{"id":15163,"date":"2020-10-18T12:00:42","date_gmt":"2020-10-18T11:00:42","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=15163"},"modified":"2020-10-18T11:04:30","modified_gmt":"2020-10-18T10:04:30","slug":"%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/10\/18\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye-4\/","title":{"rendered":"\u00a1La Entrop\u00eda! con el paso del tiempo, todo lo destruye"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/entra-algo-aprenderas\/\" rel=\"prev\">S\u00ed, es cierto. Nosotros somos parte del Universo: La que piensa<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-NsJsaP3LE_Y\/UGna55rm3pI\/AAAAAAAABPs\/xmUn2mycnTk\/s320\/417996.jpg\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Hemos llegado al l\u00edmite del conocimiento?\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Un mundo de apariencias: El problema duro de la conciencia. Las arenas movedizas en la que nos estamos hundiendo cuando tratamos de saber sobre lo que la Mente es, una &#8220;m\u00e1quina&#8221; asombrosa que crea idea y pensamientos&#8230; Y, \u00a1sentimientos!<\/p>\n<p style=\"text-align: justify;\">A primera vista el edificio de la Ciencia aparenta estar erigido sobre suelo firme y profundos cimientos, como una Unidad congruente, monol\u00edtica, dando fe de una sola realidad. Sin embargo, la ciencia es un constructo din\u00e1mico y cambiante.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las Ciencias Naturales y su importancia - Profe Cristian 123\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTPA3-kV-7m24CU4tm5yqfGODMEUbna1P361w&amp;usqp=CAU\" alt=\"6 verdades sobre el amor seg\u00fan la ciencia que pocos conocen - Infobae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como dec\u00eda Thomas Kuhn: &#8220;Parece m\u00e1s bien una estructura destartalada con escasa coherencia, es producto de la observaci\u00f3n, del razonamiento y tambi\u00e9n de muchas pasiones, siempre de seres humanos&#8221;.<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/28\/hablando-de-fisica-y-otras-cuestiones\/\" rel=\"next\">\u00bfLa Mec\u00e1nica Cu\u00e1ntica! \u00a1El Efecto T\u00fanel! Y, \u00bfcuanto m\u00e1s?<\/a><\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"http:\/\/www.textoscientificos.com\/imagenes\/quimica\/estructura-etano.jpg\" alt=\"Etano CH3CH3\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\">El \u00e1tomo de carbono<\/p>\n<p style=\"text-align: justify;\">La qu\u00edmica de los compuestos que contienen carbono se denomina qu\u00edmica org\u00e1nica.\u00a0 Originalmente se la llamaba as\u00ed porque se cre\u00eda que solo los organismos vivos pod\u00edan fabricar o poseer estos compuestos.<\/p>\n<p style=\"text-align: justify;\">Los compuestos org\u00e1nicos se basan en el carbono combinado con otros \u00e1tomos de carbono y con otros elementos como el hidr\u00f3geno, el nitr\u00f3geno, el azufre , etc. Formando grandes estructuras con distinta complejidad y diversidad, el \u00e1tomo de carbono\u00a0unirse a otros \u00e1tomos de carbono formando largas cadenas las cuales pueden ser lineales, ramificadas o bien c\u00edclicas. Se han aislado miles de compuestos de carbono de varios sistemas biol\u00f3gicos, aqu\u00ed algunos ejemplos:<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/biologialosalpes.files.wordpress.com\/2010\/07\/02-09-g-51.gif?w=614\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/biologialosalpes.files.wordpress.com\/2010\/07\/02-09-g-41.jpg?w=614\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">Los \u00e1tomos de Carbono se pueden juntar con otros \u00e1tomos de Carbono u, tambi\u00e9n con los \u00e1tomos de otros elementos para formar grandes estructuras. Es f\u00e1cil encontrar el Carbono unido al Hidr\u00f3geno, Nitr\u00f3geno, Azufre y otros.<\/div>\n<h3 style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/proyectodescartes.org\/iCartesiLibri\/materiales_didacticos\/Fisica_III\/imagenes\/122.jpg\" alt=\"Libro digital interactivo\" \/><\/h3>\n<p>La parte caliente transmite a la fr\u00eda energ\u00eda calor\u00edfica hasta que se igualan<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcReT0gGSvQoQ7DJtTpEmZSzMWmIwqfqJ9wjQA&amp;usqp=CAU\" alt=\"FISICA 2: \u00bfC\u00f3mo Viaja el Calor?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT5F_sAtR2L5zAlMTVhOG_8BrIaNkC4b1aI6w&amp;usqp=CAU\" alt=\"Explicacion de las leyes de la Termodinamica, Descripci\u00f2n Sin Formulas \u2013  BIOGRAF\u00cdAS e HISTORIA UNIVERSAL,ARGENTINA y de la CIENCIA\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Muchas veces he dejado aqu\u00ed una rese\u00f1a de lo que se entiende por <em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a><\/em> y as\u00ed sabemos que la energ\u00eda s\u00f3lo puede ser convertida en <a id=\"_GPLITA_38\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cuando\u00a0\u00a0 \u00a0dentro del sistema concreto que se est\u00e9 utilizando, la concentraci\u00f3n de energ\u00eda no es uniforme. La energ\u00eda tiende entonces a fluir desde el punto de mayor concentraci\u00f3n al de menor concentraci\u00f3n, hasta establecer la uniformidad. La obtenci\u00f3n de trabajo a partir de energ\u00eda consiste precisamente en aprovechar este flujo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/sicutdeux.files.wordpress.com\/2011\/05\/entropia2.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, la Entrop\u00eda, no nos debe resultar tan extra\u00f1a como esa imagen de arriba. Es algo que est\u00e1 presente en toda nuestra vida cotidiana. Sus efectos los podemos ver en todo lo que nos rodea y <a id=\"_GPLITA_37\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> sentir en nosotros mismos. Nada permanece igual, todo cambia y se transforma: Es la Entrop\u00eda destructora que hace estragos en connivencia con el tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/kotorra.files.wordpress.com\/2011\/04\/madre-e-hija.jpg\" alt=\"\" width=\"300\" height=\"450\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSsGuQN8zAURNT-_mhoU8XC4NX56W_9Qf4GZg&amp;usqp=CAU\" alt=\"Mujer Joven Que Echa Un Vistazo En La Anciano Una Foto de archivo - Imagen  de vistazo, joven: 91203374\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Los personajes de la segunda imagen son los mismos que los de la primera: \u00bfQu\u00e9 ha cambiado?<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Ha cambiado que el paso del Tiempo con su &#8220;prima&#8221; la Entrop\u00eda, han hecho su trabajo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que la madre ha sufrido m\u00e1s intensamente los efectos de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> que la graciosa ni\u00f1a que <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> est\u00e1 comenzando su andadura por la vida. \u00a1El Tiempo! Ese inexorable transcurrir de la fat\u00eddica flecha que nos lleva, desde el mismo instante\u00a0 del nacimiento, hasta el inevitable final: Es la Entrop\u00eda destructora, ese mecanismo del que se vale nuestro Universo para renovarlo todo, incluso la vida que, de otra manera, no podr\u00eda evolucionar, y, de alguna manera, ese surgir de la vida nueva, y las nuevas estrellas y nuevos mundos que nacen en las galaxias, se podr\u00eda considerar como <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa, es decir, algo que est\u00e1 ocurriendo para que el Caos no sea total.<\/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=\"Calma Serena Lago De Agua Del R\u00edo Que Fluye A Trav\u00e9s Del Bosque Del \u00e1rbol  Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image  50585316.\" \/><img decoding=\"async\" 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\" alt=\"Paisaje paisaje equinoccio cae el parque nacional Yosemite Park cascada manantial  agua de fusi\u00f3n monta\u00f1a mounta Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la Desembocadura de un R\u00edo - Caracter\u00edsticas\u2714\ufe0f\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTEZVOiD39a-r5PR4wriA3X2To8ubs8v2C60Q&amp;usqp=CAU\" alt=\"10 curiosidades sobre el Amazonas, el r\u00edo de los excesos | iAgua\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El agua de un r\u00edo est\u00e1 m\u00e1s baja y tiene menos energ\u00eda gravitatoria en el manantial del que mana en lo alto de la monta\u00f1a y menos energ\u00eda en el llano en la desembocadura, donde fluye suave y tranquila. Por eso fluye el agua r\u00edo abajo <a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el mar (si no fuese por la lluvia, todas las aguas continentales fluir\u00edan monta\u00f1a abajo hasta el mar y el nivel del oc\u00e9ano subir\u00eda ligeramente. La energ\u00eda gravitatoria total permanecer\u00eda igual, pero estar\u00eda distribuida con mayor uniformidad).<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.turismo.com.ar\/images\/CataratasIguazu1.jpg\" alt=\"\" \/><\/div>\n<p style=\"text-align: justify;\">Una rueda hidr\u00e1ulica gira gracias al agua que corre ladera abajo: ese agua puede realizar un <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. El agua sobre una superficie horizontal no puede realizar trabajo, aunque est\u00e9 sobre una meseta muy alta y posea una energ\u00eda gravitatoria excepcional. El factor crucial es la diferencia en la concentraci\u00f3n de energ\u00eda y el flujo hacia la uniformidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Energ\u00eda hidr\u00e1ulica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"El molino de agua\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y lo mismo reza para cualquier clase de energ\u00eda. En las m\u00e1quinas de vapor hay un dep\u00f3sito de calor que convierte el agua en vapor, y otro dep\u00f3sito fr\u00edo que vuelve a condensar el vapor en agua. El factor decisivo es esta diferencia de temperatura. Trabajando a un mismo y \u00fanico nivel de temperatura no se puede extraer ning\u00fan <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, por muy alta que sea aquella.<\/p>\n<p style=\"text-align: justify;\">El t\u00e9rmino \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u201d lo introdujo el f\u00edsico alem\u00e1n Rudolf J. E. Clausius en 1.849 <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> representar el grado de uniformidad con que est\u00e1 distribuida la energ\u00eda, sea de la clase que sea. Cuanto m\u00e1s uniforme, mayor la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>. <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>Cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la energ\u00eda est\u00e1 distribuida de manera perfectamente uniforme, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> es m\u00e1xima para el sistema en cuesti\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/40\/Clausius.jpg\/250px-Clausius.jpg\" alt=\"\" width=\"250\" height=\"296\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Rudolf J. E. Clausius<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Clausius observ\u00f3 que cualquier diferencia de energ\u00eda dentro de un sistema tiende siempre a igualarse por s\u00ed sola. Si colocamos un objeto caliente junto a otro fr\u00edo, el calor fluye de manera que se transmite del caliente al fr\u00edo hasta que se igualan las temperaturas de ambos cuerpos. Si tenemos dos dep\u00f3sitos de agua comunicados <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> s\u00ed y el nivel de uno de ellos es m\u00e1s alto que el otro, la atracci\u00f3n gravitatoria har\u00e1 que el primero baje y el segundo suba, hasta que ambos niveles se igualen y la energ\u00eda gravitatoria quede distribuida uniformemente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sites.google.com\/site\/computicsprimaria3\/_\/rsrc\/1307040710776\/trasferenciacalor-full.jpg?height=422&amp;width=500\" alt=\"laenergia - computicsprimaria3\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Clausius afirm\u00f3, por tanto, que en la naturaleza era regla general que las diferencias en las concentraciones de energ\u00eda tend\u00edan a igualarse. O dicho de otra manera:<\/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=\"La entrop\u00eda y el paso del tiempo: \u00bfilusi\u00f3n o realidad?\" \/><img decoding=\"async\" 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\" alt=\"Entrop\u00eda, irreversibilidad y la flecha del tiempo - Revista C2\" \/><img decoding=\"async\" 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\" 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\" alt=\"Entropia \u00bfQu\u00e9 es? Ejemplos Aprende Facil - AreaCiencias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a1Que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> aumenta con el tiempo<\/strong>! S\u00ed, en los Sistemas Cerrados<\/p>\n<p style=\"text-align: justify;\">Si consideramos el Universo como un sistema cerrado (que lo es), al igual que nosotros mismos individualmente hablando, veremos que a medida que el Tiempo transcurre las cosas cambian, nada permanece.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/pics.filmaffinity.com\/Entrop_a_C-734452907-large.jpg\" alt=\"\" width=\"304\" height=\"190\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El estudio del flujo de energ\u00eda desde puntos de alta concentraci\u00f3n a otros de baja concentraci\u00f3n se llev\u00f3 a cabo de modo especialmente complejo en relaci\u00f3n con la energ\u00eda t\u00e9rmica. Por eso, el estudio del flujo de energ\u00eda y de los intercambios de energ\u00eda y trabajo recibi\u00f3 el <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de \u201c<em>termodin\u00e1mica<\/em>\u201d, que en griego significa \u201cmovimiento de calor\u201d.<\/p>\n<p style=\"text-align: justify;\">La\u00a0<strong>termodin\u00e1mica<\/strong> (significa\u00a0<strong>\u201ccalor\u201d<\/strong> y\u00a0\u00a0<strong>din\u00e1mico<\/strong>, que significa \u201cfuerza\u201d) es una rama de la f\u00edsica\u00a0que estudia los fen\u00f3menos relacionados con el calor.<\/p>\n<table border=\"1\" align=\"right\">\n<tbody>\n<tr>\n<td><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.profesorenlinea.cl\/imagenfisica\/termodinamica001.jpg\" alt=\"termodinamica001\" width=\"354\" height=\"331\" \/><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><strong>Motor de combusti\u00f3n interna: transferencia de energ\u00eda.<\/strong><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Espec\u00edficamente, la termodin\u00e1mica se ocupa de las propiedades macrosc\u00f3picas (grandes, en oposici\u00f3n a lo microsc\u00f3pico o peque\u00f1o) de la materia, especialmente las que son afectadas por el calor y la temperatura, as\u00ed <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de la transformaci\u00f3n de unas formas de energ\u00eda en otras.<\/p>\n<p style=\"text-align: justify;\">Con anterioridad se hab\u00eda llegado ya a la conclusi\u00f3n de que <strong>la energ\u00eda no pod\u00eda ser destruida ni creada<\/strong>. <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> regla es tan fundamental que se la denomina \u201cprimer principio de la termodin\u00e1mica\u201d.<\/p>\n<p style=\"text-align: justify;\">La idea sugerida por Clausius de que <strong>la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> aumenta con el tiempo<\/strong> es una regla general no <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>menos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> b\u00e1sica, y que denomina \u201csegundo principio de la termodin\u00e1mica.\u201d<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> segundo principio, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> aumenta constantemente, lo cual significa que las diferencias en la concentraci\u00f3n de energ\u00eda tambi\u00e9n van despareciendo. Cuando todas las diferencias en la concentraci\u00f3n de energ\u00eda se han igualado por completo, no se puede extraer m\u00e1s <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, ni pueden producirse cambios.<\/p>\n<p style=\"text-align: justify;\">\u00bfEst\u00e1 degrad\u00e1ndose el universo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.irtve.es\/imagenes\/detalles-nunca-visto-nebulosa-carina-guarderia-estelar\/1328721266261.jpg\" alt=\"Todo se degrada con el paso del Tiempo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 El tiempo corre y &#8220;las piezas&#8221; que conforman el Universo cambian, se destruyen y transforman<\/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=\"Los relojes y el verano: cuidados y consejos \u22c6 Watch Test\" \/><img decoding=\"async\" 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\" alt=\"Consejos para elegir un buen taller de relojes de lujo | Servitec4\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pensemos en un reloj. Los relojes funcionan gracias a una concentraci\u00f3n de energ\u00eda en su resorte o en su bater\u00eda. A medida que el resorte se destensa o la reacci\u00f3n qu\u00edmica de la bater\u00eda avanza, se establece un flujo de energ\u00eda <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el punto de alta concentraci\u00f3n al de baja concentraci\u00f3n, y como resultado de este flujo anda el reloj. Cuando el resorte se ha destensado por completo o la bater\u00eda ha finalizado su reacci\u00f3n qu\u00edmica, el nivel de energ\u00eda es uniforme en todo el reloj, no hay ya flujo de energ\u00eda y la maquinaria se para. Podr\u00edamos decir que el reloj se ha \u201cdegradado\u201d. Por analog\u00eda, decimos que el universo se \u201cdegradar\u00e1\u201d cuando toda la energ\u00eda se haya igualado.<\/p>\n<p style=\"text-align: justify;\">Si es cierto el segundo principio de la termodin\u00e1mica, todas las concentraciones de energ\u00eda en todos los lugares del universo se est\u00e1n igualando, y en ese sentido el universo se est\u00e1 degradando. La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> alcanzar\u00e1 un m\u00e1ximo cuando la energ\u00eda del universo est\u00e9 perfectamente igualada; a partir de entonces no ocurrir\u00e1 nada porque, aunque la energ\u00eda seguir\u00e1 all\u00ed, no habr\u00e1 ya ning\u00fan flujo que haga que las cosas ocurran.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-Ahzgr2rJbHo\/TgvaKr6Y4QI\/AAAAAAAAB2U\/-iKwzDhBHfk\/s640\/r-nasa-energia-oscura.jpg\" alt=\"\" width=\"635\" height=\"476\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La situaci\u00f3n parece deprimente (si el segundo principio es cierto), pero no es para alarmarse <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, ya que el proceso tardar\u00e1 billones de a\u00f1os en llegar a su final y el universo, tal como hoy existe, no s\u00f3lo sobrevivir\u00e1 a nuestro tiempo, sino que con toda probabilidad tambi\u00e9n a la humanidad misma.<\/p>\n<p style=\"text-align: justify;\">De todo esto podemos obtener una consecuencia clara y precisa; de acuerdo con el segundo principio de la termodin\u00e1mica, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> del universo est\u00e1 en constante aumento, es decir, la energ\u00eda que contiene tiende a igualarse en todas partes. As\u00ed que, como cualquier proceso que iguala las concentraciones de energ\u00eda est\u00e1 aumentando el desorden en el sistema, nuestro universo <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> vez tiene un mayor desorden con los movimientos aleatorios libres de las part\u00edculas que lo componen, cuyo comportamiento no es m\u00e1s que una especie de medida del desorden que en el universo se produce de manera continuada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"Rostros de la abuela con hija adulta y nieto en l\u00ednea  Foto de archivo\" src=\"http:\/\/us.123rf.com\/400wm\/400\/400\/pressmaster\/pressmaster1010\/pressmaster101000106\/7964959-rostros-de-la-abuela-con-hija-adulta-y-nieto-en-l-nea.jpg\" alt=\"Rostros de la abuela con hija adulta y nieto en l\u00ednea  Foto de archivo - 7964959\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las tres generaciones de arriba nos habla del tiempo que pasa, de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> que es su compa\u00f1era inseparable y, de los estragos que, en nosotros y en todas las cosas puede causar ese principio <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>universal<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de que nada desaparece pero todo cambia.<\/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%3AANd9GcRgK6tc-KVGg5d00vxT5gzSUNfkXhV2Ke_KUw&amp;usqp=CAU\" alt=\"Disminuye el estr\u00e9s para mejorar la autoestima - Phr\u00f2nesis  elartedesabervivir.com Rodrigo Mazo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQbIqa6JxxId7kYsDFdLG0f8zLJrny4U5OnlA&amp;usqp=CAU\" alt=\"30 Ejemplos de Entrop\u00eda en la naturaleza\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Entrop\u00eda En La Vida Cotidiana Con Ejemplos \u2013 Expande Tu Mente\" \/><img decoding=\"async\" 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\" alt=\"Aprovechamiento de Energ\u00eda e intercambios de calor y trabajo en la vi\u2026\" \/><img decoding=\"async\" src=\"https:\/\/www.loscabosnews.com.mx\/blogs\/hector_narro\/wp-content\/uploads\/2013\/04\/entropia4.jpg\" alt=\"Entrop\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> est\u00e1 presente en la vida cotidiana: objetos que se descolocan, cosas que se desordenan, vestidos que se ensucian, un vaso que se cae y se rompe, los muebles que se llenan de polvo, el suelo que recoge las marcas de los pies que lo pisan, todo eso es <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> y, <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> arreglarla, tenemos que disponer bien las cosas, recoger los objetos ca\u00eddos, lavar la ropa y limpiar el suelo o quitar el polvo, con lo cual, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> contin\u00faa estando presente en el esfuerzo que todo ello conlleva y deteriora la <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>lavadora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, la aspiradora y nos causa a nosotros por el esfuerzo realizado (deterioro-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>).<\/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=\"C\u00f3mo saber si tu lavadora est\u00e1 estropeada | guiareparaciones\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1nto puede durar un aspirador | OCU\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> est\u00e1 ineludiblemente unida al tiempo, ambos caminan juntos. En procesos elementales en los que intervienen pocos objetos es imposible saber si el tiempo marcha <a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> delante o hacia atr\u00e1s. Las leyes de la naturaleza se cumplen igual en ambos casos. Y lo mismo ocurre con las part\u00edculas subat\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/palmera.pntic.mec.es\/%7Efbarrada\/aula\/ima\/a61.gif\" alt=\"\" width=\"262\" height=\"277\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">La figura muestra, al 50% del tama\u00f1o real, la trayectoria de un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> entrando por la izquierda en una c\u00e1mara de burbujas.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\">electr\u00f3n<\/a> curv\u00e1ndose en determinada direcci\u00f3n con el tiempo marchando hacia delante podr\u00eda ser igualmente un positr\u00f3n curv\u00e1ndose en la misma direcci\u00f3n, <a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> con el tiempo marchando hacia atr\u00e1s. Si s\u00f3lo consideramos esa part\u00edcula, es imposible determinar cu\u00e1l de las dos posibilidades es la correcta.<\/p>\n<p style=\"text-align: justify;\">En aquellos procesos elementales en que no se <a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> decir en que direcci\u00f3n marcha el tiempo, no hay cambio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> (o es tan peque\u00f1a la variaci\u00f3n que podr\u00edamos ignorarla). Pero en los procesos corrientes, en las que intervienen muchas part\u00edculas, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> siempre aumenta. Que es lo mismo que decir que el desorden siempre aumenta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUSEhIVFRUVGBUXFRUVGBUXFxcVFRUWFhcVFxUYHSggGB0lHRUVITEhJSkrLi4uFx8zODUtNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK\/\/AABEIAL8BCAMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAAAQIDBAUGBwj\/xABEEAACAQIEAgcFBAgCCwEAAAABAgADEQQSITEFQQYTIlFhcYEyUpGhsRQjQmIHM3KCksHR8CSiFjRDY3OTssLS4fEV\/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP\/EABQRAQAAAAAAAAAAAAAAAAAAAAD\/2gAMAwEAAhEDEQA\/APtwSGpiWEmBQUh3S2USYgLSLSYgJFpMQItBEmIESYiBFpMRAREQEi0mQYExIBiAkMIkwKZZSZSJiIgQDLWlbTIogVIkWmSRAoRAhjIBgDMiCReSDAtIkXiBZZaVAloCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiBBmKZTKZYFbTIsraWgQd5VpYiUIgVMkQwkLeBmiReQT4wJtEXiBYGTKrLQERK31gWESBJgIiICIiAiIgRJiICIiAiIgIiRAmIiBEgS0rARAiBMqZJkGBUmAYaQVgHMqDLWiBF4kXiBsREQEREBERAREQEREBERAREQERIBgTERAREQERIvAhHBFwQR3jaSZyalP7OxqJrTY\/eJ7p17YPrqPKdDD11dcym4P92MDMIiReBJlS3OCZUmBa0m0xkyymBNpBloIgYrRLERAyxEQEREBERAREw1MSoOW9290an4ch4mBmmOtWC7nyG5PkBqZiGdt7IO4WLep2Hz85kp0VXUDU7k6k+ZOsCuZzsMo721P8PL1PpMXCWJpIxJJYAkk33mxUawJ7gfpNfg\/6mkO5E\/6RA3JEmQYEEwsARAtERASImGviFRSzmwG5MDJmkmcHEdKsMpyhwx\/LrNfE9L6SoWUZiOV\/rpA9GdZxa\/D3o5qmHewFy1JrlTz7PMHw+k8vX\/SE4vlpJ4at\/XWcfjPTCtXUAMEtqAlxdhsSb3geyxXSuwq02HVug0fdQW2uN78\/hL9ETVfPVYlaZJFNTftWOtQ38diN58+6McJxOLqEjRAczVXzEBhyU7s30n0jh3GStqOKBSqNMx1VwPxhtuW\/0gd4iSRKg32PwkkwKmSJBEWgZA0q72F5UmQ+u8CyvfWJjiBtRMaNLwJiQWtqZpY3H5EZ1XNlF77KTyF+dz3Xgb0wHEi9lBY88uw8zsPLeR1Bb2zf8o0X+p9TMyqALAWHcIGHqmb2msPdS\/zbf4WmvgaYFWtYAAFF+CZv++b95zuGVdKjtperU300Q9WD8Egb5kMZ5Tj\/AE+weGBAqCq4\/DTIaxHJjfKvqZ834\/8ApOxVYlaRFFeWXtNa\/NiLD0AgfXuNcdoYdD1tRRcGwJAJ02A3PoDPP8K6f0GqLSswTKqhyAO0B3XPZ+fhPh9birOczuWY3uxJLH1My4fHa7+sD9QJVBAIIIIuCNiDzvLXnxzod00eiRTqXelppzTXcf3\/AFn1fCY6nUpiojqU77iw8+6BuiTOdX4jZSyKXsL39lf4jv6Xm7TY21tfnba\/hAyREQKmY6tFXGVlDDuIBHwMymUgYDgKVrdUlu7ItvpOXjejWGcD7vJrf7slflt8p25UwPn+K\/R6STlxOl\/xU7keZDAH5TpcG6AYamPvb1m\/MSq+iKfqTPWwpgVoYdUAVQFUCwVQAAO4AbS7UwRYgEdxAIlhJEDDQwiITkULe17D5TKZZpQmAIgSbysARKmWJlGgRIgyIF6b2FyZfrCdhbxb+m\/0mhVp5q6lTYojHXUdpgq6ej6jWbiV9bMMrbWOoPkef18IFxQG7HMfHYeQ2H1mrxg3FNPfq0x6Kesb5IZuF9JwuLcZoLXpoXL1ELMKNNWq1LlcgJRASvtHUgDxgd8zVx\/EqVBC9aoqKN2chR8TPnPHunuMqK32XD\/ZqYLBsTjCtNUsbXytpfcWGc7aT5nxvjGHLh6uJqcRqi+a5qUqC9wUmzt+7lED6nxL9KyNU6rA4epiWP4rZE872Jt4kAeM+U9Ium2Lr3SpUZaYZr01JUbnRhe7b8yZ6roZxQ5EpmnTp1a\/WVqVOmgRFoJbK7AG9iQ1i1y3lPlfHnVq9XLqvWVct+7OfD5coGR+Jk3Amm+MY8zNO+ssg21gbgxJ5g38zNijiCP71\/vWatNb\/SbdHDaf3pA7XDcW5IAve4t6me66L8eai4IysAe0reyxB3Hcdd54rB4U0qece0+i94HePn8RNzAUmFt4H36nxWniMOz0zy1HMG40InYU6z4twTF1EYZLkn8IucwuDaw3n17hlZqiK7oUY7q249IHRBkygEtAShEveY7wF5UyTIgQTJWDAgXvJlLyQYEtKEyxMqRAtK3lmlYAyssZFoEWiREDVoe3Vc6aqov7qKDfyzO88\/x7p3hKIZQevb3U1W473OnwvOL0m4PiyHNatmp7i2YUrc84H6vzYFe9hPD1cA3X0qTKQXdAL7FWYDMrDRlsfaGkD23E+kVTsvjXOGw7CyUqTO1V2Fr56iC4GuwI8TOzwLiGBegzUKqUUAzVFTLSIJHtOdWc+OtzPAccrjia16a2FfCu7UFUtatQFlqWDXu+gb0A7587GIZQbMy37iQCD5fSBs9LOIrWxNVutq1aYqP1TVCWfICQtr6LprsN9pr8AwaVmd6oyYeivWV2FyxF7JSW+md27I0HM8poNSZ2CICzMVVVA1ZmNgAO8kidTpE4oomApNfqjmxLqezUxR0YA81pjsDxznnA7nQHijVcdi8XUA7GFrOANkUGmtOmvgoAUeU+fohZW7x2v\/K89r0NGTBcTq33p0qIPjUZ2I\/yTyWFpdsXNlvlY6nsnQ3A84GnTW55\/wBmbFOjfVdPhpNtMAwcoR2lJBt3j10\/9z0HAOiuKxR\/w9B6g98Cyaaa1GsvzgcHC0b+ms9HwbhYd1B0UDMx7lGp\/p6zuUuiwo1xQxTD2c1Q4chyhYkKDcC7CwJA759K4f0bwyV0o0KYCIBUqubsz7FVLHkTY2GmhgeJwfRTFYpsyUilPZWqdhcvgCLn0E9jwr9HNJda1Rqh91ewvlf2j8p7krrLgQNLh3DaVEWpU1Qc8o1Pmdz6zfRZFpcQJEmIgQVlLTIZAgY7RlmS0i0DGYlysgCBUy8nLJECtpVpkYSCsCpMraWIkgQKRaZMsq0ChESTJgRlnmuL9FkZ6VakeranUNTq9TTZyrKCF2pnMwJKjW2oJsR6YSrbqPH6An+kD89V+DYzA10L02SqrBqbgZ1c7EKw9q+oy72J0lOl3BqRy43DC1HEEh036nEC+ekfW5HrytP0DxnACvQqUiB21IF9bNup9DYzzOI4AlakSozUsQq9Yj\/rVa3ZK1PxMraWe5FvasMsD4nw\/B\/ZaTYzaqc1PCDTR7ZauI\/cDZV\/O35ZxMDS6trmnSqDYrVVmFr+1ZWDHzBvPq+I6AYvFVT2UpUkApUizXApJoMqgXJJuxvbVjMfSr9H9PBYUVRUerVzhSTZFsyt7Ki50IU6kwNbD8LpNw8jDYalVFauLphvtdMVeqU3H3md01bcWHeRuOBxnon1HVticJ9jRm16uuMRV1U9nq3qW9dhp5T6Xw3hzVKGBoLVbDmpTLO9AKjdpA7BbCyljubX3np+D9EMJhjnSiGqc61W9SqT39Y9yPS0D5ZhOjK4gMMHhq7uchFfEOtNUQaBjTA7RYqw0uLC41vPbL0Zr9T\/AI\/iFQ00GtKgFpJbkpZVDP3WsJ6nHsKVRKrGykNTcnkPaQk+BUj9+aNZme1dl0uBhqJ0u7aLUfx3NvwgE7wPIf6MKbmmiYalSAzrYs\/a1CMxNzUykMb7ZlGus9n0ew5QEPTys9nvyy2stPwKjl5mauOoWCYde1Yq9Vj+JnqC5PizE6dwPdPSst4EFZIEhTyPx75eBS0sJMQEREBIkyLQESZBEBKgS0QIgSREBIaWkGBWQJe0WgRKsJYSTAw2ky+WIEBZQjtjwB+f\/wAmSUpm7N6D5X\/nAyWnPwKKKj0wb2JqKLaAVSb2PPtB\/wCKcHjPTTqKppNQdBrq9hmHvJyI8ZuDjlF+rrUgXOtM0x7dnsV0P5kUX\/NA6eMq9TdwCwYE5FtmLgX7IJ1JnJxvCndBXxGtYPTKKhNqCdamZKZFrtlvd9zttpOng+HEs1WvZqjAgAarSQ\/gT+bcz4WEztVKo6tugJB7wBcH5QOLh8IuIdxciyXR13RuufIy+WQeBHgZ1eF48srLWstWlpVGw7xUH5WGvxHKaXRns5lO6UsOD\/AST85gx9M4hjXpoGSmLW1BrqrBmUa+yLaX3PhA26lJ8UGbVaY1og6Z3G1Rh7t9h6mZKVbrD9obREU9WD7xHbcj\/KPJu+Zq+M6xEFE61R2W91R7b27xtbvImm1DtLhQOwDm32pCxynzY5fKBahRPVh3Haq1abG+4UMCi\/AX8yZ25p8Q\/wBkP94vyDH+U3IEESB4y0giBMSoloCIiAiIgIiICIiAiIgIiICIiBEWkxAiJMQKWmKgdGJ95vkbfymY2Gs49fiQVECrndvYpjQu51tc7KNy2wtAcZalky1qQrPU\/V0LBi1tgAfZtuW5fCeXxPQWsgFXD1gKupNO5CaknKj76aDtXvblPW4LCilmrV6itVYWZ9gq8qaDkgPqTqZU8bD6UKb1vzKLJ59Y1lPoSYHjeG9NK9DKuJpsVN7FgQ2hsbN+KxBnrP8A9ulWo9dROa2YagjUC5U\/LaaT8LqYjrMPVKUk\/WFEHWE9YzMWDuAFOYNyPzk4nha4aiKVHMVXMTmNzdzuTp4+ggc\/AfeYo0yTlay1ACRmCJfKeYFxtPbdlF5BVHkAB9J8e4rismKJBamxYhXFwreAJ0PdPQcP6WOQtPE6pcXcbso\/C3he1+8A66wPTYVWpVDVyWp1s1xa3VWuyse4MLlu42k4BWDLiGJ++Ygg8qbD7vTzA\/5hk43FLislKk91ck1WHKmtrjwJJC+p7pkAYq+GY2cC9JveUG6nzU2B9O+BuY3VqP8AxL\/Cm83JzRW6w4dtr5mt3HIQR6EkTpQEREBIkxAREQEREBERAREQEREBERAREQEREBERA0+JVbUz3nQevlPNLiF6\/qziFollAVjTOZ9yVp1X7HmvaPyndx1EVMtx7LqF\/auMx+Fx8ZergaZzUXpo1Opc5CARm56fOAw\/BaK6spqN71Umob94DaL+6BOhacanwipQ\/wBVrELyo1rvTHgrXzp8SPCZ8HxcNU6mohp1bXy3DAjvVl5edjAzYymRUp1FF7Zkf9hxe\/oyr8TOZ0ra1JLKWLOCbeA5+GvynYqLmJ12uB+0Rv8AOcjiGJzrTe1vuqrEdzAItviTA1K\/Dw2HFwGB6ljTfVGzFSRY+ydG1HrecniHQJ0GbC1QTbtUqnsk\/kfcDlY3856VuHioo3VlpZEZTYggWJtz7rHSdmm1wD3gQPkVPr8K4U56FQm9j7LW90jQjfb1npsL0p6wBa1krLrTqW7JPcR3EaG3wnqeNNQ6sjEBSncylhflsND4zxlbow9Rs2FVhRNzas6693V2u1t\/bgeg4Vjg+ICgdkCo667ZwhYfxFvjPRz5x0c4j9mYvUDEexbTQnUkfwz6HRqhgGGxAI8iLwMkSCZGaBaJF5MBERAREQEREBERAREQEREBEReAiQTKtVA3MC8TBUxaDc\/IyYH\/2Q==\" alt=\"Salto (nataci\u00f3n) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTtmchXuI6HQbkHv6ssQ7oIZRBsvhtueFj87Q&amp;usqp=CAU\" alt=\"Red Bull Cliff Diving: Ciencia desde saltos a 27 metros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Entrop\u00eda lo destruye todo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Las Hojas Caen Del \u00e1rbol En Oto\u00f1o Con Sol Fotos, Retratos, Im\u00e1genes Y  Fotograf\u00eda De Archivo Libres De Derecho. Image 68113928.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Snapchat: nuevo filtro en app te hace viejo o m\u00e1s joven como FaceApp\" \/><img decoding=\"async\" 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RmJBtmdDjbOko\/8AKLbweoKJapcwuqTYnilnBiuuyeMibWyJQ\/EpX+lCl\/8AjE97R4dMWpBllsxCJnNGv11g4XWx2PoCweUUVCZ6if6yFO+zXT6EwV2tSUo9snUApPQ\/KC8cpyESlIH9mtJYfl0PpGnatzSTG1ZxBDV2VJWkBYuWGg+vrWPaSYSstoPK8JcRrmNt9eQ4dTDLBT3b6lifEwuXRTj7JbJJIPCzQyp1bwsp6uUkAKUPP4QUrFZCfx38\/SF8WVKS9jqVMLM0dkTOIhXRYmhX3T8i+44w0E8FPSCRujUEPuekYSrYARv7dIMCVWJIDvYRpt0bTjx9ICnJ49YFmdoKd8ucPw+Lx7\/Skos0xKr2bTzgXFncke1BcgHhC1StTt9CD66ZZw3yhZKch\/GMRjp6PVLtb65dY4EPq7HdOkdKtBSx46xzRUMOHMEesMI5rY\/wUpl081y5J6OSMoDeES\/DiESkJVqEiIR2WabOCTcJ7zEg3e2h5GLG9mIZERLspmlpUoHOOddWpQNYFxPFkoBYxDa\/EFTTbSJ4xbI6DcUxkqLJiKy1M78bPtfX0h1TyIX4vIShQY6h+m0OjS0Oxg5Q7cX+vdEvwTC1ezTMa+Zh4XMJMCpQpYBIfKSHuE2DeOnS3GLPp+y36NL9sJpIUASgiz65gfOJvIyf+Uejhx65DfC1DKBwA+TQykz7gA\/WnziKYZWhsoI\/A\/ifkDDzD5wzAE3N+j7RCywlNPNsINQeMK5ZG2sGSJtoog6EziFksIjlRiiJa5ilqYBh0DA\/GHud9YRY0inz+0U+dvwlioDjsdYLI21oLDxTfIU\/8cUuZv1icxsVy1oB6KUIfox1BSALkiwFyYrjF8YSvPllpXkc3LpKeR4sX8IW4L2qnImCdZMuwKQ5GW923D\/CMXL0bKWPou4qdL8oofHsXJnzcuhWpvMxcmH4nLmyPaoPdKSfR2ikkUWYlROpJh2Npu2ed5eqSA1T1q3jpLpieJhtJo0DWC0VEtPCHcvwhGP2cUBTiEhTWHtPWTMHxi6iIqXsNiaVV0hA39p6Sph+EW1BwbrY3H0YRAeLSs0mYkbpIHiGgyNZiXDQYw+ecU7PrSxNySXHMEiHGH4YpKVDcjcW090WPjeHJzaWJe2r6PEcqabItI42LdBCpIpxNNlbVeC1EtKlrzOVMEAtv7rRwk01TmyqOWz\/AIndnDczYPFrz6YKF3Ibe8cpdBLTckDxHpAqQ5476IkjDKqny5lDvAFtL2N23iT4ViC5gWlQ7wAsOBe446bQUZOY2fL+1v0jWQAmcCwcApsNh\/OBexsY8Udp2cozsUgC7lrc4h9aJs8qUlwkHd7n9kRO8QWDLKfzQuokkOl2clx8oz2G1aK3VgdQFj8QIY2PdvpqIOTglUgBSFBRP3pYceZ+BixZNI2oSrrYwQs8EgeMHyF\/ErshtLhU3KlRWbMcpDfzhyJDa8N4P0JJduVvGxvC+uX3hqB1eBs6qOq5YKG1D\/XRrQun0yRYC\/E7c2aGVKt3HJXo8ZTSFKUkNYlvT3aQViq3Yd2Rw4CcJrfhy+DufF2idQloZAQEgbAOYcpMNiRzduz5PnVCppvpHeTKjcUJQwhzh2GPcwHJJErBaOiKtoRY5JIVn2Jyj\/KA\/heLCyoljwiEdqGOVIsBfzN\/QCBjK2HB+gbs9iAkVUlcz+zJGcfsmxPuPhF3YvWShTzVpUMgkqy3BfMnZtbR8+VExyT4DpDLAFzF\/qsxyjvhJJKXB1CdNTA58Kl9i7x81fRkmwurUJq8xKQ+mpdm84mWATMyn8fTTpYRXq6eYmYCSL3sXPDdrmJf2drMoKS4BDOeJd7vziTJFdotg\/TLAkVIsSb6CCv01KRr9W+cR2XUghRdkhIvz4fXGI5ieNLT3E7gEnYOSwPP5QlN+gpJUHdp+2akLKUtawu\/px0iMy66bPzFcwJCyEhLusp3sNHtGUOHS5tShEzvEnMr0Yc7FMWGMJp5IziUlLXdPdL+GsMclFfyDjipO5dEbwrDky2H6NNW4A0XcMx4AecF41IlSJZ\/qJlymNwA9wxJy3T184ar7X08phmXqzFtjxMEU2OSaxJlsplAh1MQxBFo6lV2xrnFaSRW3Y\/HVUylgkmWe6QToCCxHG5\/1c7iVE5QWpPM+RuPQiB8ckpkmZKF8i7Hikhx5OWPMx0pZjoSVXLD3fKK8at8jx\/JekjAFneCJVI+seoUdhBMqSsw2yMkP2fU4TXyD\/1P+zMi4iYpbAKkUk5FVMcpl5nA17yVSx6rEStX2p0393M8h84OG0Nx9E9ePYrtX2ryNpMw+Xzjmr7WJe1OvzEMDJ3XyXiJ9oUgTEHifhCmZ9qiT\/6Y\/vCDMWrPaplzWy5kpUz6OH8YXNaHYf8AYIpEiz6fV4LBA5wupagMLx0nV35dYSj1FHRvVr3Kst9IDloGex8eseVIAS6rkEEnlvaOUmbmmMnh\/CNOSvoaVSS2ukBTZiHcgsNWg+cgpAch26wonT0oCnIvoOMDWzRzRzwod1WbkdYMQkbRHKdIKQUnKob8esH02JuL\/e3grBr8NqwcDeFk9AYnwMHVFQPGA8zg9YFA5DqlLIyp1II8DqYY4DLcqf8ADbxL\/KFstVwPDpEX7Y43OkTQiVMKXGYsd3OvhDErkSz1jZblOhzDICPnqm7WVgv7dUd\/+Lqz+\/V6Q9IjbD67CCV5gA3AQPWT\/ZBmiQiaxgWqp0zhcR89i8yUdS6KsniRk7RBqqvUs2gPFKU+ydrv\/GJPOwbKXAtA1eoZcpEepjzwkvqRSxyhLZXMwF\/OJB2PlNUJOpUlQbY2t6iA8ToCDmAsSfWHn2d4cozzNyumWN9Co6AeEOzTXxsfgV5FR0xauKZhSUkK4gZknYtvrA\/9LLBcLCm8D4NaJtj3ZpOVSwH7r3e5d35RAKiSZRAUGJA1AJY3sdomxOM1RZmUoux\/h\/aB05dVOCXuPMb2aNKutGZ9QSVG1zZgOXCEClkaB9yXBfdy4fzMcJ1WoqAPC9+X8Xg\/gV2hTzuqZMOys39d7V73K1flB2T1sLaNFkVAUuSZgYEhkgg2D7DcnnFP4DiKUqGbQOSOew9DE4pe0GWWCohyouHNg+g6Av4QjNBqQ3DNV2JKvs0szO+5JL3Owc252H7wiRYBJSjun7pIIfUPYjy9w4xvTYwiZNKnPdTbkp\/kSOeaI\/2kxoIPdV3nUe6eZt1HrArlL6jXxirIt2yqSaqZuysp8NumvrDuklJyje1um0R6sJnVCVO7qD\/XVm5dIktFTsADcbPqBwi1JKKR4+Z2zuhQGkFSidhGstEFS0xliAPGEq9gsn9n\/emIy8WNhOEpqZiZEx8i3dix7qSseqREhT9mVFwX+8Ydieh2LopePRF2J+zeh\/Io\/wCdXzjoj7PaAf8AK\/1K+cM5DKKQeLLpVhciUdsiRbYpDRKB2CoR\/wAgeJJiEUE6XKnTqdJIAWrKk6WO3y5QMtoZjfGQWinWCz2YF+XCNhMCFDMW6nSGCE2F7i3qDAeJ0KCkqVfKb8bgj3iEJFs5OqOv6UlWZI1Z0vw2BhNPJlKUpBBGZm0\/d4RmIYblZUtSkvfV\/PncxrS4eVkutWoOxv8AiLGCtMyGPInaNVY3MWmwKQ4Dnn7o7U9EkETFLzAkguTZw48Xt4wScJsEJJCHBNg9n5tvANbgyRus952UqxGwKR4eUaqXoKWPJJjWXUJQz2diX5v\/APmOc79YxRZQIdtwoOHhVJwgzD3ySBYDQAa+Ogh1hFCE22dg4u2zxnJMCUJw3Zy9jM31GsGSU7QXPLlW140lSdVaAQCWxk5fW2A19ehDglillDiQ1yIrTFaiZUz1TMqnUbAAlhoBpFr0NHmqiohwkEP10iVUdOl9B5Q2OmSZJWqKFRhk7+5mfuK+UdBhU\/8AuJv7ivlH0YJYj0JENsnKimVKTaOaKhjCiZPIjnMrCA7R80sR6HMczJrwCqQlWohKjHi+UAlRLAAEkngANYsHsj2ZmKPtapIA\/DLN\/Fe3h5xRi8XI3SAnmj7IkjCPanIjTc7CJNguFpklMtKe6ASeZO55mJLPwwyiVM6TuAA3AECw8I0lyhmeCyLJF8ZFXjQxpc4mSJIKMpuLjwiOY12VlzCSQCCNOYDW9IkcpbKbxjtNAIjYuuh89vZSuN9nFIIABYEAAcS77ddojdTSKSPjx6bxemJYeFjmC46\/RiCY12WW4CBYk8u7c6jh084rxZ\/TIM3jrtFf02a+thbroBBSsQmZcgVYOOt3JhnU4U3dQC76l2Gx+J8I5qwl0lKAVFnKmYcT16u14p5RZJwkgD+k5gFlMTZ9LX9z+kCqmqWRYnX3trEpwTsbMnKAYpdgCWdy92O1jfyhsv7Pp1PlOX2g7v3bliWUyeLPo+hjU41aAly9iXs\/Rl1KNmAbq5bw0iUS5YjjTSspKALg720tvBZlkawlyJpW2bISIKliOEuCEA8IBzidwkPeyY\/rUr\/P\/wBtcWHEB7Ko\/rEs\/wCL\/YqJ8DFGJ3EZj0jGjIwmPCYaMPFR8\/8AaapVJr5yklimbm9xj6AUY+fvtLIRXzn3bzIjjiX4biiZgBRd76dLdflDYyQvu32c6gsOPjEN7B4WtVGupCnPtLDYIT3Sw6nyiS0VdmUxs1uF+nCAcaZQptxQTV0ACWSLcer6NA0uiUi7uN2HJ4kElOYPqAWG5JjhUC+zfG7e94W1Q7HN+gJImNpwsejsY5TMMmLILhL6vz4GHMpO\/XW\/HeOiVPY7e6OdMZyn+i6RhmUAM5PN+PyhimlCdgN\/49Y3QkOdoFxaqCUas1n6j+RgklQiUm3TE05YD34\/zgaZPmTgEy+6kF1ndg1h9bQBPqit2PdTvxeH3ZGol5WWQFTFqCH\/ABEJBKR+0wJbgDwgYh5dqx1hMj9WhZDKKQ\/gG+ESCklMHgOXLctDRCWEMSJJM9aMaPCY1K4MAoCosq7iC6OkM5pctJUo7D3k7CN8IkzK9TSk9wHvTCO6nl+0eQ9Iszs\/gUumRlQHUfvKP3j15ctI8rD4s596KZ5lHoUdjexiKR5q2XOXYn8KBwR84mFOmPUp4x0yx60YqKpEjduzbK9oT1+GlPel3G6eHTj0hwFcfOPVCBy4o5FTGYs0sbuJDZi7g7iCUzIcYhhSZl\/uq4jfqN+sI59HMlfeFvzC4\/h4x5eTx54\/6PSh5Ecn9m0xLwN7G8dkTxHVxCRlgEzDJS\/vIHRrfXKPDhckaoB8NeD8YK9uBaPEqcwTmZwOSks7WPLlpEkpQmYlMwDVII6EfxMRyavKlSjtEg7NIIppINjkHrf4xX4MnyaJPLiuKZlXhMqb99AJ47jodYjmLdkFfekqdvwK+CvnEyZjHTI8XTxRmtkC07Kjm+0lKyzJZQeY16HQwUmoG8WbOpUqDKSFDgQ\/viNYr2PQp1STkP5T90\/\/AF8I8\/N4UluGyiGRdMA7MLT+kSwDfvf7FROgYrns9JXLr5SFgpUM9j\/013HERM8Yx6mpU5p81MvgCXUeiRcw3wrcHf7\/AMRmWKT0NHjAYqrGftjlpcU1OV\/tTDlHXKHPm0QTHftCr6l0mcZaD+CV3B4kd4+cWULLf7Z\/aDT0QKEkTZ+yEmyT+2rbprFBYzik2qnKnzlZlqLnYDgANgIFUY8zat0jaMLu+xmYlVAUG+WYtKhyUyvcTBeO4MZa7Od0HiOHDMIiX2FV7T59MT\/aITMSOcs5VeLTB+7FzVNEmajIrqDuk8RGyjaChOiI4HV2AUGY6fW8HFF7XAI8T9NAGJ4YuUptCX7w0UOR2Ma0VYoqY8LP1Fn6QnT0PVx2uhslFgI1SO83T1jX2rAW4eTCOMyoSC76D0t\/GM4GvNYVVz0oSxYWYH08NfWIRjNeZyhLS\/UaH+ENayYuYSNm+JZ4Bl0gQnio6mMlJLSCx43LbBpsrKjKP5x5itMThFQtJIXJWidLUNUrQpNwdixPnB8yQ4eGMvA1nDqiWuyqgLIT+VJDIfgbJMdhVyGeS0oUPPs\/x1NbSy59s7ZZg4TBr4HUcjElUqPnX7LO1X6DOyzHEtZyTR+VQNltxHuePoMTQoBSSCCHBGhBuCIZVEFmy1xo8aRs8ccK8NoUSkJlSkBCEhgAGDQxQiPIyGgHRo9AjIyOOPSmMSrxjIyMONwx0jwojIyOOF1Vg0tW2U8U\/LSAjgswaKSoc7GPIyEz8bHL0Oj5E4+wWbhc1\/7MnoQfjGS6Cb\/dnxYfGPYyFf4MP1jv82ddI3\/4eUsj2qgE7pTcnkTsOkSSUhh6RkZD8WKONfUnyZZT7NSI2QYyMhos6RmSMjI44h\/2oEyaCbUyyUTpOT2ax95ImTESlt1RMUI+eZ9StZKlqUpRP3iXPmYyMgaS6Cs4KMYBeMjI442VGBoyMjTh92LxJNPiNPODhImAG\/4FvLL+Cn8I+oJYj2MgvRxlRSpmJyrDg+nMcDESxXAlyjmT30cd0\/4vnGRkLkkw8c3F0cZchRDbfy+UeT6JDEnW8eRkJbLVFWc5zBDAB+UAJkuYyMhbQ9DnB8JzkTFjuD7o\/MeJ\/Z98O6tHdMZGRbjiktHmZZuUtlKfaVgSJSZVXKYe0WpCwNc9zm\/0qg7sH9oJp5aZNQFLlD7qhdUvk26fUR7GRmRbARa+E4vIqU55M1MwcjcdUm48YOaMjIWcf\/\/Z\" alt=\"La app que muestra c\u00f3mo te ver\u00e1s cuando seas viejo causa furor en redes |  CNN\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un saltador de trampol\u00edn cae en la piscina y el agua salpica <a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> arriba; cae un jarr\u00f3n al suelo y se hace a\u00f1icos; las hojas caen de los \u00e1rboles y se desparraman por el suelo. El paso de los a\u00f1os nos transforman de jovenes en viejos, \u00bfqui\u00e9n puede remediar eso?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_Tb-Pi1ROtjg\/S9hyyEcsQUI\/AAAAAAAAB-8\/d51C7HlOMzM\/s1600\/hubble2010-3.jpg\" alt=\"\" width=\"578\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 En lugares como este nacen nuevas estrellas, nuevos mundos y, en ellos&#8230; \u00a1Nuevas formas de Vida!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo no es infinito y se renueva c\u00edclicamente a partir del Caos destructor para que surja lo <a id=\"_GPLITA_23\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>Nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. \u00a1Qu\u00e9 me gustar\u00eda saber de donde surgi\u00f3, en realidad, el Universo? \u00bfSer\u00e1 una fluctuaci\u00f3n del vaci\u00f3 que expuls\u00f3 este universo nuestro de otro mayor? \u00bfSer\u00e1, acaso, el mismo universo que se renueva una y otra ves? No parece que ese sea el caso. Lo cierto es que, s\u00f3lo tenemos el Big bang y, sin la seguridad de que ese sea el comienzo cierto.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/images.fineartamerica.com\/images\/artworkimages\/mediumlarge\/3\/el-futuro-del-universo-album.jpg\" alt=\"El futuro del universo Digital Art by Album\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Que como todo, est\u00e1 condicionado por el paso del Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se <a id=\"_GPLITA_24\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> demostrar que todas estas cosas, y en general, todo cuanto ocurre normalmente a nuestro alrededor, lleva consigo un aumento de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>. Estamos acostumbrados a ver que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> aumenta y aceptamos ese <a id=\"_GPLITA_25\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> como se\u00f1al de que todo se desarrolla normalmente y de que nos movemos hacia delante en el tiempo. Si de pronto vi\u00e9semos que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> disminuye, la \u00fanica manera de explicarlo ser\u00eda suponer que nos estamos moviendo hacia atr\u00e1s en el tiempo: las salpicaduras de agua se juntan y el saltador saliendo del agua asciende al trampol\u00edn, los trozos del jarr\u00f3n se juntan y ascienden <a id=\"_GPLITA_26\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> colocarse encima del mueble y las hojas desperdigadas por el suelo suben hacia el \u00e1rbol y se vuelven a pegar en las ramas.\u00a0 Todas estas cosas muestran una disminuci\u00f3n de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>, y sabemos que esto est\u00e1 tan fuera del orden de las cosas que la pel\u00edcula no <a id=\"_GPLITA_27\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> m\u00e1s remedio que estar marchando al rev\u00e9s.<\/p>\n<p style=\"text-align: justify;\">En efecto, las cosas toman un giro extra\u00f1o cuando el tiempo se invierte, que el verlo nos <a id=\"_GPLITA_28\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>hace<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> re\u00edr. Por eso la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> se denomina a veces \u201cla flecha del Tiempo\u201d, porque su constante aumento marca lo que nosotros consideramos el \u201cavance del tiempo\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_Vea_3vg0ArY\/SDVsJaWrENI\/AAAAAAAABRA\/K-R2n768_OE\/s320\/tiempo.jpg\" alt=\"\" width=\"320\" height=\"320\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Quiz\u00e1s, alg\u00fan d\u00eda, la imaginaci\u00f3n de los seres humanos, tan poderosa, pueda idear la manera de detener el Tiempo y con \u00e9l, eliminar la Entrop\u00eda destructora. Por disparatada que pueda parecer la idea, yo no la descartar\u00eda\u2026 del toto.<\/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=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" 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\" alt=\"densidad cr\u00edtica del universo\" \/><img decoding=\"async\" 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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTlhyuUE2k8yGaZaSqGMEI7TIK0EQFI6HgY2Q&amp;usqp=CAU\" alt=\"El universo gastar\u00e1 toda su energ\u00eda hasta quedar congelado? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo que nos acoge ser\u00e1 plano, redondo p curvado en funci\u00f3n del llamado &#8220;Omega Negro&#8221;, es decir, de la cantidad de materia que contenga, lo que llaman Densidad Cr\u00edtica que, al parecer, est\u00e1 cercana a 1, es decir, a la Densidad Cr\u00edtica ideal<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto me lleva a pensar que, si finalmente el universo en el que estamos es un universo con la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/a> necesaria <a id=\"_GPLITA_29\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el universo curvo y cerrado que finaliza en un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>, en el que las galaxias se frenar\u00e1n hasta parar por completo y comenzaran de <a id=\"_GPLITA_30\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#&#8221;>nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> a desandar el camino hacia atr\u00e1s, \u00bfno es eso volver atr\u00e1s en la flecha del tiempo y reparar la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/27\/%c2%a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.legatechnics.com\/img\/astronomy-space\/96\/ngc-3344-hubble-sees-galaxy-spin.jpg\" alt=\"NGC 3344: Hubble ve a la galaxia girando\" \/><\/p>\n<div style=\"text-align: justify;\">La galaxia NGC 3344, situada a 25 millones de a\u00f1os-luz de nosotros en la Constelaci\u00f3n de Leo, presume de estrellas nuevas azuladas y llenas de energ\u00eda que, nos habla del surgir de lo nuevo, de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa que se produce continuamente en el universo, donde no todo se destruye con el paso del tiempo, sino que, a partir del Caos&#8230; \u00a1Surje lo nuevo!<\/div>\n<p style=\"text-align: justify;\">En un comentario que les hac\u00eda, en respuesta a otros contertulios Jos\u00e9 Luis, Fandila y Kike (en el trabajo &#8220;Las galaxias y la Vida&#8221;), hace alg\u00fan tiempo,\u00a0 les dec\u00eda:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote><p>\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/estaticos.muyinteresante.es\/media\/cache\/680x_thumb\/uploads\/images\/gallery\/5548e20741444aef0ed38e6b\/aguila3.jpg\" alt=\"\" width=\"304\" height=\"225\" \/><\/p>\n<p>Cada nueva estrella que surge hace aumentar la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Bueno, amigo Kike\u2026 \u00a1O quiz\u00e1s s\u00ed! Como bien dices, el simple hecho de replicarse significa Entrop\u00eda negativa, es decir, es la manera que tenemos los de nuestra especie (otras tambi\u00e9n), de generar esa clase de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> y, cuando en las galaxias nacen nuevas estrellas, tambi\u00e9n se est\u00e1 produciendo ese fen\u00f3meno que va contra la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> y el Caos final, toda vez que, algo <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> surge para que todo siga igual.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La Entrop\u00eda lo destruye todo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Entrop\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p>Cuando nacen nuevas estrellas: \u00a1Entrop\u00eda negativa!<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Lo cierto es que s\u00ed existe la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa y, continuamente la podemos contemplar a nuestro alrededor, hay procesos que son c\u00edclicos y reversibles como, por ejemplo y <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> no ir m\u00e1s lejos\u2026 \u00a1el de la vida! \u00bfQueson otras vidas? S\u00ed, cierto, otras vidas con los genes de la que se fue y, de esa manera, contin\u00faa la aventura que comenz\u00f3 hace algunos cientos de miles de a\u00f1os en nuestra especie. Si eso no es <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa\u2026<\/p>\n<p style=\"text-align: justify;\">Por otra parte, en cosas m\u00e1s simples y simplemente mec\u00e1nicas, hay cosas que se repiten una y otra vez y, en nuestro entorno, la Naturaleza lo hace con las estaciones, las mareas y un sin f\u00edn de fen\u00f3menos naturales que, <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que p\u00f2damos recordar, est\u00e1n aqu\u00ed con nosotros.<br \/>\nPor otra <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, no es cierto que la temperatura del universo est\u00e9 siempre en aumento, el hecho de que las galaxias se est\u00e9n alejando las unas de las otras como consecuencia de la expansi\u00f3n, hace que cada vez sea m\u00e1s fr\u00edo y, de hecho, se cree que la muerte t\u00e9rmica del universo llegar\u00e1 cuando alcance el cero absoluto, es decir, -273,16\u00ba Celsius, a esa temperatura ni en los \u00e1tomos habr\u00e1 movimiento alguno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/images.slideplayer.es\/7\/1722229\/slides\/slide_5.jpg\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es cierto que cuanto mayor sea la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> de un sistema mayor tambi\u00e9n ser\u00e1 el desorden y la energ\u00eda disponible disminuir\u00e1. El propio universo, considerado como un sistema cerrado se ver\u00e1 abocado a ese escenario final, ya que, de manera irremisible, su <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> aumenta m\u00e1s y m\u00e1s y lo est\u00e1 llevando ahacia su muerte t\u00e9rmica.<\/p>\n<p style=\"text-align: justify;\">Existe una energ\u00eda interna de la que habla la ciencia que estudia las leyes que gobiernan la conversi\u00f3n de una forma de energ\u00eda en otra, la direcci\u00f3n en la que fluye el calor y la disponibilidad de energ\u00eda para que siga produci\u00e9ndose <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. Se basa en el principio de que en un sistema aislado en cualquier lugar del universo hay una cantidad medible de energ\u00eda, llamada la energ\u00eda interna (U) del sistema. Esta es la suma de la energ\u00eda potencial y cin\u00e9tica total de los \u00e1tomos y mol\u00e9culas del sistema que pueden ser transferida directamente como calor; excluye, por tanto, la energ\u00eda nuclear y qu\u00edmica. El valor de U s\u00f3lo puede cambiar si el sistema deja de estar aislado, toda vez que, si deja de estar aislado y se junta con otro, habr\u00e1 transferencia de masa, energ\u00eda, calor.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fimg.emol.com%2F2011%2F11%2F02%2FFile_201111213590.jpg&amp;imgrefurl=http%3A%2F%2Fwww.emol.com%2Fnoticias%2Ftecnologia%2F2011%2F11%2F02%2F510864%2Fobservaciones-de-estallidos-de-rayos-gamma-revelan-componentes-en-galaxias-tempranas.html&amp;docid=KxgSsLfEo_sslM&amp;tbnid=VbjKdsLxBBJYLM%3A&amp;w=600&amp;h=400&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAIQxiAwAA&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAIQxiAwAA\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"VbjKdsLxBBJYLM:\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcQSjaunusngxPZtDt5M86oBfpKtKGRA04WePNo31IoTOOlvne5WKg\" alt=\"\" \/><\/a><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fblogs.tudiscovery.com%2F.a%2F6a010535f2c8a4970c014e5f47281b970c-800wi&amp;imgrefurl=http%3A%2F%2Fwww.taringa.net%2Fposts%2Finfo%2F13638924%2FChoque-entre-galaxias.html&amp;docid=Jiiuf3kunyVvXM&amp;tbnid=uHNCdhz38ggV-M&amp;w=420&amp;h=352&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAMQxiAwAQ&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAMQxiAwAQ\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"uHNCdhz38ggV-M\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSpn2EgTR5CVrwnxJObTm7bpWbP5ammzljG9sTlsl9OYAC7qDGgomr5vw\" alt=\"\" \/><\/a><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.elpais.com%2Frecorte%2F20090302elpepusoc_5%2FLCO340%2FIes%2Fcolision_galaxias_espirales_llamada_Arp_272.jpg&amp;imgrefurl=http%3A%2F%2Fwww.acienciasgalilei.com%2Fpublic%2Fforobb%2Fviewtopic.php%3Ff%3D5%26t%3D2895&amp;docid=z2-aVNdoWVPaAM&amp;tbnid=ViZ9j9Kvo7tbvM&amp;w=340&amp;h=340&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAQQxiAwAg&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAQQxiAwAg\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"ViZ9j9Kvo7tbvM\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRkNAeXQ2ELTZ0CIb9HQHE-oSbirooMlh3h5suvz0baDfRdISfb8-GqvA\" alt=\"\" \/><\/a><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fi.kinja-img.com%2Fgawker-media%2Fimage%2Fupload%2Fs--qvdAd2Vf--%2F17ep9nx9qzevojpg.jpg&amp;imgrefurl=http%3A%2F%2Fio9.com%2F5888354%2Fa-stunning-image-of-four-galaxies-smashed-together-in-one-tiny-corner-of-the-universe&amp;docid=Nz14sEdS5Dnt5M&amp;tbnid=dAnbUByOz619eM&amp;w=2560&amp;h=1440&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAUQxiAwAw&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAUQxiAwAw\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"dAnbUByOz619eM\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQYVL7wL1JdUuTkmGVTVGzCUKv8olc5IS-HsvHYFU6HFWC597auMEhKnbM\" alt=\"\" \/><\/a><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Flh3.ggpht.com%2F_zhOYiiWGBiE%2FSpjd-pVsnTI%2FAAAAAAAAAuA%2Fk1zjWKk_ecg%2Fs800%2Farp87web_c800.jpg&amp;imgrefurl=http%3A%2F%2Fgalaxiasyfosiles.blogspot.com%2F2009_08_01_archive.html&amp;docid=6funJzfau6TDoM&amp;tbnid=2A5v2I1TfcdGQM&amp;w=320&amp;h=202&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAYQxiAwBA&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAYQxiAwBA\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"2A5v2I1TfcdGQM\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSujmfUjS2AgNZLKPpQyyT7moMtPNFVJ9VzxuHf_JYVBBWsoCzhlMm3gQ\" alt=\"\" \/><\/a><a href=\"https:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fupload.wikimedia.org%2Fwikipedia%2Fcommons%2F8%2F8b%2FNGC_2207_and_IC_2163.jpg&amp;imgrefurl=http%3A%2F%2Fcommons.wikimedia.org%2Fwiki%2FFile%3ANGC_2207_and_IC_2163.jpg&amp;docid=l7Ott0kjQbMzlM&amp;tbnid=VOEn9uiJ65VxCM&amp;w=1995&amp;h=2005&amp;ei=VjZjU-SaLOHV0QXHi4HADQ&amp;ved=0CAcQxiAwBQ&amp;iact=c\" data-target-tbnid=\"VbjKdsLxBBJYLM:\" data-ld=\"0CAcQxiAwBQ\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"VOEn9uiJ65VxCM\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQNDTtxkakcIbuwpcmHx1gp2GUfqoCoU-eEEGmwE60kH5OmOUJ-4xVqVg\" alt=\"\" \/><\/a><a 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\" alt=\"Entrop\u00eda : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRsmuUFodwgoAwgMeAmUGxTJIye59htkCXxsw&amp;usqp=CAU\" alt=\"Astronom\u00eda | Ciencia para llevar\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\u00a0En cada uno de estos escenarios de arriba, sin excepci\u00f3n, se crean nuevos escenarios y se producen nuevas energ\u00edas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ese caso, tenemos que pensar en c\u00f3mo se fusionan las galaxias y, a menor escala, tambi\u00e9n nosotros, de alguna manera, lo hacemos para generar nueva sabia, nueva energ\u00eda y nueva vida que, de alguna manera, viene a contrarrestar los efectos de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> destructora que no puede impedir que esa nueva vida surja, y, de la misma manera, en las galaxias, nacen nuevas estrellas y nuevos mundos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un tipo de viscosidad podr\u00eda provocar el final del universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRKqtuYszo5F2lt_LkjIhULUdYEE7rEXuS1kQ&amp;usqp=CAU\" alt=\"El Universo, la Vida, los Enigmas que debemos resolver : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><img decoding=\"async\" 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\" alt=\"La Muerte T\u00e9rmica del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto nos puede llevar a pensar que, si nuestro universo es considerado un sistema cerrado, al final del camino, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> se saldr\u00e1 con la suya pero\u2026 \u00a1Siempre hay un pero! \u00bfY si nuestro universo no est\u00e1 s\u00f3lo y se est\u00e1 acercando, de manera inexorable, a otro universo vecino para fusionarse con \u00e9l? En ese caso, se producir\u00e1n fen\u00f3menos termodin\u00e1micos que dar\u00e1n lugar a un escenario nuevo. No es ninguna tonter\u00eda pensar en esa posibilidad, de estudios recientes ha salido el resultado asombroso de que nuestro universo parece tener vecinos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/amz\/worldservice\/live\/assets\/images\/2015\/07\/01\/150701155553_universo_expansion_624x351_chrisbutlerspl.jpg\" alt=\"C\u00f3mo ser\u00e1 el fin de nuestro universo? - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es cierto que los procesos naturales obedecen a la primera ley de la termodin\u00e1mica (el principio de conservaci\u00f3n de la energ\u00eda). Sin embargo, aunque todos los procesos naturales obedecen a esta ley, no todos los procesos que la obedecen pueden ocurrir en la naturaleza. La mayor\u00eda de los procesos son irreversibles, es decir, solo pueden ocurrir en una direcci\u00f3n y la direcci\u00f3n que un proceso natural puede tomar es el objeto del segundo principio de la termodin\u00e1mica al que antes Kike se refer\u00eda y que puede ser formulado en una gran variedad de formas:<\/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=\"irc_mi\" src=\"http:\/\/img.emol.com\/2011\/11\/02\/File_201111213590.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cEl calor no puede ser transferido <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> un cuerpo a un segundo cuerpo a temperatura mayor sin producirse ning\u00fan efecto, y, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> de un sistema sistema cerrado aumenta con el tiempo.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Esos conceptos introducen la Temperatura y la Entrop\u00eda, los par\u00e1metros que determinan la direcci\u00f3n en la que un proceso irreversible <a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ocurrir. Como dec\u00edamos antes, si se llega al cero absoluto, el valor de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> ser\u00eda cero, es decir, el cambio de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> ser\u00eda nulo, como se cree que pasar\u00eda si el universo llega a ese final que algunos vaticinan de su muerte t\u00e9rmica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSYhWPrVjJmWAqfu7AZcfGUCK6q3OF9PzhPJg&amp;usqp=CAU\" alt=\"Divagando : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Si la expansi\u00f3n contin\u00faa, si la temperatura sigue bajando, si llegamos al Cero Absoluto&#8230; \u00a1Ni los \u00e1tomos se mover\u00e1n! esa es, la muerte t\u00e9rmica del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, yo no soy tan agorero y parto de una base muy cierta: No lo sabemos todo y, lo poco que sabemos est\u00e1 sujeto a cambios (como nuestras teor\u00edas) a medida que vamos evolucionando y adquiriendo nuevos conocimientos. <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>Ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, podemos tener la impresi\u00f3n de que estamos a merced de esa Entrop\u00eda que nos lleva al Caos y hacia la destrucci\u00f3n pero\u2026 (de nuevo un pero), \u00bfson inamovibles nuestros conocimientos actuales?<\/p>\n<p style=\"text-align: justify;\">Creo en la generaci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> negativa (por llamarla de alguna manera), y, el ejemplo de las estrellas nuevas que nacen continuamente y tambi\u00e9n, de nuestra propia descendencia\u2026 \u00a1Es una prueba irrefutable! De todas las maneras y, <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/01\/las-galaxias-y-la-vida%e2%80%a6-%c2%a1reducen-la-entropia\/comment-page-1\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> siempre digo:<\/p>\n<blockquote><p>\u201cSabemos tan poco\u201d<\/p><\/blockquote>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F10%2F18%2F%25c2%25a1la-entropia-con-el-paso-del-tiempo-todo-lo-destruye-4%2F&amp;title=%C2%A1La+Entrop%C3%ADa%21+con+el+paso+del+tiempo%2C+todo+lo+destruye' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Nosotros somos parte del Universo: La que piensa &nbsp; &nbsp; Un mundo de apariencias: El problema duro de la conciencia. Las arenas movedizas en la que nos estamos hundiendo cuando tratamos de saber sobre lo que la Mente es, una &#8220;m\u00e1quina&#8221; asombrosa que crea idea y pensamientos&#8230; Y, \u00a1sentimientos! A primera vista [&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":[415],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15163"}],"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=15163"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15163\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=15163"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=15163"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=15163"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}