u00f1o 2021 En el principio no hab\u00eda casi nada: una pizca de materia en un espacio-tiempo min\u00fasculo, que acababa de aparecer de una \u201cespuma cu\u00e1ntica\u201d previa en la que a\u00fan no se distingu\u00edan ni el espacio ni el tiempo. Y tambi\u00e9n hab\u00eda un campo cu\u00e1ntico, el de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, y otro, el inflat\u00f3n, listos para actuar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYVFRgVEhUZGRUWGRgaGRgYGhgYGhgaGBgZHBoZGhkcITwlHh4rHxgYJjgnKy80NTU1GiQ7QDs0Py40NTEBDAwMEA8QHxISHj8sJSw\/MTQ6ODo2ND82NDY0NTQ0NjE3NzQ0PzQ3NDQ0NjQxND09NTQ0NDQ0NjE9NDQ0NDQ9NP\/AABEIALUBFwMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAwQCBQYBB\/\/EAEQQAAIBAgQDBAYGCAQGAwAAAAECAAMRBBIhMQVBURMiYXEGMkKBkaEUUmKx4fAHFyNUksHR0jWCsvEzQ3KDosIVJCX\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIEAwUG\/8QALBEAAgIBAwICCgMAAAAAAAAAAAECEQMEEiExUUFhBRMiMnGBkbHR4RSh8P\/aAAwDAQACEQMRAD8A+MxJ8Hh2qOiILs7KijqzEAD4kTsP0mUMPRxC4TDUkU0UQVXVbM9Urcm\/SxXQaXJ6QDiIn0TB8LoUeDrXxAoriMTVYUHqo5K01IzGyKSTdWsSLd8a7S9xL0Xpf\/m8OVaYxeJHaYiuq2YUrkrlBA1yh9wCTTF9zAPls3vor6PnHVjSFRaeVGdmZWKqqC7E225fGbL0qx9HD4l8Pg6FJaOHc0yz00qvVZGs7O9RSQMwYALYWm54TiKNDA47HvSC\/TKjYahRXugUyc9RAQNFy2UsNe5yJvAPnB8J5O7xtKi3Ce3r4elSxD18uFNNcjPTW3aFhfvKO8Mx1vbXrwkAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAPrP6OfRhHwD46it8dQeqaJPeUsiKyqUOhJJNjyJB5To\/R30cpY3DpxCkR9IxFzWLKp75YrWFNrZqTHvBWF8twdZY\/Qf8A4a1t+3qf6ac6j0Z9HBghUSnVZkq1GqZSoARmtcJbZdBob+fUDhU4RQr4urgeIMAMCqHBWCoposB6yWs5GWmDffXaVKHZ4jD4niWLVn4hgXZG7J2pqDTP7NlCbLqbnnlafRMX6Nh8bTxq1WSpTQ08oVSrobkq99TqSRa1tJFR9FFXEYnECpf6YgWrSZFakwC5Qcu5Nr3ubHM2mugHPcL9E6eJoU8bWan29emtSq6olIWqLdrOozI4BIL3ve9xrNIvC8PUxH\/xyIatCkna4HKUKDOT27VKlS\/aLnt6gbQ7aG3Y8M9CFoKEWs1SmnqU8QDVSkbk3ppmCA3JILKxGms1vppgVwyYDEu5Y4OolJ6jNkqGlUUU2e\/NwcrfxciRANPhvQ7D4jGvR4ln+kJSRqaU3YUalKwBamScy5XzDIAoXkG3nz79J3AqOCxvY4ZSqdmj2Zixuxa+p8hPvdH0c\/8AtLjKtd6j00ZKakU1VVb1icoGZj10Gu0+L\/pv\/wAS\/wCxT+94B88iIgCIiAIiIAiIgCIiAIiAIBkq3knY+MsYehrvz5y32J5rfyllE5ynTNUaJmJQzY9kPETE0731\/Pvk7RvNfaeTYtRPS8jNPqPz75FFlNFKJaNIdPlMTRHIyKG5FeJMaBmLUiIomyOJlkMFT0kEmMREAREQDtvRP9IuI4fQNCjSpOpdnu4fNdgoI7rAW7om7\/XXjP3fDfCp\/fPl1otAPqP668Z+74b4VP74\/XXjP3fDfCp\/fPl0QD6j+uvGfu+G+FT++Yv+mjFnfD4Y+a1D\/wC8+YRAPqP668Z+74b4VP75xXpX6R1MfX+kVlRGyqlkzBbLex7xJvrNHEAREQBERAEREAREQBETJRc2gACWcNSPzm0wnDFV6ZrHNTZSWCE519ZbEcmBF7dLeU2HFeBCgEekxak\/NmQsr3bu2FjbKAb5RvCaTSfiUcri2jX0aR5qDodpmUUfWXSWFpMpIZdRoQLg\/CZkjXXwswmhRMjlyVOzOliG56\/jI3T6yfCXWpDU2t4rtLtLg7MoZaig81cEW99iL+dpWcox95kPIl1Zoci30JHh\/tPeyNtDf5\/fOl47TZKVOkykovrWvlz2u1raZruw8hNCyITbUfP8ZWDU1ZaM7VlVqZG63+UjdVO4I+cvCkfYe8xYNuygjy\/pLOJdTKRoi+h+OkxakT+BvLihehHlr8pgKSnmPukUW3lVqJ238xMHHhLpouNQf5yEuRushospWVSomLIJLVZT4StUOthtKs6R5I4iJUsbjC1HFFbUA6Cq9iwLAsypdcoN7gKDf7R6yY1qjlezoIhUMhAypnzZVIZSRc99Ra3MTDhlOp2TNTxIp5WY5DUyEt+zFwL6kgnUD\/l+Ima4N87B8SgK2YPnLKxOW5VuZBRR5heWsAyrYzEWZ+zAQqzaaqufOCykHQjtrDmO6OUo47i71UyuqetmzBRmvre7c95eo4N3Sy4pCCBdWqFQb5rix19hdxrmG2sqUOFqyFjWRSAxytYZspNshvrex6bHTa4GqibSrwoKH\/bU2KMFAU3zXKi4\/i16Wma8JUlR29MZluTrlUkCwJHiSL9VMA1ESStTysy3Byki41BsbXHhI4AiIgCIiAIiZIt4B5PJZTDE3sZKuF0B5392824NDmzq4rjuUc0ikZYwVFnqIieu7Kq6gd5jYanQakSw+DBGmhmOGwTFttAQPMm9h4bE+ABPKTqfR+fTq5LjugpKXQ6PEYRrVXruBiFdb0yBmcvYlgVNuYNhNlxIFFCDK1N8j7EFGCEFQp9Xc\/wy1wlqQru5qIq1FcUwB3Cl2BzX1TVFIHS0nocOObtKjhjYlUABVbrZSR9a1idN+szRkquXlRik6TZRp4Zaxp3DBm7rNqATmshG9wADc+7S0cRwOQKhQHMbo1wcwuc19ARrYa8uk2NJ7stCooy3zK9ytluzbW8T+MlxGGbMS4fIqXRgMxBTTbUrewvtuJ0WVJ7X5lU2aXg+FW7M6m6EWBZhZhc8tNwo101M6xAzhe0Ku2e3eCFwiZQSLHUE5rtvpOWphzcU1bu964uSAQTrbw+6brg7spBqDUK\/eOyjUg93Y5msc1+e0xarA3Lcn8jvvjLE8ajz3J+OYJKgZmGRUBy5e4rVHt3maxLAWtbTnrOYw\/A6jnv5AtwM9w415grp8SJ0GPx607FMxXO2dkdQSWG1tL7cxaw3mq4pxYMiikWQm4clUDOMoALWvrq+u+vheMKzL2UuO\/YxwUkupVXDUaSOKyDNqgNwzENezre4HmBymoemQSKbXW5tfQ2vpfxtJGZidTn89TI3YeK\/noZrjGjtFNeJE7fWX5fzEiqZNtR8xJlBGxv4bfKQO53ZZLOsSJ1t6je6V3qMu+syfKToSJWqMRre4E5tnWKMKji22srzJmubzGUZ2SoRESCRERAF4vEQBeIiAIiIAiIgCIgCABJ0FpGBPWeSir5L+E9bxImzFLuzRYWpZhfrOjwzXWfVehsl6aS7P7mXOnFlc4ck2UXJ2E2WDCIUDah2C+qWuumclRqc2igfVPiZYw+F0va9x\/4\/yvzPQHrLFLCZ2zDQDZj3dL8raqpPvN7bWB3ZdQprbLoUjKl5s3PDeBUgxQJ3mogswa4R9Qyi3qgkAWOo1lkO7BqeUoy5kz62yfW8dxr\/ALyRscCGvv3QCRcsADcE7kEgb+Myw1UuWzMAgI7ouVUkAEA+ybcvCfM59Mpcrh\/0XjClc2V8LgUp5TmD7jMSQSpAW2mtgOe289PDXs4pkkMe6LlhY673Nxblz18ZboEXNlst9GCrcbjbkSNz5THPlYFXJAJuqgC\/MEsfG+nnPPluxStdfhZetyqK+pUo06oLAAsBZCQRZcoubX1G55cj0tKas4TOwAYOykg2F0LbgWuNDf3TZu1bVlICr3mHtajvEE87a6dZjjcISamVrs4Bu3skd4DU37wUDn749cpSW6Ko5NSi6T5+5p\/oqBVLC76m+oIygatyIJudd9dZFxPCAoWQKHU3PsXRVOc5T3d8tsuu89dAPXYrcG1sut9C1+fMctjzkC8MqN3abh0e2YBijBAQSSh0NreyTJzOMZJqVfagpx5i1yaM+IsTMXJ20I6fgZseLpTSoVoghFAU5mzXbmbnTpNW1tyCPu+G06KW6KaKxdqyOoV2II62\/pK7sR6rXHSTM53BDDoZSqMvMFTKtnaKMKz8iuvhKdVuQ2ktVyOd7ytObZoihERKlhERAEREAREQBERAEREAQBAlhUtBDdEAEzAmbLzEwkkXZ4WnqpfeegWklJCxAAJJ2A1PwgnnoiIaETs+F4bN3gO7z6E9JqsHwMn\/AIgOYaimPWPQM3qrfpe\/lvO2w3DmVBnCqLCyJrbwvz8Tz+\/0fRuqUVOCfWimowvam+vYjo0dDzH8zbU9fKWzTvbW5HjcAnoBu3j915gNPC350mQqMBZbA+OpmtZJNmSK2u2ZuhTdsg3JO506bDc9d4w2JRApWxVtjo21gRprtyPQytUCaNUOZuQubfw7n3AyMcQAOg1uNALHy5n3ECX2trjku5K7X7Nhh67AkldVBzAiwYX127yt0MlqYlLorudCgKAHP3gCWzKPVAI0Ycj7qFbFhWLImZLAsScty3IqRobg8j4SHEIXdiQxUWdWCvlVV3Gtg2hBzAcrzDqoulXFkJrqzc4lxlYsQEBAZV7hTa115nUeM1DVQDa5IJJsRcXve\/3GSvi0aiy59u8WJzL2jNmscvla\/U+MrYDHszlwLLSQsVvYkkWGp+0b+XXnixSlGLjJWRKVckq5KotUHstlJBDAhSRZv+q5Ia435yxgsMtEuwLZWRhlzaoVFywT2wWUAa3Fjec\/SrEZnAuykWO+p5FeY5+6VEruhuCQb3PiepB0vK5NPaST47Eud8tckFXXVmBJ3te9zv8Am8ruRsG9xEkc3uTr4jn5ys7acm+RE6CKIcQwvqCp6jaVK1Q9bgSR3tsfcZRqvy+M5yZ3hEwY3MxiJQ7CIiAIiIAiIgCIiAIiIAiZohOwvMmoMBcjSCLRFLFE30kIEu\/Q2CsT61MjMv2W2a\/MXI+Ilkm+hO1voeosgq07HTn+bS7haJcXGijdjoB750nC\/R9msbZVPtMt2I+wh\/1NYeDTnlywhG5MY8cpO3wjnMFwpnsz91T13PlOp4XwdtBRApj2ncXZh9lNzrzaw8DOjw3C6dP2bt4nO5t16e7QcrSy+KCAlrIo1u2lvPqZ5GXXTnxjX++B7GHTJRu6XfxIMPw9aYNiLjXM2ra7+QNthbbwklWuBooLHqozN89BvuTNDjvSKmt8jNntocoVb9bHvP8AdNHiOO1HGV6r2+qiqo+JYsfjNOkwaiE1lun5\/gpkzYMcXBL5\/s66uWzWyWPIswY+NyL2PlceMqte+p15jb5Ccrh6zA\/tBVKH2nIAXyZz8rzcUnS3r6HY6N81n12DZmjcXyuqPnNQvaujYMo\/C337\/dKrixNgSOl3+4LJFZfrH4fjIqqr4+\/8J2g3F0zPGTTITUZblVUf5alzbyXXeZYStlKtV74dQCUDs6JmIdO8NCQCLdGmq4nUVVNjTF\/rK7eGxBHylPCcQK02S9EliCHF6brbLoO6ARYEW+1fpPN9Jv20jZjhujZ0FSiQ2WmWKOA1hTPd5kHTW1ryxialdks7kImgsti2W4Gza2sbX9205+liGOzi5BB\/aKbgixF77GYYnPlCKdL3yh108bXmC75bRG23TR1PFOHI1EPTRwyKGuoLZ0JIuQx9ZQuY5Tz1AnNlh9rzy\/jK\/wBOxITITUyAMAADswAINhroAPLTaVC7jVlceNmHxE54t0VTdnbJBSdpUX6tvHxIH4ylXYHxtzGh+EgbFkakkHkRf5iQviL6HfqP5zq5FYwaPK1Tnv06yoTMqhuZhKNnZKhERIJEREAREQBERAEREAREQC3gD3rdZsKiXBB5zUUmsQZucFhK2IYBBpzNtJO+MI3Ir6qU5VE1K0zsNTe1hznXcG4U9QK5W+UdlU+qVNwLm2rAaWFzdV85ueGejFOiM1Ygnc32O253O22g85cq+kdGlZVIykZb6AZeq8iBobLe3SY46xzltxK\/PsenhwLHzJ\/U9wfo8lA3cglToxsAOhRdl05m7a7iXsTxFKS3JCg+05y38h6zH83nJcW49UIaxIei2Vstr5Se6wYrtfTRQe8us58Y9mN9mPtalj\/nYlvnKvQylK8sr8jlmywxStK2dLxH0kJ9RTbTvOeyQ+IUm7dec5zGcSeob1KrN4ICAPIta3uEpYga5uZ3O5v5yGa4YYQ91UZp6mc+rJu2Ueqg83Jc\/wAl+Ump4xzpmt4LZAfcthKUZ7TpSOLbZccX31kmDxRpmzaqfl4iVUqk7DWHBI12nbFlljkpRfJzavhnTUcUOt1OxnuIxNiOlifunM4PEFD1U7j+kzxWOs3cN1I2nsrWYZQU3w7Vr8Gf+O93BJxauGGhvqfvmnmbNc+cwnj6nM809xshHaqJKdQrtPa1YtvIomey1K7BMzWoRsxHkSJhEgklNdvrN8TPO0PU+\/WRxABMREAREQBERAEREAREQBERAPZPSwbtsplrhtKmLPUbS9sotc+87S\/iuNAApSAVTocu582MuoqrbIbdmw4d6O0qSipjaiqCAVQEEkbi\/wDQS5ivTGlTXJhKeg9oi3v11v8AGcPUqFjdiSTuSbk+ZkcyywRm7nz5eBojncVUVRv63F6tcku2g5D5G5291pqcYO8T15mMJUsw8dJ7jKgJsOXOaIxjGNJUZ5TnKVydnlTFM1rnXKENtyBtfrsPgIpNcSrJKb2PhJtvqJWy21Q2kQnnajrMe2EWUSZJPJEavQTHtDFk7WWAbayR64taUbzyLJ2oneoOUgiJUlKhERBIiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgH\/9k=\" alt=\"Cient\u00edficos ponen en duda la existencia del inflat\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Part\u00edculas hipot\u00e9ticas: el inflat\u00f3n - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Una chispa (la naturaleza precisa de la cual todav\u00eda no hemos fijado) cre\u00f3 las condiciones para que el inflat\u00f3n produjese, de repente y durante un infinit\u00e9simo de tiempo, una expansi\u00f3n gigantesca (que llamamos inflaci\u00f3n c\u00f3smica) del tejido de ese espacio min\u00fasculo (Fig. 2). Y que fue creando m\u00e1s y m\u00e1s espacio, e hizo que el universo, que era al principio poco mayor que un \u00e1tomo ordinario, pasara a tener ya el tama\u00f1o de un guisante, o de un pomelo, m\u00e1s o menos. Y que se continu\u00f3 expandiendo todav\u00eda, aunque a un ritmo cada vez m\u00e1s lento. Al frenarse la tremenda expansi\u00f3n inflacionaria, casi toda aquella energ\u00eda colosal del propio espacio se transform\u00f3 en los componentes elementales de la materia y energ\u00eda actuales: <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>, <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, etc., que llenaron uniformemente el a\u00fan muy peque\u00f1o universo. Aunque una parte de dicha energ\u00eda se emple\u00f3 en calentarlos (lo que llamamos reheating). Todos aquellos constituyentes elementales formaron una sopa primigenia enormemente caliente, que recibe el nombre de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> primordial (o <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>). Un <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, eso s\u00ed, absolutamente oscuro, dado que los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> permanec\u00edan confinados: cuando alguno lograba salir de una part\u00edcula material, no pod\u00eda dar dos pasos sin ser ya atrapado por otra, que lo absorb\u00eda. Y as\u00ed una y otra vez.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Oscilaciones Ac\u00fasticas de Bariones\" \/><\/p>\n<p style=\"text-align: justify;\">Era un universo completamente oscuro, sin luz. Y aquel <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> lat\u00eda al un\u00edsono, como si fuese todo \u00e9l un coraz\u00f3n universal (a los latidos se les llama oscilaciones ac\u00fasticas de los <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a>, BAO). Los cambios que se fueron produciendo en el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> durante los primeros segundos y minutos del universo se hallan magn\u00edficamente descritos en libros como el de Weinberg [6] y tambi\u00e9n en Wikipedia [7]. Las condiciones del <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> primordial que constitu\u00eda el universo, cuando \u00e9ste ten\u00eda tan solo unas pocas milbillon\u00e9simas de segundo de vida se han podido reproducir con enorme precisi\u00f3n en laboratorios de f\u00edsica de part\u00edculas como el LHC del CERN, en Ginebra. Cuando el cosmos ten\u00eda ya una cienmil\u00e9sima de segundo, se formaron los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, y cuando alcanz\u00f3 el segundo de vida los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> se desacoplaron del <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> y pudieron ya viajar por todo \u00e9l. No as\u00ed los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, todav\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Francis en LFDLC: Los neutrinos - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">Actualmente se est\u00e1 intentando obtener informaci\u00f3n sobre esta etapa del universo a partir de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> primordiales, que comienzan a detectarse en ciertos experimentos. Desde los diez segundos hasta los tres minutos, aproximadamente, <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> constituyeron los n\u00facleos at\u00f3micos m\u00e1s ligeros (de hidr\u00f3geno, <a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a>, helio, etc.), proceso que recibe el nombre de <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> primordial [6]. Tom\u00f3 much\u00edsimo m\u00e1s tiempo, hasta que se pudieron formar los primeros \u00e1tomos. Gran parte de la f\u00edsica de part\u00edculas conocida est\u00e1 involucrada en el estudio de estos procesos, que aqu\u00ed he simplificado mucho [7]. Es un campo de estudio fascinante. Y el universo continu\u00f3 expandi\u00e9ndose, a un ritmo ya normal, muy parecido al que ahora detectamos. Y era por ello cada vez menos caliente, ya que la propia expansi\u00f3n lo iba enfriando, poco a poco. Hasta que, cuando ten\u00eda entre 370 y 380 mil a\u00f1os, ocurri\u00f3 lo que se describe de manera magistral en el primer vers\u00edculo del G\u00e9nesis. S\u00fabitamente \u00a1se hizo la luz! La temperatura hab\u00eda bajado por debajo del umbral de ionizaci\u00f3n del \u00e1tomo m\u00e1s ligero, el de hidr\u00f3geno. S\u00fabitamente, estos \u00e1tomos precipitaron a gran escala, y aquel <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> tan oscuro, el universo entero, se hizo de pronto transparente a los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, que pudieran viajar, por vez primera, de extremo a extremo del a\u00fan muy joven cosmos (Fig. 3)2. 2<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fondo C\u00f3smico de Microondas\" \/><\/p>\n<p style=\"text-align: justify;\">Fig. 3 Mapa de la radiaci\u00f3n c\u00f3smica de fondo (CMB) observada por el sat\u00e9lite Planck de la Agencia Europea del Espacio (ESA). Se trata de la primera luz del cosmos, que fue emitida cuando ten\u00eda entre 370 y 380 mil a\u00f1os y que sigue viajando por todo el universo. Lleva impresas las huellas del \u00faltimo latido del <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> primordial, as\u00ed como las huellas amplificas de las fluctuaciones cu\u00e1nticas de la \u00e9poca preinflacionaria, y las huellas, en definitiva, de todas las vicisitudes ocurridas en las \u00e9pocas pasadas de la historia del universo, y que cada vez somos m\u00e1s capaces de descifrar.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/laurablogdotcom4.files.wordpress.com\/2016\/04\/zkpur7b.gif?w=280&amp;h=210\" alt=\"\u00c1tomo de Bohr y Saltos cu\u00e1nticos Absorci\u00f3n \u2013 La Qu\u00edmicaweb\" \/><\/p>\n<p style=\"text-align: justify;\">Es preciso recordar que los \u00e1tomos est\u00e1n pr\u00e1cticamente vac\u00edos. El de hidr\u00f3geno lo podemos esquematizar a escala (muy rudimentariamente) as\u00ed: si el \u00e1tomo fuera del tama\u00f1o de un campo de f\u00fatbol, el n\u00facleo (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>) tendr\u00eda el tama\u00f1o de un guisante colocado en el centro del campo, y el diminuto <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, casi invisible, menor que una peque\u00f1a mota de polvo. Esta fue la primer\u00edsima luz del universo, una luz maravillosa, radiaci\u00f3n de cuerpo negro homog\u00e9nea e isotr\u00f3pica que ahora hemos observado con los sat\u00e9lites COBE, WMAP y Planck: la que denominamos radiaci\u00f3n c\u00f3smica de fondo (CMB), y que a muchos nos cautiva sin remedio. Es, repito, la primera luz del cosmos, la del primer d\u00eda del G\u00e9nesis; la que nunca se apaga y contin\u00faa viajando por todo el universo actual. Y adem\u00e1s lleva grabadas las huellas indelebles del \u00faltimo latido del <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> primigenio. Y las huellas amplificadas de las fluctuaciones cu\u00e1nticas de la \u00e9poca preinflacionaria.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/acegif.com\/wp-content\/gif\/outerspace-1.gif\" alt=\"Hermosos GIFs del espacio y el universo. 100 im\u00e1genes animadas\" \/><\/p>\n<p style=\"text-align: justify;\">Y las huellas, en resumen, de todas las vicisitudes ocurridas en las \u00e9pocas pasadas de la historia del universo, mientras la luz ha ido viajando hasta nosotros, y que cada vez somos m\u00e1s capaces de descifrar. Decidme pues ahora si esta maravilla que hemos descubierto no es mil veces m\u00e1s impresionante que una simple explosi\u00f3n, por fuerte que hubiese sido el estallido. De todo lo que antecede tengo escritas sendas narraciones en forma po\u00e9tica: <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> inflacionario [8] y La primera luz del Cosmos [9]. Comentarios Tal como hab\u00eda prometido, he hecho un relato actualizado con bien pocas palabras. Mi descripci\u00f3n es s\u00f3lo a muy grandes rasgos3, pero contiene lo esencial de todo lo que sabemos hoy en d\u00eda. Deja abiertos a\u00fan muchos interrogantes, pero as\u00ed es la Ciencia: nunca esperemos de ella una verdad absoluta, definitiva. El que la busque deber\u00e1 acudir a otras fuentes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo usar el universo para estudiar lo m\u00e1s peque\u00f1o: espuma cu\u00e1ntica y  cu\u00e1sares\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBISEhIVEhIZGBgYGRIaGhgWGh0ZEhgYGBgaGRoZGRgcJC4lHB4rHxoYJzgnKzA0NTU1GiQ7Qjs1Py42NTEBDAwMEA8QHhISHzosIys0NTQ0NjQ3NjU0NDE0NjQ0NDE0NDQxNDQ0NDQxNDQ0NjQ0NDQ0ND00NDQ2NDQ0NDQ0NP\/AABEIAOkA2QMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAABAUGAgMHAf\/EAEMQAAIBAgMDBgsIAQMEAwEAAAECAAMRBBIhBTFBIjJRYXHRBhMVNFJTc4GRkrIUQlRicpOhsSPB4fAkQ4LxM0TiFv\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAwIEBf\/EACYRAAICAgICAgICAwAAAAAAAAABAhEDEiExQVEEFBPwYfEiMuH\/2gAMAwEAAhEDEQA\/AOa7a2tiRicQBiKoAq1QAKjAAB20AvEvLGK\/E1f3H74bc86xPta31tEJQP8AljFfiav7j98PLGK\/E1f3H74hCAPeWMV+Jq\/uP3zc21MSEB+1VbknTxj7unfIuEEH\/LGK\/E1f3H74eWMV+Jq\/uP3xCEFJKltfFFl\/6mrvH\/cfp7YztfauJGIxAGIqgCpVAAqPYAOdN8iKHPX9S\/3Gds+c4j2tX62gGXljFfiav7j98PLGK\/E1f3H74hCAP+WMV+Jq\/uP3w8sYr8TV\/cfviEIA\/wCWMV+Jq\/uP3zzyxivxNX9x++IwgD\/lfFfiav7j9888sYr8TV\/cfviMIBOba2tiRisSBiKoAq1QAKjAAB20AvEvLGK\/E1f3H74bc87xXtq31tEIA\/5YxX4mr+4\/fDyxivxNX9x++IQgD\/ljFfiav7j98PLGK\/E1f3H74hCAP+WMV+Jq\/uP3w8sYr8TV\/cfviEIA\/wCV8V+Jq\/uN3zs32ip6bfMe+cKncYBx3bnnWJ9rW+tohH9uedYn2tb62iEAIQhACE3JQci4UkdNtJqIlpolo8hCEhTZQ56\/qX+41tjzrEX9bV+torQ56\/qX+4ztnznEe1q\/W0AWqgA8k6TXCEMDFWhlVWzA34DeJohNgpMRcKSOmxtL30idLlmCqSdBNi0GIJtu3zyjVKG43zJ65ItuvvlVVyHd8GiEITko\/tvzrE+1rfW0Qj+3PO8V7at9bRCAEIQgBCEIAQhCAE7jOHTuMA47tzzrE+1rfW0Qj+3PO8T7at9bRCAEzp2uL7ri\/ZMIQDvGAbZI2Ze9IHJrqM+a3xnD8Xl8Y2XdfTsvNec2trMZrkybKjHFh\/G7sxhCEyNjZQ56\/qX+4ztnznEe1q\/W0Woc9f1L\/cZ2z5ziPa1fraAJQhCAZrvE7v4OUNmDZoL5L5OVe2a9pwebRXcC2Y26L6TXHkUf+GObE8lG3ajIar5ObmNuy8UhCZydts1SpJHkIQkKP7c87xXtq31tEI\/tzzvFe2rfW0QgBPZ5CAXDD4XZrYQs1S1W27jeVJt5tMYTXJkUkuEq9GePG4N8t378HkIQmRoE7jOHTuMA47tzzrE+1rfW0Qj+3POsT7Wt9bRCAEIQgBCEIAQhCAbKHPX9S\/3Gds+c4j2tX62i1Dnr+pf7jO2fOcR7Wr9bQBKEIQAgYQgBCEIAQhCAP7b86xPta31tEI\/tzzrE+2rfW0TKGwNtDAMIQhACEIQAhCEAJ3GcOncYBR\/LJw5xNP7EXf7RinVyDYZwUU6C+nUQdd4mjDbappnzbMzZqteoBlWwR81k1QmwuBoQLKNN94bbW0K4xWJArVABVrWAdrDlt1xHylX9fU+du+QE7tDaIqWyYC1mRgSgvdUVCWCIoa5W+UjLqeTrJFdv0rAeTMtieaqG4NXxn3qZ1AFhw13GwtUfKVf19T5274eUq\/r6nzt3wDftGm9StUqLQZFd3YKEICgm9gALaRX7HV9W\/wArd0z8pV\/X1Pnbvh5Sr+vqfO3fKDD7HV9W\/wArd0PsdX1b\/K3dM\/KVf11T5274eUq\/r6nzt3wAo4SpmX\/G+9fut09ktGB2l9lr43Pg2rZ6wZbg5RkdzxU3vmB\/8R2itUtoVyy\/5qlrr99untjW19o1xicQBWqACpVsA7WHLPXICYw+2gKlR32fmLnDHRQcrU0VXIzox5RDNvB5RuTvnuO2zTqJUUbMy5kpqBayrkfNcZUDA200Ivc3vKz5Sr+vqfO3fDylX9fU+du+AW8+EFIi3kvW982VCT\/iFOzDxdrE8ohcuo6CRK9tt2xFZqiYVqakKMgXS4FieSqj4ARHylX9fU+du+HlKv6+p87d8oMPsdX1b\/K3dD7HV9W\/yt3TPylX9fU+du+HlKv6+p87d8Aw+x1fVv8AK3dD7HV9W\/yt3TPylX9fU+du+HlKv6+p87d8As+H2h9lxOOz4NqwqVXy3BAGVqg4qb84HtQdRGPlvM9V6mz82cUOSV5GamCGuSpazXDGxBuouSNJEba2hXGKxIFaoAKtYAB2sBnbriQ2jX41qnzt3wCxPtZGXEKdmi9Tm8m2QePqVbXVQea6pcWNkG7SzA2+ucHyfZdCVyowJCFBYMmi8rUC18o3ayqeUq\/r6nzt3w8pV\/X1PnbvgD+2WavUVqeGamBTRSAvOKjVjkVRc6DQcOG4Rv2Or6t\/lbumflKv6+p87d8PKVf19T5274Bh9jq+rf5W7ofY6vq3+Vu6Z+Uq\/r6nzt3w8pV\/X1PnbvgGH2Or6t\/lbunash6D8JxjylX9fU+du+dp8a\/pN8TAONbc86xPta31tEI\/tzzrE+1rfW0QgBCEIAQhCAEIQgGyhz1\/Uv8AcZ2z5ziPa1fraLUOev6l\/uM7Z85xHtav1tAEoQhACekTyEAIQhACEIQB\/bnneK9tW+tohH9ued4r21b62iEAIQhACEJkbcIBjCEIATuM4dO4wDju3POsT7Wt9bRCP7c86xPta31tEIAQhMhv1gBPJb8Rs\/Z\/2QOtT\/Jbd1yoGa5Mbx1ynfozx5VkTpNV7PIQhMjQ2UOev6l\/uM7Z85xHtav1tFqHPX9S\/wBxnbPnOI9rV+toAlCEIBlPJ6ZZKOCwowLVGa9U7hNMeNzun0rOMmRQq126KzCEJmdhCEIA\/tzzvFe2rfW0Qj+3PO8V7at9bRCAegwnk2Ust+Vu6o7I+DEzyW5Nk4FsI1QVrVB92VIzTJjcKvycY8qyXSfHsxhCEzNAncZw6dxgHHduedYn2tb62iEf2551ifa1vraIQAhCEA9nkIQAhCEA2UOev6l\/uM7Z85xHtav1tFqHPX9S\/wBxnbPnOI9rV+toAlCEIAT288hACEIQAnptPIQB\/bnneK9tW+tohH9ued4r21b62iEAIQhAPbwnkIAQhACAE7jOHETuMA47tzzrE+1rfW0SKkWJG\/dLkfCOnhmxNM4ZXcYnFurtuBYFF3a6G+4g67xFqXhLhgHDYJGvVr1FuVGVagcBRyd6hgAN3JBABAMAqkJbMV4RYZ2W2DUAVaLl+SKhVFylbKoW\/HUZdTdd1mG8K8Lp\/wBEp5TMbrTF7uWyaITl1BGt7oLkgmAUuEb2liFq1qtRECK7uwQbkDMSFHZFIAQhCAbKHPX9S\/3Gds+c4j2tX62i1Hnr+of3LENsjDV8YDRSpnxAJzgGy03qFlW4IBOZdSCBl3bpAVmEtmK8JqFQ0yMIBkreNOqkkZSOK6m5DcrNzRfMN3n\/APT0cx\/6RcoKZLZA6AYjxrKpCWsUCpu0C9ZBoKpCWKlt7D8pqmBpszqwcglQWNUuWA1CgjKvJsQAQCAbRjH+EeFqU6qrgUDOK4V7qCnjHVwFCoBZcvbyiAbE3AqsIQgBCEy0t1wB3bnnWJ9rW+tohLK+1hhsRjh4pKnjKzg5wCAgaoGABBFzmFiQQCoNjpMts+EVGuhWnhgjeOSoGOUiy0whUjLyrnWxv74BWIS6U\/CvCj\/6CHUk8wAqagcJol8u\/Q31JGg3InbuF8Y7jBquY18x0ZrO6suVXBRSoBGi8dbi9wKzCW3FeEuGdKyrglUutcBhlDXqBArGy71ycDY9F2JlSgBCEIATuM4dO4QBzEVn8ZU5bc5\/vH0jMBWf02+YzLEj\/JU\/U\/1GYAQUyFV\/Tb5jMhVf02+JmIWN4R0UMW32sOrpneODnJRRxKWsbIPH7fNMkDOx\/UVX46n+JEP4XYi\/JVbdbOT8QRNXhJXXxhCyLwdDOZ7frxUtUZKbastGB8KXYgVEZfzIxYe9Tr8LywU67MAy1CQdxDGxlfwOzVC3Mk9nEI+QHRrkdo\/2\/qM\/xFGO0fAjluVMkQ7+m3xMyzv6bfEzMU5kEnzz0GrO\/pN8TPQ7+k3xM3hICnANOZ\/Sb4mGZ\/Sb4mb\/ABc98XAF8z+k3xMM7+k3xM3+Lh4uAL539JviZiXf0m+JjJSYlIBoLv6bfEzEu\/pt8TN5pzApANJd\/Tb4mYmo\/pt8TNxSYFIBqNR\/Tb5jMTVf02+YzYVkftfFmjTLKAW3AHd2npljFydIjdDZqv6bfMZiaz+m3zGVXBbSxVRtKg7MqW\/q8nNm4w1A6sAHQgMBuN72I6Nx06prPBKMdn0cxmm6HGrVPTb5jLPnb0j8TKuwlntMTsrWPxNOmaj1Gsis9yNTo+U2HTfSVzAeEBqVSWYKhNlQi7W4ajjJSu+GbEVVaqhXKaYpEjKMzEvrxJ5Atvup90XsfZK0mYIBUrK1TIHJFOmiPlV3IF2cjKQBrqObzp6cajFPZWZu30y1BZVvCLaT0qzIDplQjsI7wYrtSti6GIQ4iocr81qLMqWFrgLwIuND07zGfCXBNicNTxNMElAwYfeamGIz2HQQT2MeiXHH8bU0+HwST24oqtbEF2uY5gsRlMi0MYQz0xk07M6LKm1Ta15v2btNFrI9RiEXMWNibAqVGg6yB75Vw8tXg9TSijtWUOa9JxTQWZsp15anmh9Lb9ASbTSWRuLjXZFFJ2Wfweq1KtI1Kh5zNlXKBlXouOcL6X\/LJgU4o5+y4PMBmNKkgA33IUKL267RLa21qqLRFOnlqlwWpVCFLJkc2BBK6kWtffYbyJ85wc5NrqzbZJckyKcyFORdPbjKieMoFaj5ciqyMhV75WLhjYEBjqPum242QpeEOLxDWwuGTQ25bXYngLsUAMiwTfjgbxLL4uHi57snEePpI5XKTcMOhlNiN54yOfwkor4zMjgo9RCBa1lcqGzXtqBcDfOVik24pco62VWSHi5i6AAk2AHE6Ae+U\/G+FVes9qFqai+oszG\/Eki3wEyO13ai9Co61XqAqqDOKgJ4572FrZuHaBN18SbVs4eWJbTTlarVKlOtiWp1w4TM9SnUBXLyc7LTcaGy6gEabr75bqNBlRAxuwVQT0kAA\/zIHH7Fw2fGPcq70uXY6JmDZmW+gZgFv\/8Ao3zwqpNMsuhui61BdTfpHEHoI4RXaOOpYdc1Vwt9w3sdbaDovx3Sm4PbJTO7VnU25qWGYC5GttN516zJ3Z+x0apUXFkO70lOUkkJ4zOCMzG7PlHO4agde0\/jxi7b49eTmM2+CZpOtRQynT+RpfX3EfGDJKwj1cATh2rU3uAUc6FQrXy1EN8pKkgHXfwsJY9lYsYijTqgWzZrgG9irFCL9qmY5MWq2XT6O4yvh9gySreG7MlOmw5t3U9RIBX42b4S4skSxmGp1qbpUAZGzBr6DknffgQRe\/C0zg9ZJlkrVHKsFjWptdTLb4IozCtVbcxRR15bk\/UJpTwHXNcYklDYiyDxhU\/nvb35fdLDXNPCYclUOSmvNW5Nr6kn3kk9pnoyZdo6pnEY07ZtYSzStI6uoZTcEAg9ovLNPLVGpy99lVvGYqvUIp00eqQ1gajnO2VUDc07uVbTheMbK2lSw6oWUksqqzA3a9y17HfcsSdb9sU2vthmaope2RqwC2JDOXZRbS1spzayEwwYkkuyqoucrEE8AAeF9fgZ9TWLjXdnmTadll8KMSmJajQpnVc1SozCwpLa1n6Gtrl380bzHthY+oKVNKaKQoUWa4Nhv1G4n+5Rkr25KnKpO7XL2npkxgNq1M+bxh1Cgj7tlAUcnduEY4RrVq0G32jf4WeD3irYmkmWm+Uumn+Jm6LaZCTbqOm4i0Hh8O9RlSmhd2NlVRdif+ceEu+P2wamGNIrYFbOVNyyDeqAjQkaXO4Xlf2ThnOUU7B7g5iBoouN5PJ1N79QkhjkuGHJdomNk+CniS7Y2nmCnDhQGvTbO65rEWLMFDgjcOu4MG2uDUxWJZC97ItjbIp5INrajcLfmjtAJRejSFVqrl1eq5ZmQZM2VUVibasLnS+UaCR2Pw\/iKlRLXpPe1uAYWKnoI4TTHDy+zhu2LHalTEMTUqPkA5uc2+F7TYjPUsVzBXOVVGZ6tVhYiwJtvVdTuyjoEjMBQOaoh3gG3WOmX7wT2G1BqmIrG60y60RpqNzObfKB2nollJQjdf2CLxGynpYjC0jXcvbO\/MIR7C+S626N9+PTGa2ExVAP4nEJo2bK6BTe+YNnW\/H8sTpYs1MezsdAxHZbhJXwox9OmiuG1Jt1Ef8AP6nSi1SfnszcuSv4La+OoghAxVAxIBDU1DG2Yg2ubnS9z8NEMQmIrAGojKpY8N7MbsbDjxJMl9oVkWhTpBgWfK7hT946qrEb8qkabrlopjagp5VfNUa2gLWRQeidxhHmR1syKq7LqU3UqxZCwBY70vYcu3C539Umk2W1IqovnLDM1mYWzArlIHN0B0kcalSpTflhFAXkctsxUmym+gt1wxOG8XTVnqObrewbKBwFrddp0ly2lwGyYrYyvRRh451ZjlCh2ICL95ddLnda2gPTENq028RmdiGe7WBJZgABy2Ym5JsIri9nMr0hndmNMPUB5RS\/NA4iwK6SYwWE+14QNfloCpHYbj\/ScJR7DkIYTZdOmzMVzMFplS3KAbnFrHQ62HumGKxNXOjVHZ3quELXABtYhBbjcrrw3CbfCTDECkyVLB0CMoOoZOJW97cPhMKAdlRlGVKS6M2tm3l+tyde2VpN8IJ8HtbD4Y1qqPlUoAFYgFS4Fm0PSbmIbGxq0Fqra7hiUZSVJB4i2u\/r4zX5Nd6Zq3OrkAbuF8zNGMQ1NVUAZatFxdGGjod9ju6GHZOa45OifxHhM60wPFcu1i5IKXGhYADpB0kY+NqDDots65hnX7xGpNj16HtHbPcRSTJRWm3Pz5A1y9yGflE\/mIHvkOu0zTqWcBgtxoCt+BDKCbNrbjOFhhHwXaTLbh9v08oFQMpA1YKMl+gBSTb3cJH4jbDVqlqZZEUEg\/fZhxI7L2B47+rTQpLUpu4NrXNnN+Tu39qtF6VWmlmIIBv7yBc26Rwv0kTlfGxqWxXkk1Ru2ZjRSatluKQfkK2hyMdyj8u8AcNOgjo\/j16\/lbunLsNerVzHRVNwvDs6z1zo+dpxk+PGXJVNo5DtKkxr1Gscpq1lB4Eq5vbsi2LDLyd17fwP9zJ\/bWN8diyLAIjOqqBYDlG+nbEttpTIUjnD4W6J1GP+LZG+RTYtBKlVUdMwOm8jnEKN36p5iWHjMtJcutgBvvut23krgsCcPTo1G51V6bAaiyLcg+869lo\/tfZA8Y1enzW5TqN6tcXcdR1J6Drx06jFtI5clYvgaLsuWoDf+f8A3NLq1Mhl6PfoSJY8IyFM2mYDXrtx7ZBbSok0KFQbmDA9uZmH8E\/CbSoiZv2MoZqjFuWAMo4nU3\/oTbXw9Wq3ADpY\/wCg1imzcctJTZQGO9vvHqvwHVJHYVR8XW8WoOUcp2G5F6SevcBx+JDZKPLI7uzZQwIp4ygC5cOmVmItc24DoGg90l9r7SbDoaRvYkEdFrAEX938yN27WVcTSyaBNB2DQSQ2lVWsgzAH\/n8Qo3X7ycvmrIWqiJTDrUzVXC808hWJ5R6Sbk6n4RLFYapUQCrUJym\/C4+G8f7TLDGlQqh3Qtk1RWPIDjmkjjY62OknaOGSu9NcozDDtmPTlsU09072p89B8FUxWzXpqKtNw6cSN44aj+JP0cOMRgvGJbOhFwTYm3+38zzZGHwy1g1VS2Qn\/Gx5GYaajj\/U8xFZUquaYCo5vlHNEL\/alwisjK+HDWKkhtMw4X07vjLHWOHq0FW5DqB907xqCDa2+RyUQxvLBsvZwa07yRUVs2ctlVwe0GwrVsykvUAVmfnZRwXoHcOiSHgrirO\/QxuRw1j\/AIZYFBSBUcpTe\/G3ESI8HqPLA4kG3aBf4aTKFSTfgraasU8NUaniwfuuiFejQkMPcdf\/ACE1VMU1SiqjpF7cZOeFKLiKCknlo9weNiCGHxCn3CQ+xMIalJwOcpBHunMFJWmdJqkb9nbXSnQenUpkknTdl7TxH+s1pgVrU1ccl1uDbcyg8m442Fh06TZiNn2a4FuqOYC1MG5sJ3r7I36ILErU8YrM1ylgthYKBusJoxCtUfMVUNpcgWJ6z1yz18Mj6qQb9Ej69JaYLHh\/J4SOKKpB9jBw9M5blGbTpBOoi5wgrZ2JsQbKl9VQAf2SfhJbZNUGmit95Qw6+DjtDAn\/AMuqYYnZ19V\/iXW0SyLpZMPlaobAsq34AnieqdD8fT9NZzvH7PeouV7sAbgG++xH+pl3+yH0Zjmck0kjSJz59jYqpiKxWnYGpU5TkKLZzrqb\/wASewOwsPRtUxdQVGXUIP8A4gelr6v2aDpBkBtHaVcVqwB3PU48M5iL1K1Te1\/fM1WtcldslNt7U8fXDX0XdJWjisyb9wlfwmxq72yrbra6j4ta8sOCwlDDDNXqio3oLpTHbfVv4HUZpCTXaOJUaMMjphqlaoMubMKY3Zl9O3AHh0jXiJI7Jp06uDFJ+jeN4O8EdYMgNvbcOIaw5omex9phOSTOlLZ0w4ugTYLmoVqOqIDzxqzD8q8D2nTrllTaGHwdHxWHXKDqxJu7tuzO3E\/+hYSOrYhXGhkZiKIO+dPEuycvsXxGKNSoWPTJbCYvMMo1PVItFprvUe+NptJUFgAOzQTqEteytEquCp3D1LG2oX7t+luns3dsa8G8QGxVRzuItKviNos+l9Jt2btHxbXiTUrXs5cXRavCDY6s5dOS3H0W7eg9crbYWop1F+w98sibcSovKMXerTbiJcaaVSOU2iMpVim8GTuzNrKtgdO3SIkUzxEwKU+kTWSUlTDJ\/FVKdVSHdQDxJAF+u8oeKZ6FVkptmUc10YEWPC4MlKmHp9UXegnTM443HpljSFRjm8W6tclrdgmOBxbYYFhxm61MHUiGJw4qWy\/80hxfd8nXBrxXhM9SysqgAi5HO0ivlIvnA9E\/zp3xfa2D8XVsgORgCAVuF6jPLqKZuFDflFrjrmWzSaKkvBNLiqjUKToLsoKtbeej32kYaxqOPGkhb6jdYHexjvg5jVphlfmnpj21aCVlVaYFr3NuPUeqdU5RHTPMBTWph1CtqhbKw7eE1VNoVKXOFwOI7ooz16O5DYejru6pAriK5qM7FlBJJDf1YxKepFGyxtt1msFAFxvPdL3mb0pyJnN7zqfjOuebJlbNFE57Wx2D8ZWFZirjEVrnlEFOUANDoQ1j2CZ0dp7PROczPamd7hcwyhxow3kOb9DC2otOo1ec3a39zyeP8zNKOZvt3AEffByuLBmKFjlKMbvcKLMpANzmvwms7S2Wbllb\/uckM+bnf48rFyAMoN7gm5W2gM6hCdbv9Yo4picVS8ZU8W3IzNkueVkvyb6nW1pguLX0h8Z26EqzfwKOLJtG33x8ZtG1Pzj4zssJ0vkP0TVHGTtEekPjMTjR6Q+M7TCT7L9E1RxT7UPSHxnoxY9IfGdqhL9j+Bqji4xo9IfGZjaP5\/5nZYS\/ZY1RxvykfT\/me+VD6z+Z2OEfakNUcbO0z6z+Zido\/n\/mdmMI+yxqji324ekPjG8Hto0yDmBHQSJ16eQvlP0TVHNcZ4T0aqANTAI4giQVbaCHcRbtE7PPJ0\/kSZVjRxL7YPTHxEaw23GpnRx7yJ2OEz+w14Lojl6eF\/Bwp94iON25Tf7qj3idehK\/lya6IoI4XWxikHlKNDxE6vn65OGS8ylktnaR\/9k=\" alt=\"Telescopios de la NASA delimitan la espuma del espacio-tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">Al igual que antes he inquirido sobre d\u00f3nde estaba la gallina que hab\u00eda puesto el huevo c\u00f3smico, ahora se me podr\u00eda preguntar: \u00bfDe d\u00f3nde salieron la espuma de espacio-tiempo preprimigenia, y la brizna de materia inicial, el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el inflat\u00f3n, vo, iria girando por encima de las gradas alrededor del campo. Todo lo dem\u00e1s es absoluto vac\u00edo. Al formarse los \u00e1tomos de hidr\u00f3geno de manera simult\u00e1nea en todo el universo, este se volvi\u00f3 pr\u00e1cticamente transparente. 3 Y no he mencionado nada de las importantes etapas posteriores, como la de recombinaci\u00f3n, la formaci\u00f3n de las primeras galaxias, ni de la <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> estelar, de la que Hoyle fue pionero y que dio origen a los elementos pesados [4]. Tanto el principio como la conformaci\u00f3n posterior del universo es much\u00edsimo m\u00e1s rica y compleja que un banal gran estallido etc.?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ5BMR8oYkU9iBtSlmPOIhbCMrP2ic0-zyaE-Fz3-6vp_RzhINVD9t-1Xi3L3EHliJrG9w&amp;usqp=CAU\" alt=\"La primera imagen de un agujero negro confirma la teor\u00eda de la relatividad  | El Imparcial\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la espuma cu\u00e1ntica? | Muy Interesante\" \/><\/p>\n<p style=\"text-align: justify;\">Pero, dej\u00e9moslo bien claro, por favor; una cosa es ya meter todo el universo jibarizado, escondido en el sombrero de copa, y otra muy distinta introducir tan s\u00f3lo unos peque\u00f1\u00edsimos elementos, que ni con los microscopios m\u00e1s potentes imaginables ser\u00edamos jam\u00e1s capaces de ver. Nuestra chistera est\u00e1 much\u00edsimo m\u00e1s vac\u00eda que la que nos muestra el mago Pop. Y a partir de ellos, de estos elementos nimios, y con un \u201csimple\u201d gran soplido del globo del espacio, hemos sido capaces de crear un universo enorme y todo su contenido material y energ\u00e9tico. Y a coste cero, aunque este punto no tengo ahora tiempo de explicarlo. Quien quiera saber m\u00e1s, puede leer mi nuevo libro, recientemente publicado:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQS6Mo77JCFerKJp9vjcV1ju17B8NnD2yRKaErK_ssDgQ6ROIKFKUkeLVCXKqwYwztJLik&amp;usqp=CAU\" alt=\"Dinosaurios | \u00daltimas Noticias de Dinosaurios | Temas en La Voz del Interior\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQrFRRGbAH5jYf71vNcsuffnXa17qqfK3KSEz-UF9w6Ny1D8tACWwNfaD7jFU2yb5-wSV4&amp;usqp=CAU\" alt=\"Del &quot;Bing Bang&quot; al &quot;Big Bounce&quot;\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cosmolog\u00eda, la ciencia que estudia TODO el Universo\" \/><\/p>\n<p style=\"text-align: justify;\">Cosmolog\u00eda moderna: desde sus or\u00edgenes [4]. Obs\u00e9rvese que mi descripci\u00f3n se sit\u00faa en la frontera m\u00e1s lejana de la f\u00edsica fundamental que conocemos. No se puede afirmar a\u00fan que la inflaci\u00f3n c\u00f3smica haya sido comprobada del todo. Pero se tienen muchos y muy importantes indicios de que ocurri\u00f3. Y las teor\u00edas alternativas (de un universo pulsante, en cosmolog\u00eda de lazos, etc.) lo que hacen es intentar recrear en esencia sus mismos efectos, aunque partiendo de otros principios. Quede claro que lo que s\u00ed hemos comprobado sin lugar a duda alguna es que, del \u00e1tomo primigenio y del gran estallido que muchos mal informados siguen afirmando que se produjo, no hay ni el menor rastro; eso s\u00ed que es cien por cien seguro que no sucedi\u00f3 jam\u00e1s. Otra observaci\u00f3n, esta para las lectoras y lectores avanzados, es que no he mencionado en ning\u00fan lugar los multiversos. No queda excluida, ni mucho menos, la posibilidad de que el universo total sea infinito y que todo lo que he descrito hasta aqu\u00ed sucediera simplemente en una peque\u00f1\u00edsima regi\u00f3n de un grandioso espacio-tiempo multidimensional; que s\u00f3lo un peque\u00f1o puntito del mismo inflacionase, etc. En otras palabras, que mi descripci\u00f3n se refiera \u00fanicamente a nuestro universo. Y que, como el nuestro, pueda haber toda una multitud ingente de otros universos, cre\u00e1ndose y desapareciendo por todas partes. Las teor\u00edas de supercuerdas y branas admiten de hecho estas posibilidades, incluso las favorecen. Pero, de prueba f\u00edsica, real, no hay ninguna, hasta ahora.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gravedad Cu\u00e1ntica, pesando lo muy peque\u00f1o (Primera parte) - Naukas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: APROXIMACI\u00d3N A LA TEOR\u00cdA  DE LA GRAVEDAD CU\u00c1NTICA DE LAZOS\" \/><\/p>\n<p style=\"text-align: justify;\">Como siempre, tengo que terminar recordando que nos queda a\u00fan mucho camino por recorrer, antes de poder llegar a responder las preguntas anteriores que he planteado. No tenemos una teor\u00eda que unifique la f\u00edsica cu\u00e1ntica con la gravedad. Pero ya he mencionado otras veces que es muy posible que esa teor\u00eda tan deseada, aunque la encontr\u00e1ramos, quiz\u00e1 todav\u00eda no ser\u00eda suficiente para llegar al mism\u00edsimo punto inicial, t=0, a la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, que aparece en las teor\u00edas de gravitaci\u00f3n actuales (y por la que, entre otras cosas, a Roger Penrose le concedieron el Premio Nobel de F\u00edsica 2020). Lejos de desanimarnos, ello nos empuja a seguir investigando. Por \u00faltimo, es muy saludable de vez en cuando echar la vista atr\u00e1s, y observar, pausadamente, de d\u00f3nde venimos y todo lo que hemos conseguido entender hasta ahora. Lo que vamos avanzando, paso a paso, a\u00f1o tras a\u00f1o, siglo tras siglo. Y no obcecarse, una y otra vez, en las mismas cuestiones de respuesta muy dif\u00edcil y que es bien posible (como muestra nuestra experiencia de descubrimientos pasados) que a\u00fan se tarde cien o doscientos a\u00f1os, si no m\u00e1s, en poder llegar a contestarlas. Y es completamente seguro que, para entonces, habr\u00e1n aparecido nuevas preguntas en busca de respuestas.<\/p>\n<p style=\"text-align: justify;\">\u00a0Emilio Elizalde<\/p>\n<p style=\"text-align: justify;\">Bibliograf\u00eda [1] John Headley Brooke, Ciencia y religi\u00f3n. Perspectivas hist\u00f3ricas (Santander, Sal Terrae, Jos\u00e9 P\u00e9rez Escobar [trad.], 2016, 1991 [ed. original]). [2] Teodor Suau, Del caos al cosmos: lectura de G\u00e8nesi 1-11 (Publicacions de l\u2019Abadia de Montserrat, isbn: 9788484156116). [3] https:\/\/www.enciclopedia.cat\/divulcat\/big-bang. [4] Emilio Elizalde, Cosmolog\u00eda moderna: desde sus or\u00edgenes (Ed. Catarata, Madrid, 2020). [5]<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/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%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;t=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/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=https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/12\/no-hubo-explosion-en-el-nacimiento-del-universo\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/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='https:\/\/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\/2021\/07\/12\/no-hubo-explosion-en-el-nacimiento-del-universo\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;title=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F&amp;t=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/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=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/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=No+hubo+explosi%C3%B3n+en+el+%26%238220%3Bnacimiento%26%238221%3B+del+Universo&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F12%2Fno-hubo-explosion-en-el-nacimiento-del-universo%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>No hubo ninguna explosi\u00f3n en el inicio del cosmos Emilio Elizalde En este art\u00edculo se intenta describir, de manera f\u00e1cilmente inteligible y siempre de acuerdo con la f\u00edsica actual, el denominado Big Bang: qu\u00e9 fue lo que en realidad pudo ocurrir cuando se origin\u00f3 nuestro universo. Y Dios dijo: \u201cH\u00e1gase la luz\u201d. Y se hizo [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26810"}],"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=26810"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26810\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26810"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26810"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26810"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}