{"id":26927,"date":"2024-07-22T06:34:55","date_gmt":"2024-07-22T05:34:55","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26927"},"modified":"2024-07-22T06:35:19","modified_gmt":"2024-07-22T05:35:19","slug":"si-todo-cambia-y-nada-permanece-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/07\/22\/si-todo-cambia-y-nada-permanece-4\/","title":{"rendered":"S\u00ed, todo cambia y nada permanece"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/08\/hablemos-de-fisica\/\" rel=\"prev\">Algo m\u00e1s sobre F\u00edsica<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/%c2%a1la-fisica-gran-disciplina-cientifica\/\" rel=\"next\">\u00a1La F\u00edsica! Gran Disciplina Cient\u00edfica<\/a>\u00a0\u00bb<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/media-cache-ec0.pinimg.com\/originals\/88\/89\/13\/88891343f9b790e8f88df72121e1542d.jpg\" alt=\"\" width=\"596\" height=\"393\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">La Naturaleza juega con el paso del Tiempo para cambiar las cosas utilizando herramientas\u00a0<a id=\"_GPLITA_34\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la Temperatura y otras fuentes de energ\u00eda. En el agua, tenemos un ejemplo cercano y cotidiano de esos cambios que se producen merced a diversas circunstancias. As\u00ed, podemos constatar que, en la Naturaleza, nada permanece para siempre, todo cambia y se transforma en algo diferente a lo que fue.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUSEhIVFRUXFxUXFxUYFxcXFRcXFRcXFxcVFRcYHSggGB0lHRcVIjEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQFysZHR0rLS0tLSstKy0rKy0tLSsrKystKy4tLS0tKy0tNy0rLSstKystLS0tKystLS0rLTc3K\/\/AABEIALcBEwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAABAgADBAUGB\/\/EADgQAAICAQIEAwYEBAYDAAAAAAABAhEDBCEFEjFBUWHwBhNxgZGhIrHB4TJC0fEHFHKCkrIjUmL\/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX\/xAAkEQEBAAIBBAICAwEAAAAAAAAAAQIRAwQSIUETMVFhFDKBBf\/aAAwDAQACEQMRAD8A+JsIthRoQKC2q8\/XYKx9d\/XkAoyBEZbhAQWiWRsuhKDFev7EiFx3238yhUhgMKYQV1O17M5Es+NS\/hk+V\/701+bX0OMlZp0st011TTRLNxZdVZrMdOS8G7+ToxOJ0tS3Nyk\/5m38739eZglEsSq2grb6BSIyhGN09eNqiEYCsDQ6QGQKwDAAAB2KFKQLQXHYlCBTDXgBogCJYYvxV+vIEuoUtElKwshApB0vIAEQX+\/QifrsSyiWQKk+vj+oEEEjRKGTKAhm12T\/AH8vDsAPYqDy9yInl69bL6DUAtBCkSiglmF0ytDx6hHX5bx34S\/7L+sTlzidnhcnKLxr+Zx+Nx3TXn1OZqMdMQrMKWNCtFAA0OkSiBKFaLXEDQVUkSiyhaCkoFDtEoyEojQzQGguipkosnvv9u3yFaIulbC4bXtvfffbyGaARdFJQzQKC6LRBqIQ0RBQEMn19fM05i5X5er+ZGhRnQEoNevXyBYUjQKRERBCCFAGSKDQUiDJBAS3Xb9ApDcoUUbeHZuVreqad+FPr8jf7ScOeHNKDVVv1X1XjucnDsz1ftVkeXBpMzW7w+6k\/GWGVJvz5ZQ+g9w9V5BoSjRyichqpFaQaLVAbkMtaZ2haNHuwchGtKOUDiaHAHKZtXShoHKXyiK4mdr2qXEnJ327vquhY0DlG10qolFlCtE2sitog1EoKQlDUSiKQg1BAzhQKCjbgiCRhSLASEQUioMXW\/zD5gSGSCj1\/cKIkMkAUh0gJFsYmjQcoygWRiXRxlTSmMDvwnzaVQf8uTmXlzRal+UDkxxHX4W10l0vf4PZ\/mai6cd4hfdnVy6amUSwDIxjEsQzgb4YGhXhMVuYsDxEWI6CweQJYjna6TBz3jF5Da8QrxmLk3MGJwK5QN0oFUsZnZ2saiFwNDxiSQ2nazyQnKXyQqiXaaUuItF80UyiNhUgUMBoIUgxAqjG+nb\/AOvBdBWRIMfM6OAJDRQKLYydNdnV\/K6f3f1GwiQyRKGSLs0iQyQYosjEbXRUh1AshEtjAm10pjEthAtjjNGPCXazFVjxmrHiHx4TXhwmpk12Koac1aXBubdPpTqabhvc6RfjrBn0P8Nb2vv4fkUvQHs8XC7hddGvv\/YOPhDlul0HJlJHXDgt9PGT0XYT\/I2z2ePgU5O2qV18DXj9mfxqN+e3dfoeTPnx29GPT6nl4V6J+BQ9BJ3Suup9G1HAIxuvo\/Ao1PBMainG+Wt23vfT6HmvUbdfgj5nLTiTwHruL8FWPvae6l02fRGHh2mxPNGM5JRbVtvp47m+\/c25Xj9PNSxFbxnouOYcfvZQg048z5X5Ltfc5GtwxjJxTtLv4iZbYuOnPljKcmM2SRRkRZWLGRxByjyA2aZ0pmipovkiqRYxYqaFoskBlQjZAsgGYKQyQ1HVxLFePQKQ0YjqI0EUR4xHUC2EAsJGBbGA8IFsYDTelcIGnFjGhiNeLANNSKceI24cJfg0bfY7mg4NKVOtvW3xMZZadsOPbnaXQuXRX+x1MPCmq\/C9+mx63hnB0sdqDV7N7fqdvR6GLcb7VS8zz3nv4eqceOM3XktBwOTa238O\/wBz0Gn4O0vxRp\/Y9RHTxTcq3HeC2bwyzrN5cfUcXR8Pq1Vo2Y9Lyu0q8jt6fTJdiyeBHfKS+K4XqZvTiTwduwui08YSb26Uv2L+JazFhX\/kml5dzwPtD7XtusKqukr\/AE7HD+HyZXeOPhL1OElly07XtDrVivmat7LfpseF4j7XSVQW62vz+hy+J6\/Nmvmk68LOW9Gzth0Fn9mMusmtYu1xL2tnljy8qW1bfLr9LOHijKbbutrCtNXY1Y9I6VeZq8EwngnLc75Y4Tbu+vYraN701FGWJyuLpP2zSRnmi\/IUzZntLWTIIWTQvLtZrtc7VUimZdNFTQkS1WyUM0SioQg9EAzBQoTe3PtOmPEWMSxk7l7TIugymKL4IlyakWRZfjiVY4Wa4xMXJ0mI40dbhvD5ZFKS2UVbb6bujlo6umnkWN8rai+vmiXKumMm\/L0PBOG45NOculuST614HUlxLCm\/d1Dfx6\/0PBLPOO915+Jk1Ool1sx2d1810+WYzxH2vh\/EsfJ+KacWrptJ2u6+4y9o9MpVzx2Wzs+GLVz\/APZhhN+LLOl\/bll1H6fdcPtlpt+bItvqxV\/iBpY9FKXhtR8WxuT6mvTwbPZw9Lhvza8vLz31H1vJ\/iInXu8df6tzncU9scuVcqly\/DY8Pp8bdHc0HCpzklT36n2sMOm45vtm4+Xlj1HLl4t\/xydfnyTbcm352cyeI+hz9mUurvy\/cplwLEk268tjxdR1vH6u30en\/wCby378Pn7xvsmLLDLue11GmwxVHI1Lh0SPn5dX3fUe6dD2\/dcjDpU+tj5J1suxbkzLsc3PPc4XPLK+W+3HGeDZstmPJkDKZnzSIzaSeTcqnIEmVtmtuYSkVuRJsr5is0ZSEZGKXbIkbARk2AQgBsZ6GiiUMkVDwRZQkS1IlUYxL4L16+ZXBFsEZtakX4y5FMS3GZdItgjo6XUUmuzVGCCNEMiM1uRbHEtvBPoZdRpZNut\/3N+GaNGOS8BM7F+OVwlo5d0a8Ggk+iO7DJF9Uma4alVSSo389nonT4\/lz9DwWT6o7eg4LFupJqvoJh1yi7L3xXqa+fk9OuPT8U+\/Lp6PSQg3sq7dzr6bUwjUYHiXxPzLMXE6aae4tzynmuky48PEj02q4yvE4er4nfc4\/ENW79fE5+TVdjWPHNOefUX6jo6rWWczNqCiWYzZcouEjjeW1blymXJkK8mQonkJpi5HlMpnIVzFlMaZ2VyElIjkVtk0lpZMSwsBWUJJURgQEYEQi9f1MicxCAArSGQqCaRZEsRXFjpkotiXRZREazLcaVIeEjPGQ6ZGpW2M6GWSzHzDRkNNbdDHkLllMEJh96NLt1Y50kFaujkrKT3xZive63+b3Jl1ZzY5RJ5TciXOt61A61BzFkGWU6Rz7nd12Zzx33ior86+y+xxvenW4NWTHnh393zx+OOStf8AGU\/oeflLcY30mXny0vKUTyFbmVORWdmlMrchXIVszTYyYjkBsRmTYyYrZHIDAUNAYCCNgQQMCAshDIlEAQBaCQhUMixFaGTFDoZMRMiZFXJjqZRYeYaWVc5DwmZ7HUhpZWmMyc5RzAciyLtoc\/X2IpGexlI0m1\/vBXkKXMHMU20KYVkM6YeYrO3pPZDWRx6iDmri+aMl4xnFxa+O5yuLYfd5Jxu+WUop9mk6TXx6lOjy8sk11Rq4tFP8S78rfk2rfrzM\/WTXpzVMDkVtgs1tg7kK2K2BsgjYrIBsioCyAAgbAQgAfgAhKIBkZCCUQl\/AgAD8vXr8wBAKCgBsCJhAEoIRUEoI1iWG0A6fr162BzC2RA2dMPMImQoZsliBsB7DZXZLKi\/FI63NeGu\/Mt+9NVXn\/CcSDOhhy\/hrx6fG0\/1Zmtxhyrcrsv1K3Mxds0wCCthBsBABRAQBAWAhADy9+wGyEZkSS+QGEAEIQgAsNkIRdJZLIQoa14\/nuSyECJZOYhAqWRSIQu0GyWQg2JzBshCgcwWwEGweYPMQg2Ima9Pk6eTv6EIZtWNXtBiUM84rpakvhJX+pyZMhBjfEXKeQUvXroBshC7ZRslgINiWSyEGxEyJohCCNi2EgEsFhIQCwkIB\/9k=\" alt=\"Tipos de estrellas del universo - VIX\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTnKNFI5gXGLYk-lyltbU-sTvFf4NzeCIByHg&amp;usqp=CAU\" alt=\"PORQU\u00c9 EL SOL ES TAN DIFERENTE DE OTRAS ESTRELLAS SIMILARES? | Narices de Tycho\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQhkzdDYLzQ7fw4OPW_IZVEPF70829hOGxKNA&amp;usqp=CAU\" alt=\"Un telescopio de la NASA capta la muerte de una estrella - YouTube\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Las tres im\u00e1genes son de la misma estrella: Primero cuando &#8220;nace&#8221; y es una proto-estrella, segundo cuando es una estrella de la Secuencia Principal y fusiona elementos, y, finalmente cuando llega a su final y se convierte en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> (el puntito del centro de la Nebulosa planetaria). Ese es el destino de nuestro Sol.<\/p>\n<\/blockquote>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/astrogredos.com\/wp-content\/uploads\/2016\/10\/ciclo-de-vida-de-una-estrella.jpg?resize=570%2C320&amp;ssl=1\" alt=\"Estrellas, que son y como evolucionan. \u2013 Astro Gredos\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En las estrellas tenemos el mejor ejemplo de los cambios<\/strong><\/p>\n<div>\n<p style=\"text-align: justify;\">Las transiciones de fase no son nada\u00a0<a id=\"_GPLITA_35\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. Traslad\u00e9moslo a nuestras propias vidas. En un libro llamado\u00a0<em>Pasajes<\/em>, el autor, Gail Sheehy, destaca que la vida no es un flujo continuo de experiencias, como parece, sino que realmente pasa por varios estadios, caracterizados por conflictos espec\u00edficos que debemos resolver y por objetivos que debemos cumplir.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a7\/Werke_und_Tage.jpg\/757px-Werke_und_Tage.jpg\" alt=\"File:Werke und Tage.jpg\" width=\"671\" height=\"531\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cComienzo de\u00a0<em>Trabajos y d\u00edas<\/em>\u00a0(folio 3Av\/4Ar).\u00a0\u00a0<em><strong>Trabajos y d\u00edas<\/strong><\/em>\u00a0(en\u00a0<a title=\"Griego antiguo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Griego_antiguo\">griego antiguo<\/a>\u00a0\u1f1c\u03c1\u03b3\u03b1 \u03ba\u03b1\u1f76 \u1f29\u03bc\u03ad\u03c1\u03b1\u03b9, referida a veces por el\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0<a title=\"Lat\u00edn\" href=\"http:\/\/es.wikipedia.org\/wiki\/Lat%C3%ADn\">latino<\/a>\u00a0<em>Opera et Dies,<\/em>\u00a0es un poema de\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">unos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0800 versos escrito por\u00a0<a title=\"Hes\u00edodo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hes%C3%ADodo\">Hes\u00edodo<\/a>\u00a0en torno al\u00a0<a title=\"700 a. C.\" href=\"http:\/\/es.wikipedia.org\/wiki\/700_a._C.\">700\u00a0a.\u00a0C. La obra est\u00e1 compuesta a partir de g\u00e9neros po\u00e9ticos preexistentes que la tradici\u00f3n oral griega hab\u00eda incorporado del mundo oriental: sobre todo, variantes del \u201ccat\u00e1logo\u201d (cuyo ejemplo hom\u00e9rico es el\u00a0<\/a><a title=\"Cat\u00e1logo de naves\" href=\"http:\/\/es.wikipedia.org\/wiki\/Cat%C3%A1logo_de_naves\">canto II<\/a><a title=\"700 a. C.\" href=\"http:\/\/es.wikipedia.org\/wiki\/700_a._C.\">\u00a0de la\u00a0<\/a><a title=\"Il\u00edada\" href=\"http:\/\/es.wikipedia.org\/wiki\/Il%C3%ADada\">Il\u00edada<\/a><a title=\"700 a. C.\" href=\"http:\/\/es.wikipedia.org\/wiki\/700_a._C.\">): los \u201ccalendarios\u201d y los \u201cd\u00edas\u201d; y de colecciones de consejos, instrucciones y proverbios (como el\u00a0<\/a><em><a title=\"Ahikar (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Ahikar&amp;action=edit&amp;redlink=1\">Ahikar<\/a><\/em>\u00a0asirio)\u201d<\/p>\n<\/blockquote>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/filosofiadelacaracas.wordpress.com\/wp-content\/uploads\/2011\/08\/los-filosofos.jpg\" alt=\"6. Los Fil\u00f3sofos de la Naturaleza. | Filosof\u00eda en Perspectiva\" width=\"235\" height=\"204\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pymstatic.com\/19104\/conversions\/filosofos-griegos-famosos-wide_webp.webp\" alt=\"Los 15 fil\u00f3sofos griegos m\u00e1s importantes y famosos\" width=\"330\" height=\"186\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEh-r-4Gl_vk-bmQUaDZgK4gERfq1rXKiCbeusR3fNYGGY6H8YnxUi7iH7xuO7xqqhyphenhyphenJQPytTD9sPMO73tepUENuQa2NNqkUQSvnZkd_SA0YWerkCjOcDqeUvMqQmSBrWHIhl2Fz2k00REWT\/s1600\/04+-+Unidad+II+-+El+Ci%25CC%2581rculo+de+Viena.jpg\" alt=\"Las Bases de la Filosof\u00eda: C\u00cdRCULO DE VIENA\" width=\"456\" height=\"195\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Todo,\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la acci\u00f3n y los pensamientos del hombre a lo largo de la Historia son cambiantes. Nada permanece al inexorable paso del Tiempo<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Lo cierto es que, a lo largo de toda nuestra vida estamos experimentando cambios de fase que se producen hasta en la manera de pensar, de ver las cosas y el mundo que nos rodea. Nosotros, al igual que todo en el Universo, somos objeto de cambios continuados que se est\u00e1n produciendo\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0nuestro nacimiento hasta nuestro final.<\/p>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>c\u00f3logo Eric Ericsson lleg\u00f3 a proponer una teor\u00eda de estadios\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>col\u00f3gicos del desarrollo. Un conflicto fundamental caracteriza cada fase. Si este conflicto no queda resuelto,\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0enconarse e incluso provocar una regresi\u00f3n a un periodo anterior.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda de Erik Erikson: Las etapas del desarrollo psicosocial\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda de Erik Erikson: Las etapas del desarrollo psicosocial\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">An\u00e1logamente, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>c\u00f3logo Jean Piaget demostr\u00f3 que el desarrollo mental de\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">la primera infancia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0tampoco es un desarrollo continuo de aprendizaje, sino que est\u00e1 realmente caracterizado por estadios discontinuos en la capacidad de conceptualizaci\u00f3n de un ni\u00f1o. Un mes, un ni\u00f1o puede dejar de buscar una pelota una vez que ha rodado fuera de su campo de visi\u00f3n, sin comprender que la pelota existe aunque no la vea. Al mes siguiente, esto resultar\u00e1 obvio para el ni\u00f1o.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Jean Piaget \u27a1\ufe0f\u2713 Las 4 etapas del desarrollo cognitivo\" width=\"334\" height=\"176\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"PIAGET. Etapas del desarrollo cognitivo del ni\u00f1o. | Fun4us\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta es la esencia de la dial\u00e9ctica. Seg\u00fan esta filosof\u00eda, todos los objetos (personas, gases, estrellas, el propio universo) pasan por una serie de estadios. Cada estadio est\u00e1 caracterizado por un conflicto entre dos fuerzas opuestas. La naturaleza de dicho conflicto determina, de hecho, la naturaleza del estadio. Cuando el conflicto se resuelve, el objeto pasa a un objetivo o estadio superior, llamado s\u00edntesis, donde empieza una nueva contradicci\u00f3n, y el proceso pasa de\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0a un nivel superior.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/GPNpts11DDk\/mqdefault.jpg\" alt=\"Trueque de cantidad en calidad en el Diccionario sovi\u00e9tico de filosof\u00eda\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Si la ignorancia da la felicidad, \u00bfes la inteligencia sin\u00f3nimo de tristeza? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La ignorancia de la intelectualidad - Apuntes y monogra... en Taringa!\" width=\"392\" height=\"204\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQCtWAwijOR5j-gj2j3DIl0ISOR8UQ3xktMr-OxITBoC_pfyrUPfEvmThYlw_iZzRgf9mU&amp;usqp=CAU\" alt=\"La sabidur\u00eda comienza desde la ignorancia | Frases filosoficas, Frases motivadoras, Frases sabias\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los fil\u00f3sofos llaman a esto transici\u00f3n de la \u201ccantidad\u201d a la \u201ccualidad\u201d. \u00a0Peque\u00f1os cambios cuantitativos se acumulan hasta que, eventualmente, se produce una ruptura cualitativa con el pasado.\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0teor\u00eda se aplica tambi\u00e9n a las sociedades o culturas. Las tensiones en una sociedad pueden crecer espectacularmente, como la hicieron en Francia a finales del siglo XVIII. Los campesinos se enfrenaban al hambre, se produjeron motines espont\u00e1neos y la aristocracia se retir\u00f3 a sus fortalezas. Cuando las tensiones alcanzaron su punto de ruptura, ocurri\u00f3 una\u00a0<strong>transici\u00f3n de fase<\/strong>\u00a0de lo\u00a0<strong>cuantitativo\u00a0<\/strong>a los\u00a0<strong>cualitativo<\/strong>: los campesinos tomaron las armas, tomaron Par\u00eds y asaltaron la Bastilla.<\/p>\n<p>&nbsp;<\/p>\n<div id=\"irc_rit\" style=\"text-align: justify;\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F4.bp.blogspot.com%2F_vgH0-Ng6wYY%2FTD1WpcRr1fI%2FAAAAAAAAAz4%2FXAdNSQK5_5Y%2Fs400%2F14%2Bde%2Bjulio%2Bde%2B1789%2Btoma%2Bde%2Bla%2BBastilla.jpg&amp;imgrefurl=http%3A%2F%2Fabalsadamedusa.blogspot.com%2F2011%2F11%2F14-de-julio-de-1789-la-toma-de-la.html&amp;docid=SuX_mlB85ssCyM&amp;tbnid=GnF6It0e-bJF_M%3A&amp;w=351&amp;h=267&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"GnF6It0e-bJF_M:\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQqi346ngkDjsRd9GFLoP-tfv3b2rJs-7fmROSwNMfAh20rqOhiIw\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fjosancaballero.files.wordpress.com%2F2009%2F07%2Ftcxc5toma-bastilla.gif%3Fw%3D450&amp;imgrefurl=http%3A%2F%2Fjosancaballero.wordpress.com%2F2009%2F07%2F&amp;docid=JWS_Dqe9GRYlwM&amp;tbnid=jGoZFEr-utdkVM&amp;w=425&amp;h=324&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"jGoZFEr-utdkVM\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRLwayMyEC02C2xuJsM2Sj0uWrk9UlSELlF6Ahe9fBpx4l7Albk\" alt=\"\" width=\"302\" height=\"230\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fuy.kalipedia.com%2Fkalipediamedia%2Fpenrelcul%2Fmedia%2F200707%2F18%2Fhisfilosofia%2F20070718klpprcfil_100.Ies.SCO.jpg&amp;imgrefurl=http%3A%2F%2Fwww.taringa.net%2Fposts%2Fofftopic%2F6159342%2FSe-cumple-un-nuevo-aniversario.html&amp;docid=5M2__GurRyB2uM&amp;tbnid=q5Epzt-bcektLM&amp;w=267&amp;h=297&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAQQxiAwAg&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"q5Epzt-bcektLM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTDbopFV6jAiy9l-Kg8seCoPqSJsH-xnNPXXmuLE5tUGjnWqkxz\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fmujeres-riot.webcindario.com%2Fbastilla.jpg&amp;imgrefurl=http%3A%2F%2Fmujeres-riot.webcindario.com%2FTheroigne_de_Mericourt.htm&amp;docid=t_JaxPLoaYd3WM&amp;tbnid=ZIBFyaQIyR9NXM&amp;w=400&amp;h=264&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAUQxiAwAw&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"ZIBFyaQIyR9NXM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRxQS-RRuhaePiEWQsrBOPh2CFQQ6jvXHaIhUylpI_mSvkowHYZ\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F1.bp.blogspot.com%2F_4nIu6V1MIo0%2FSiNO7OVTIRI%2FAAAAAAAAAJI%2FiBTTrxSMnLY%2Fs400%2Fla%2Btoma%2Bde%2Bla%2BBastilla2.bmp&amp;imgrefurl=http%3A%2F%2Festanteriaabierta2.blogspot.com%2F2009%2F05%2Ffausto-rasero-por-que-os-desprecio.html&amp;docid=hYOmko1JhJQrzM&amp;tbnid=Npwrg9dvYOKrkM&amp;w=400&amp;h=281&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAYQxiAwBA&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"Npwrg9dvYOKrkM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQ_kk_iFOuFCNf18ZSosLTGWfK4o8xaQEevKpcsMaPhvGlxazSm\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fredescolar.ilce.edu.mx%2Fredescolar%2Fefemerides%2Fjulio%2Finterna%2Fbastilla.jpg&amp;imgrefurl=http%3A%2F%2Fredescolar.ilce.edu.mx%2Fredescolar%2Fefemerides%2Fjulio%2Finterna%2Feuro14.htm&amp;docid=dzDPq96ZTUgqSM&amp;tbnid=VmfUhcJFsKrxDM&amp;w=217&amp;h=313&amp;ei=cZpjUe7THO_u0gXBhoDQAg&amp;ved=0CAcQxiAwBQ&amp;iact=rics\" data-target-tbnid=\"GnF6It0e-bJF_M:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"VmfUhcJFsKrxDM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQeWvTL81LUYzb92HVi1_qBRIcumEixVWLDfG1jzRTbii2ZlDla\" alt=\"\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Etapas emocionales en el proceso de ruptura de pareja\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>Las tensiones terminan por romperlo todo. Nada aguanta de manera indefinida<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El falso vac\u00edo es el concepto de... - En un lugar del cosmos | Facebook\" width=\"378\" height=\"312\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRtcdCysObLvA2nImaLS-hxeJxYSfsoHyWEO9N60r1P8seahHjvwlM5Zwkj1SETDhjwMZY&amp;usqp=CAU\" alt=\"Autorizado el proyecto para mejorar la seguridad de la presa de Mar\u00eda Cristina, en Castell\u00f3n | iAgua\" \/><\/p>\n<p style=\"text-align: justify;\">Las transiciones de fases pueden ser\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0asuntos bastante explosivos. Por ejemplo, pensemos en un r\u00edo que ha sido represado. Tras la presa se forma r\u00e1pidamente un embalse con agua a enorme presi\u00f3n. Puesto que es inestable, el embalse est\u00e1 en el\u00a0<strong>falso vac\u00edo<\/strong>. El agua preferir\u00eda estar en su verdadero vac\u00edo, significando esto que preferir\u00eda reventar la presa y correr aguas abajo, hacia un\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de menor energ\u00eda. As\u00ed pues, una transici\u00f3n de fase implicar\u00eda un estallido de la presa, que tendr\u00eda consecuencias desastrosas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/protestaurbana.files.wordpress.com\/2013\/02\/200213c1543fa94med.jpeg\" alt=\"\" width=\"653\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n podr\u00eda poner aqu\u00ed el ejemplo m\u00e1s explosivo de una bomba at\u00f3mica, donde el falso vac\u00edo corresponde al n\u00facleo inestable de uranio donde residen atrapadas enormes energ\u00edas explosivas que son un mill\u00f3n de veces m\u00e1s poderosas, para masas iguales, que para un explosivo qu\u00edmico.\u00a0 De vez en cuando, el n\u00facleo pasa por efecto t\u00fanel a un\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0m\u00e1s bajo, lo que significa que el n\u00facleo se rompe espont\u00e1neamente. Esto se denomina desintegraci\u00f3n radiactiva. Sin embargo, disparando\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">neutrones<\/a>\u00a0contra los n\u00facleos de uranio, es posible liberar de golpe\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0energ\u00eda encerrada seg\u00fan la formula de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0E = mc<sup>2<\/sup>. Por supuesto, dicha liberaci\u00f3n es una explosi\u00f3n at\u00f3mica; \u00a1menuda transici\u00f3n de fase!<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/aquellasarmasdeguerra.files.wordpress.com\/2014\/10\/bomba-de-uranio.jpg?w=466&amp;h=274\" alt=\"Resultado de imagen de La Bomba de Uranio\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>La bomba de uranio<\/strong>\u00a0es m\u00e1s simple que la de plutonio y funciona cuando a una masa de uranio que a\u00fan no ha alcanzado el punto cr\u00edtico de reacci\u00f3n en cadena descontrolada, se le a\u00f1ade una cantidad del mismo elemento para alcanzar esa masa cr\u00edtica con la capacidad de fisionarse por s\u00ed sola. De forma simult\u00e1nea, a esa masa se le agregan m\u00e1s elementos que potencian la creaci\u00f3n de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> libres. Esto produce una aceleraci\u00f3n de la velocidad de la reacci\u00f3n en cadena, resultando en la destrucci\u00f3n del \u00e1rea que rodea el dispositivo debido a la onda de choque creada por la liberaci\u00f3n de los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS83XxQ1j2ouiNB4gd0SieJWAhIDJP9mePkNw&amp;s\" alt=\"Quiralidad - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.gelamin.it\/wp-content\/uploads\/sites\/4\/2016\/02\/idrolisi.jpg\" alt=\"Hidrolisis enzimatica \u2013 Gelamin\" width=\"329\" height=\"184\" \/><\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>La mano derecha contacta con la mano izquierda en la imagen especular. A diferencia de la hidr\u00f3lisis qu\u00edmica, la hidr\u00f3lisis enzim\u00e1tica permite mantener un alto contenido de amino\u00e1cidos lev\u00f3giros, que por tanto tienen un efecto realmente positivo para las plantas. Los hidrolizados de prote\u00ednas obtenidos por hidr\u00f3lisis enzim\u00e1tica, por tanto, tienen una calidad mucho mayor.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Las nuevas caracter\u00edsticas descubiertas por los cient\u00edficos en las transiciones de fases es que normalmente van acompa\u00f1adas de una ruptura de simetr\u00eda. Al premio Nobel Abdus Salam le gusta la ilustraci\u00f3n siguiente: consideremos una mesa de banquete circular, donde todos los comensales est\u00e1n sentados con una copa de champ\u00e1n a\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0lado. Aqu\u00ed existe simetr\u00eda. Mirando la mesa del banquete reflejada en un espejo, vemos lo mismo: cada comensal sentado en torno a la mesa, con copas de champ\u00e1n a cada lado.\u00a0 Asimismo, podemos girar la mesa de banquete circular y la disposici\u00f3n sigue siendo la misma.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkgzm-ZFNm8vVo5fJ8EtNmHqbx4A1eWhw-3ghg_2rpSbpaP9HSs4lKwMvFk3fyOgWKEks&amp;usqp=CAU\" alt=\"Entrega Premios ABC 2015: un buen protocolo que va m\u00e1s all\u00e1 \u00bb Protocolo y Eventos Carlos Fuente\" width=\"533\" height=\"355\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Rompamos\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la simetr\u00eda. Supongamos ahora que el primer comensal toma la copa que hay a su derecha. Siguiendo la pauta, todos los dem\u00e1s comensales tomaran la copa de champ\u00e1n de su derecha. N\u00f3tese que la imagen de la mesa del banquete vista en el espejo produce la situaci\u00f3n opuesta.\u00a0 Cada comensal ha tomado la copa izquierda. De este modo, la simetr\u00eda izquierda-derecha se ha roto.<\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, el\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de m\u00e1xima simetr\u00eda es con frecuencia tambi\u00e9n un estado inestable, y por lo tanto corresponde a un falso vac\u00edo.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/f\/f0\/Boovoid.png\" alt=\"Vac\u00edo de Bootes - Wikipedia, la enciclopedia libre\" width=\"255\" height=\"223\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.13c.cl\/sites\/default\/files\/13c\/articulos\/field-imagen\/2023-10\/VACIO%20DE%20BOOTES.jpg\" alt=\"La gigantesca zona del espacio donde no hay nada\" width=\"397\" height=\"223\" \/><\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No os equivoqu\u00e9is, lo que llaman &#8220;<strong>Vac\u00edo de Bootes<\/strong>\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> es un falso \u201cvac\u00edo\u201d de inmensas dimensiones. \u00b7El\u00a0<b>vac\u00edo de Bo\u00f6tes<\/b>\u00a0o el\u00a0<b>Gran\u00a0<a title=\"Vac\u00edo (astronom\u00eda)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Vac%C3%ADo_(astronom%C3%ADa)\">Vac\u00edo<\/a><\/b><sup id=\"cite_ref-1\" class=\"reference separada\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Vac%C3%ADo_de_Bootes#cite_note-1\">1<\/a><\/sup> es una gigantesca y cuasi-esf\u00e9rica regi\u00f3n del\u00a0<a title=\"Medio interestelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Medio_interestelar\">espacio<\/a>, que contiene muy pocas\u00a0<a title=\"Galaxia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Galaxia\">galaxias<\/a>. Se encuentra en las cercan\u00edas de la constelaci\u00f3n de\u00a0<a class=\"mw-redirect\" title=\"Bo\u00f6tes\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bo%C3%B6tes\">Bo\u00f6tes<\/a>, de ah\u00ed su nombre. Con un di\u00e1metro de por lo menos 250 millones de\u00a0<a title=\"A\u00f1o luz\" href=\"https:\/\/es.wikipedia.org\/wiki\/A%C3%B1o_luz\">a\u00f1os luz<\/a>,\u00a0o un volumen de casi 236\u00a0000\u00a0<a title=\"P\u00e1rsec\" href=\"https:\/\/es.wikipedia.org\/wiki\/P%C3%A1rsec\">Mpc<\/a>, el vac\u00edo de Bootes es uno de los vac\u00edos m\u00e1s grandes que se conocen en el\u00a0<a title=\"Universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Universo\">universo<\/a>, y nos referimos a \u00e9l como un\u00a0<i>super-vac\u00edo<\/i>. &#8220;<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.ecestaticos.com\/cik8-IWqx_-DAbCmDGLFHtxAz50=\/0x0:1280x720\/1200x1200\/filters:fill(white):format(jpg)\/f.elconfidencial.com%2Foriginal%2F855%2Ffc8%2F441%2F855fc844159a613412b9db3cfb09eb96.jpg\" alt=\"El extra\u00f1o fen\u00f3meno cu\u00e1ntico que puede destruir el universo en cualquier  momento\" width=\"639\" height=\"639\" \/><\/p>\n<h1 class=\"landscapePhotoFull__title\" style=\"text-align: justify;\">El extra\u00f1o fen\u00f3meno cu\u00e1ntico que puede destruir el universo en cualquier momento<\/h1>\n<h2 class=\"landscapePhotoFull__subTitle\" style=\"text-align: justify;\">Ni <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, ni Big Bounce, ni muerte t\u00e9rmica por <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. El fin del universo m\u00e1s espectacular y horroroso ser\u00eda a la velocidad de la luz y puede suceder al azar.<\/h2>\n<p style=\"text-align: justify;\">&#8220;El fin del universo ha sido objeto de<strong>\u00a0fascinaci\u00f3n y especulaci\u00f3n durante milenios.<\/strong>\u00a0Aparte de las trompetas del apocal\u00ed<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s y dem\u00e1s mitos religiosos, las teor\u00edas m\u00e1s populares son el\u00a0<a href=\"https:\/\/www.elconfidencial.com\/tecnologia\/novaceno\/2023-01-12\/universo-expansion-espacio-astrofisica_3555649\/\" target=\"_self\" rel=\"noopener\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>, the\u00a0<a href=\"https:\/\/www.elconfidencial.com\/tecnologia\/novaceno\/2022-11-07\/big-bang-big-bounce-universo_3518315\/\" target=\"_self\" rel=\"noopener\">Big Bounce<\/a>\u00a0y la deprimente muerte entr\u00f3pica de todo. Pero hay una que poca gente conoce y es sin duda la m\u00e1s terror\u00edfica y espectacular. Un fin del universo que podr\u00eda ocurrir en cualquier momento,\u00a0<strong>sin previo aviso,<\/strong>\u00a0acabando con nuestra propia existencia a la velocidad de la luz:<strong> la desintegraci\u00f3n del vac\u00edo.&#8221;<\/strong><\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWJqOBDR7OSQm_2FAIgb_iYt06LT5LlaqUkg&amp;s\" alt=\"El falso vac\u00edo es el concepto de... - En un lugar del cosmos | Facebook\" width=\"482\" height=\"361\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">El falso vac\u00edo es el concepto de la teor\u00eda cu\u00e1ntica de campos, relacionado con el de vac\u00edo cu\u00e1ntico, que alude a una regi\u00f3n metaestable en el espacio que parece estar vac\u00eda \u2013es decir, que est\u00e1 desprovista totalmente de materia-, pero que en realidad contiene en su interior alguna forma de energ\u00eda a nivel de fluctuaciones cu\u00e1nticas.<\/p>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">Cuando hablamos de\u00a0<strong>falso vac\u00edo<\/strong>\u00a0lo hacemos del estado en teor\u00eda cu\u00e1ntica de campos que es un m\u00ednimo local, pero no un estado de energ\u00eda m\u00ednima del sistema en su totalidad (lo que se denomina el verdadero vac\u00edo). Tarde o temprano ocurrir\u00e1 un efecto t\u00fanel desde el falso vac\u00edo al vac\u00edo verdadero, que puede ser calculado por t\u00e9cnicas de instanton. El falso vac\u00edo no ha sido nunca observado, pero se predice que existe en varias teor\u00edas cu\u00e1nticas de campo de relevancia para el estudio de las part\u00edculas elementales, incluyendo las teor\u00edas de gran unificaci\u00f3n. En particular, ha sido sugerido que el falso vac\u00edo puede ser el responsable de la expansi\u00f3n del universo inflacionario, que pudo haber sido importante en el universo primitivo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/m1.paperblog.com\/i\/55\/556180\/dimensiones-L-QwJXXy.jpeg\" alt=\"\" width=\"313\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Solo podemos ver tres dimensiones y sentir la cuarta<\/strong><\/p>\n<p style=\"text-align: justify;\">Con respecto a la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>, los f\u00edsicos suponen (aunque todav\u00eda no lo puedan demostrar) que el universo deca-dimensional original era inestable y pas\u00f3 por efecto t\u00fanel a un universo de cuatro y otro de seis dimensiones. As\u00ed pues, el universo original estaba en un estado de falso vac\u00edo, el estado de m\u00e1xima simetr\u00eda, mientras que hoy estamos en el estado roto del verdadero vac\u00edo.<\/p>\n<p>&nbsp;<\/p>\n<div id=\"irc_rit\" style=\"text-align: justify;\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fnadamasquelaverdad.files.wordpress.com%2F2011%2F01%2Funiverso-vivo.png%3Fw%3D640&amp;imgrefurl=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2Fcategory%2Fel-universo-y-los-pensamientos%2F&amp;docid=JdSlHsoQDMZHHM&amp;tbnid=mgDT6QIC5dqvMM%3A&amp;w=640&amp;h=463&amp;ei=DJ1jUZ2oBeqL0AX474CgCw&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"mgDT6QIC5dqvMM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"mgDT6QIC5dqvMM:\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcSqj0kfkGqmusNf0WgAvraxEMl1Q8o3imZeZgpS7c2z6owHmI9B\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fespacioprofundo.es%2Fwp-content%2Fuploads%2F2012%2F04%2FDiagrama-de-una-lente-gravitacional.jpg&amp;imgrefurl=http%3A%2F%2Fespacioprofundo.es%2F2012%2F04%2F12%2Flas-lentes-gravitacionales-confirman-la-expansion-del-universo%2F&amp;docid=9OPe7aaDxS1IoM&amp;tbnid=pZb8HoNlu_dgGM&amp;w=1024&amp;h=768&amp;ei=DJ1jUZ2oBeqL0AX474CgCw&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"mgDT6QIC5dqvMM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"pZb8HoNlu_dgGM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcRSckhwMeIZTXfh6PUO1zMRpaDO8ZJZBjHZNQcA7O_Z5TEthYD1\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fi306.photobucket.com%2Falbums%2Fnn274%2FEternalHope_2008%2FReach%2520for%2520the%2520stars%2Funiverse2dfslice.gif&amp;imgrefurl=http%3A%2F%2Fwww.dailykos.com%2Fstory%2F2008%2F04%2F17%2F493327%2F-I-ve-had-it-with-Barack-Obama-s-bulls&amp;docid=DM30SxZqw54scM&amp;tbnid=tGeBHrMhqmotMM&amp;w=600&amp;h=460&amp;ei=DJ1jUZ2oBeqL0AX474CgCw&amp;ved=0CAQQxiAwAg&amp;iact=rics\" data-target-tbnid=\"mgDT6QIC5dqvMM:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"tGeBHrMhqmotMM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcQdC_ZVUod7LY2nMulhQ7o6FwzqvKENiGze7wA8CV8yG4A3dT1X\" alt=\"\" \/><\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">Lo cierto es que, por mucho que nos esforzamos mentalmente\u00a0<a id=\"_GPLITA_16\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0\u201cver\u201d ese universo de m\u00e1s dimensiones\u2026 \u00a1No conseguimos verlo!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda de Kaluza-Klein es una... - Funci\u00f3n de onda \u03a8 | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/dd\/Kaluza_Klein_compactification.svg\" alt=\"Archivo:Kaluza Klein compactification.svg - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('kaluza klein',event); return false;\">Kaluza-Klein<\/a>, los de la Teor\u00eda de cinco dimensiones, salieron del paso diciendo que las otras seis dimensiones estaban compactadas en el l\u00edmite de Planck. all\u00ed quedaron comprimidas mientras se desarrollaron las otras cuatro: tres de espacio y una temporal.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cloudfront-eu-central-1.images.arcpublishing.com\/prisa\/ZDGXE7UIR5HTHEEPCT62TLX6H4.png\" alt=\"Demasiada oscuridad | Vac\u00edo C\u00f3smico | EL PA\u00cdS\" width=\"693\" height=\"693\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que\u00a0<a id=\"_GPLITA_17\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde,\u00a0<a id=\"_GPLITA_18\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron las primeras\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">quarks<\/a>\u00a0para unirse y formar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">electrones<\/a>\u00a0que formaron aquellos primeros \u00e1tomos.\u00a0 Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3\u00a0<a id=\"_GPLITA_19\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">la nube<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-ARRQzwg8iic\/ThgXDauz1LI\/AAAAAAAAAzk\/LggBHoMITWw\/s1600\/V838_Mon.jpg\" alt=\"\" width=\"473\" height=\"393\" \/><\/p>\n<div id=\"irc_rit\" style=\"text-align: justify;\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fcelestia.albacete.org%2Fimagenes%2Fstars%2Fsuperex.jpg&amp;imgrefurl=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2012%2F08%2F03%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-34%2F&amp;docid=2I7u03pynNvR9M&amp;tbnid=OwouH3lXxFupGM%3A&amp;w=500&amp;h=500&amp;ei=DJ1jUZ2oBeqL0AX474CgCw&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"OwouH3lXxFupGM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"OwouH3lXxFupGM:\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQybZlk1TJfVv_nbah%3Ca%20href=\" alt=\"\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">Las estrellas evolucionan desde que en su n\u00facleo se comienza a fusionar hidr\u00f3geno en helio, de los elementos m\u00e1s ligeros a los m\u00e1s pesados.\u00a0 Avanza creando en el\u00a0<a id=\"_GPLITA_20\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">horno<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0termonuclear, cada vez, metales y elementos m\u00e1s pesados. Cuando llega al hierro y explosiona en la forma explosiva de\u00a0 una supernova. Luego, cuando este material estelar es otra vez recogido en una nueva estrella rica en hidr\u00f3geno, al ser de segunda generaci\u00f3n (como nuestro Sol), comienza de nuevo el proceso de fusi\u00f3n llevando consigo materiales complejos de aquella supernova.<\/p>\n<p style=\"text-align: justify;\">Puesto que el peso promedio de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">protones<\/a>\u00a0en los productos de fisi\u00f3n,\u00a0<a id=\"_GPLITA_21\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el cesio y el kript\u00f3n, es menor que el peso promedio de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">protones<\/a>\u00a0de uranio, el exceso de masa se ha transformado en energ\u00eda mediante E = mc<sup>2<\/sup>.\u00a0<a id=\"_GPLITA_22\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0es la fuente de energ\u00eda que subyace en las explosiones at\u00f3micas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1111\/s106_canarias_900.jpg\" alt=\"\" width=\"514\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0El tiempo con ayuda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>, lo transforma todo. Hoy es, ma\u00f1ana no es<\/strong><\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, la curva de energ\u00eda de enlace no s\u00f3lo explica el nacimiento y muerte de las estrellas y la creaci\u00f3n de elementos complejos que tambi\u00e9n hicieron posible que nosotros estemos\u00a0<a id=\"_GPLITA_23\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0aqu\u00ed y, muy posiblemente, ser\u00e1 tambi\u00e9n el factor determinante para que, lejos de aqu\u00ed, en otros sistemas solares a muchos a\u00f1os luz de distancia, puedan florecer otras especies inteligentes que, al igual que la especie humana, se pregunten por su origen y estudien los fen\u00f3menos de las fuerzas fundamentales del universo, los componentes de la materia y, como nosotros, se interesen por el destino que nos espera en el futuro.<\/p>\n<p style=\"text-align: justify;\">Cuando alguien oye por vez primera la historia de la vida de las estrellas, generalmente (lo s\u00e9 por experiencia), no dice nada, pero su rostro refleja escepticismo. \u00bfC\u00f3mo\u00a0<a id=\"_GPLITA_24\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0vivir una estrella 10.000 millones de a\u00f1os? Despu\u00e9s de todo, nadie ha vivido tanto tiempo como para ser testigo de su evoluci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRZym9Uh0jo51yJ1aHcordoIfMPTE2F_vYmKoXgloFb4XemoYZfjA\" alt=\"\" width=\"491\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sin embargo, tenemos los medios t\u00e9cnicos y cient\u00edficos\u00a0<a id=\"_GPLITA_25\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0saber la edad que tiene, por ejemplo, el Sol. Y, como podemos contemplar en la imagen de arriba, sabemos de los cambios que se avecinan. Dentro de unos cinco mil millones de a\u00f1os, cuando se agote el combustible nuclear de fusi\u00f3n, el Sol se convertir\u00e1 en una gigante roja que crecer\u00e1 m\u00e1s y m\u00e1s hasta alcanzar 1\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">UA<\/a>\u00a0(ciento cincuenta millones de kilometros) y, engullir\u00e1 a los planetas Mercurio y Venus y, nuestra querida Tierra, quedar\u00e1 literalmente arrasada por las terror\u00edficas temperaturas de los vientos solares que evaporar\u00e1n los oc\u00e9anos y har\u00e1 imposible ninguna clase de vida sobre el planeta.<\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, la estrella alrededor de la que giran todos los planetas de nuestro Sistema Solar es la estrella m\u00e1s cercana a la Tierra (150 millones de Km = 1\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">UA<\/a>), con un di\u00e1metro de 1.392.530 Km, tiene una edad de 4.500 millones de a\u00f1os y, aunque fusiona 4.654.600 toneladas de Hidr\u00f3geno en Helio\u00a0<a id=\"_GPLITA_26\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0segundo, a\u00fan le quedan otros cinco mil millones de a\u00f1os de vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ichef-1.bbci.co.uk\/news\/ws\/320\/amz\/worldservice\/live\/assets\/images\/2015\/07\/01\/150701155553_universo_expansion_624x351_chrisbutlerspl.jpg\" alt=\"Ilustraci\u00f3n del universo\" width=\"601\" height=\"338\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 <strong>\u00a0 \u00a0 El Universo como una burbuja dentro de la cual est\u00e1, \u00a1todo lo que existe!<\/strong><\/p>\n<p style=\"text-align: justify;\">El Universo siempre nos parece inmenso, y, al principio, aquellos pensadores que estuvieron aqu\u00ed antes que jnosotros y que empezaron a\u00a0preguntarse c\u00f3mo ser\u00eda, lo imaginaron como una esfera cristalina que dentro conten\u00eda unos pocos mundos y algunas estrellas, hoy, hemos llegado a saber un poco m\u00e1s sobre \u00e9l. Sin embargo, dentro de unos cuantos siglos, los que detr\u00e1s de nosotros llegar\u00e1n,\u00a0hablar\u00e1n de universos en plural, y, cuando pasen algunos eones, estaremos de visita de un universo a otro como\u00a0<a id=\"_GPLITA_27\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/09\/toda-cambia-y-nada-permanece\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0vamos de una ciudad a otra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La conquista espacial - Proyectos inminentes y el futuro que nos espera - YouTube\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El remolcador espacial nuclear TEM de Rusia sigue adelante - Eureka\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ocho naves espaciales con las que podremos abandonar el Sistema Solar\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ocho naves espaciales con las que podremos abandonar el Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 Todo llegar\u00e1 y lo que hoy es un sue\u00f1o&#8230; \u00a1ma\u00f1ana ser\u00e1 realidad!<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a1M\u00e1s transiciones de fase! Ahora de evoluci\u00f3n del conocimiento. \u00a1Qui\u00e9n pudiera estar all\u00ed! En ese futuro en el que, realmente y si nada lo remedia, nos podremos llamar \u201cSe\u00f1ores del Espacio\u201d \u201cDescubridores de Mundos\u201d \u201cHabitantes del Universo\u201d\u2026<\/p>\n<p style=\"text-align: justify;\">\u00a1Ser\u00eda bonito ser testigo de todo eso!<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;t=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/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=http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/07\/22\/si-todo-cambia-y-nada-permanece-4\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/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='http:\/\/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\/2024\/07\/22\/si-todo-cambia-y-nada-permanece-4\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;title=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F&amp;t=S%C3%AD%2C+todo+cambia+y+nada+permanece' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/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=S%C3%AD%2C+todo+cambia+y+nada+permanece: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/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=S%C3%AD%2C+todo+cambia+y+nada+permanece&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F07%2F22%2Fsi-todo-cambia-y-nada-permanece-4%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>\u00a0\u00ab\u00a0Algo m\u00e1s sobre F\u00edsica \u00a1La F\u00edsica! Gran Disciplina Cient\u00edfica\u00a0\u00bb La Naturaleza juega con el paso del Tiempo para cambiar las cosas utilizando herramientas\u00a0como\u00a0la Temperatura y otras fuentes de energ\u00eda. En el agua, tenemos un ejemplo cercano y cotidiano de esos cambios que se producen merced a diversas circunstancias. As\u00ed, podemos constatar que, en la Naturaleza, [&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":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26927"}],"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=26927"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26927\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26927"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26927"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26927"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}