{"id":14350,"date":"2026-02-22T07:05:36","date_gmt":"2026-02-22T06:05:36","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=14350"},"modified":"2026-02-22T07:06:06","modified_gmt":"2026-02-22T06:06:06","slug":"conociendo-el-universo-6","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/22\/conociendo-el-universo-6\/","title":{"rendered":"Conociendo el Universo"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/el-big-bang-creador-del-universo\/\" rel=\"prev\">El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>: Creador del Universo<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/acmor.org\/storage\/uploads\/img%201_1743441048.jpg\" alt=\"El Big Bang: la punta del iceberg que deton\u00f3 m\u00e1s interrogantes sobre el  origen del universo | Academia de Ciencias de Morelos, A.C\" width=\"781\" height=\"317\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Sabemos que el universo surgi\u00f3 hace aproximadamente 13,7 mil millones de a\u00f1os, pero \u00bfQu\u00e9 hab\u00eda antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>? Unas semanas antes de morir, el f\u00edsico Stephen Hawking habl\u00f3 de ello en un <a href=\"https:\/\/youtu.be\/FJ88kC2Nx8M\" target=\"_blank\" rel=\"noopener noreferrer\" data-vars-ga-outbound-link=\"https:\/\/youtu.be\/FJ88kC2Nx8M\">episodio\u00a0<\/a>del programa de televisi\u00f3n<strong> Star Talk,<\/strong> junto a su presentador, el cient\u00edfico <strong>Neil De Grasse Tyson<\/strong>. Su respuesta fue lapidaria:\u00a0<em>\u201cNada\u201d<\/em>.<\/p>\n<p style=\"text-align: justify;\">Claro que, all\u00ed no hab\u00eda nadie para contradecirlo, y, desde luego, la respuesta no fue la adecuada, ya que, si surgi\u00f3&#8230; \u00a1Es porque hab\u00eda! De donde no existe nada, nada puede surgir.<\/p>\n<\/blockquote>\n<\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/www.biografiasyvidas.com\/biografia\/h\/fotos\/hawking_stephen_1.jpg\" alt=\"Biografia de Stephen Hawking\" \/><\/p><\/blockquote>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">Seg\u00fan el brit\u00e1nico, es absurdo preguntarse qu\u00e9 hab\u00eda antes porque tambi\u00e9n el Tiempo surgi\u00f3 con el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. \u00c9l trat\u00f3 de aproximarse a este interrogante que tanto inquieta a los f\u00edsicos a &#8220;trav\u00e9s de su <strong>\u201c<em>propuesta sin l\u00edmites\u201d<\/em><\/strong>.\u00a0<em>\u201c<\/em><em>La condici\u00f3n de la frontera del universo es\u2026 que no tiene frontera\u00bb<\/em>, explic\u00f3. Para entender mejor esta idea Hawking invit\u00f3 a sus espectadores a imaginar un bot\u00f3n que al pulsar la funci\u00f3n de rebobinar permite dar marcha atr\u00e1s a la historia del Universo. &#8220;<\/p>\n<p style=\"text-align: justify;\">Hawking fue un F\u00edsico muy osado en sus ideas y, algunas germinaron y otras, han quedado en ese rinc\u00f3n de las que, sin respuestas, est\u00e1n a la espera de nuevos conocimientos para poder tratar de comprobarlas.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/08\/%c2%bfexiste-la-antimateria\/\" rel=\"next\">\u00bfExiste la antimateria?<\/a><\/div>\n<\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Universo Asombroso : Blog de Emilio Silvera V.\" width=\"269\" height=\"173\" \/><img decoding=\"async\" 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alt=\"Antimateria y otros enigmas : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"La F\u00edsica! Siempre nos sorprende : Blog de Emilio Silvera V.\" \/><\/div>\n<blockquote>\n<h3><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" alt=\"Antimateria - Wikipedia, la enciclopedia libre\" \/><\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En f\u00edsica se usa una barra horizontal o\u00a0<a title=\"Macr\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Macr%C3%B3n\">macr\u00f3n<\/a>\u00a0para diferenciar las part\u00edculas de las antipart\u00edculas: por ejemplo\u00a0<a title=\"Prot\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Prot%C3%B3n\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0<strong>p<\/strong>\u00a0y\u00a0<a title=\"Antiprot\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antiprot%C3%B3n\">anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0<strong>p<\/strong>. Para los \u00e1tomos de antimateria se emplea la misma notaci\u00f3n: por ejemplo, si el\u00a0<a title=\"Hidr\u00f3geno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3geno\">hidr\u00f3geno<\/a>\u00a0se escribe\u00a0<strong>H<\/strong>, el\u00a0<a title=\"Antihidr\u00f3geno\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antihidr%C3%B3geno\">antihidr\u00f3geno<\/a>\u00a0ser\u00e1\u00a0<strong>H<\/strong>.<\/p>\n<p style=\"text-align: justify;\">La segunda p (anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>) y la segunda H (anti-hidr\u00f3geno) deben llevar una\u00a0 barra horizontal sobre s\u00ed para denotar la antimateria.<\/p>\n<p style=\"text-align: justify;\">&#8220;La desconcertante prevalencia de la materia sobre la antimateria en el Universo podr\u00eda estar relacionado con un extra\u00f1o estiramiento del espacio-tiempo causado por el giro de nuestro Galaxia, seg\u00fan un nuevo estudio.&#8221;<\/p>\n<p style=\"text-align: justify;\">Estas peregrinas conclusiones a un extra\u00f1o estudio no puede explicar lo que trata de escenificar y, para ello, retuerce la inteligencia del lector para que crea lo que dicen que, en realidad, es una simple conjetura y no muy bien razonada \u00a1Que el giro de nuestra galaxia ha producido un extra\u00f1o estiramiento en el espacio-tiempo que tiene relaci\u00f3n con la anti-materia! \u00bfQu\u00e9 locura es esa?<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f0\/Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\/800px-Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\" alt=\"\" width=\"546\" height=\"365\" \/><\/p>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0\u00a0\u00a0\u00a0 Este es el Acelerador de antiprotones del CERN<\/strong><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;En f\u00edsica de part\u00edculas, la <strong>antimateria<\/strong> es la extensi\u00f3n del concepto de antipart\u00edcula a la materia. As\u00ed, la antimateria es una forma de materia menos frecuente que est\u00e1 constituida por antipart\u00edculas en contraposici\u00f3n a la materia com\u00fan que est\u00e1 compuesta de part\u00edculas. Por ejemplo, un <em>antielectr\u00f3n<\/em> (un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> con carga positiva, tambi\u00e9n llamado positr\u00f3n) y un anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, (un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> con carga negativa) podr\u00edan formar un \u00e1tomo de antimateria, de la misma manera que un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> forman un \u00e1tomo de hidr\u00f3geno. El contacto entre materia y antimateria ocasiona su aniquilaci\u00f3n mutua, esto no significa su destrucci\u00f3n, sino una transformaci\u00f3n que da lugar a <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> de alta energ\u00eda, que producen <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>, y otros pares part\u00edcula-antipart\u00edcula.&#8221;<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.futura-sciences.com\/uploads\/RTEmagicC_belle1.jpg.jpg\" alt=\"Por qu\u00e9 hay m\u00e1s materia que antimateria en el universo? (o \u00bfpor qu\u00e9 el Modelo Est\u00e1ndar no lo explica?) - La Ciencia de la Mula Francis\" \/><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">La antimateria es la sustancia m\u00e1s cara del mundo, con un costo estimado de unos 62\u00a0500 millones de USD el miligramo<sup>.<\/sup> La producci\u00f3n de antimateria, adem\u00e1s de consumir enormes cantidades de energ\u00eda, es muy poco eficiente, al igual que la capacidad de almacenamiento, que ronda s\u00f3lo el 1% de las part\u00edculas creadas. Adem\u00e1s, debido a que la antimateria se aniquila al contacto con la materia, las condiciones de almacenamiento \u2014confinamiento mediante campos electromagn\u00e9ticos\u2014, tienen igualmente un costo elevado.<\/div>\n<blockquote>\n<div>\n<p style=\"text-align: justify;\"><strong>\u00bfSabremos alg\u00fan d\u00eda, como son las cosas?<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo que sucede primero, no es necesariamente el principio. Antes del \u201cprincipio\u201d, de ese principio que nosotros llamamos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, tuvieron que suceder muchas cosas que, de momento, no hemos podido llegar a conocer, nos topamos con la oscuridad del Tiempo de Planck, esa infinitesimal fracci\u00f3n en la que, seg\u00fan parece, debieron ocurrir muchas cosas que desconocemos y que, pudiera ser, el verdadero principio de todo.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/50\/Evolucion_Universo_CMB_Timeline300_no_WMAP.jpg\/800px-Evolucion_Universo_CMB_Timeline300_no_WMAP.jpg\" alt=\"\" width=\"507\" height=\"365\" \/><\/p>\n<\/blockquote>\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 Un Universo con tres dimensiones de espacio y una de tiempo<\/p>\n<p style=\"text-align: justify;\">Siguiendo la estela que dejan las invariancias <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>, gracias a la importante aportaci\u00f3n iniciada en 1954 por los trabajos de Yang y Mills, ya se pudo conseguir la primera gran unificaci\u00f3n, la de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a> ( electromagn\u00e9tica + d\u00e9bil) que mereci\u00f3 en 1979 el Premio Nobel de F\u00edsica para sus autores,<strong> Glashow, Salam y Abdus Salam, Steven Weinberg.<\/strong> Aunque el camino no se encuentra, ni mucho menos, libre de formidables obst\u00e1culos, sabemos que las cuatro interacciones fundamentales de la naturaleza est\u00e1n regidas por este tipo de invariancias.que relacionan las fuerzas con la propia geometr\u00eda de la materia-espacio-tiempo, tal como aspiraba Hermann Weyl . En su libro : \u201cTiempo, espacio, materia\u201d ( 1922), comentaba con emoci\u00f3n:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201c\u2026 Han llegado a nuestro o\u00eddo algunos acordes vigorosos de aquella armon\u00eda de las esferas con que so\u00f1aban Pit\u00e1goras y Kepler.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Hay cosas que no cambian nunca, si nos detenemos a recordarlas te puede apetecer hablar de ellas. Hace tiempo, los sucesos que constitu\u00edan historias eran las irregularidades de la experiencia: lo inesperado, lo catastr\u00f3fico y lo ominoso.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/ubuntulife.files.wordpress.com\/2011\/03\/luna_llena.jpg\" alt=\"http:\/\/ubuntulife.files.wordpress.com\/2011\/03\/luna_llena.jpg\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La Luna llena, amiga de los enamorados a los que alumbra con sus reflejos de plata, siempre ha sido igual y, a los humanos habitantes del planeta Tierra, ese objeto familiar nos acompa\u00f1\u00f3 a lo largo de los siglos para hacer posible que, pudi\u00e9ramos comprobar que su comportamiento era estable e inamovible. Invariante.<\/p>\n<dl>\n<dt><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.voltairenet.org\/local\/cache-vignettes\/L390xH270\/es-terremoto-390-1173c.jpg\" alt=\"JPEG - 24.8 KB\" width=\"390\" height=\"270\" \/><\/dt>\n<dt><\/dt>\n<\/dl>\n<p style=\"text-align: justify;\">\u00a0El 19 de enero de 1995 ocurri\u00f3 el sismo de Kobe, Jap\u00f3n, uno de los terremotos m\u00e1s devastadores de la historia. En general las consecuencias de los sismos son evaluadas en n\u00famero de v\u00edctimas: Shaanxi, China 1556, 830.000 v\u00edctimas; Calcuta, India 1737, 300.000; Lisboa, 1755, 60.000; Mesina, Italia 1908, 85.000; Tokio-Yokohama, 1923, 143.000; A\u00f1adir, Marruecos 1960, 14.000; Ancash, Per\u00fa 1970, 52.000; Tang-Shan, China 1976, 400.000; Ir\u00e1n 1978, 25.000; M\u00e9xico, 1985, 10.000; Armenia 1988, 25.000.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El gran terremoto de Kobe | Jap\u00f3n Secreto\" \/><\/p>\n<p style=\"text-align: justify;\">Pero el sismo de Kobe, aparte de los 6.000 muertos y los 30.000 heridos, tuvo nefastas consecuencias de car\u00e1cter econ\u00f3mico: dej\u00f3 a 300.000 personas sin hogar, destruy\u00f3 o da\u00f1\u00f3 severamente 100.000 edificios, se produjeron 148 incendios que destruyeron un \u00e1rea de 65 hect\u00e1reas y los da\u00f1os se estimaron inicialmente en 200.000 millones de d\u00f3lares. El caso de Kobe es particular, porque en Jap\u00f3n se consideraba que era una zona de riesgo s\u00edsmico moderado. Los hechos demostraron lo contrario: Kobe se encuentra en la zona de encuentro de cuatro placas tect\u00f3nicas. \u00a0 Aunque estos sucesos, en un principio, nos parezcan catastr\u00f3ficos (que lo son), tambi\u00e9n es verdad que son la manera de reciclaje que tiene la Naturaleza para hacer surgir las nuevas cosas y la vida nueva.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/blockquote>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/bucket.glanacion.com\/anexos\/fotos\/12\/2094512.jpg\" alt=\"\" width=\"306\" height=\"172\" \/><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" 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alt=\"Asia: Kobe | El poderoso terremoto que destruy\u00f3 la ciudad japonesa de Kobe h | NOTICIAS EL COMERCIO PER\u00da\" width=\"303\" height=\"303\" \/><img decoding=\"async\" class=\"aligncenter\" 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ouq6aFVda9YBlm2XHyCdZdI\/0Yttt7SprVC4cOMS08DqSydK\/4bwa4GfYmBEm7rRuGDp+Ul59t2Ve+i0EhFy0uip8Ir2Cy83MNio9oGAd1FtlxsSK2tNeqwJ2lw7E5BhJ1vHmTdEkFxseVyqoiaU1+f3xnwZOYhWWlAW0GxsHQaqSrTp1jIosxiGJ5h2OHbctu4uFdOsZG9EyfVb7gi6PeF9GW3w6U1XyWOcdu8eZNgmxcqecvM3uEaaCi+SfzgFvE8bcB2dKXdBkhVtnJHbcq8VrrRKcdIoczNTEw4bkwREd227xD5rFjFLIabA8QmxuK4uaEau831oMnme8K64hhXNNkPKULkmaKNE8kVz9HCK0YuspMNzBUEtoxRJFl3M5f1ii04W9a1QSG4f5xUySQZiLxcBHbADMsRNktsezD279X96PWZ3LiMKsVzsnNt6j+zEExPN5hZbJCWmXmczZfL\/OENpqZJyFqgQuo4TGez+lb4bfjSqaqnCAzWL6PJMMwu8K2HmHYmUoVBK4f1oSYcyQ\/SEW3m+rDB1RtK0RuhpgksnSsPn2\/ZhcLxQXKA484SkNoRVuzzvtMlQRtsJP5Rc5NNo+7GlmDVEiti23QYWT490SDywzmB+z70V\/EleEaiJe6UCTFFHMMdlWZSbLxCXL+ML1nyJ3l28tsNu0g5j5K8Xi2jFfcHLPbx\/ykGLR6awGg3uqRCP1fFBss82NyC2JF7pDd86Qf2fwHMaziG7apOERbRpBbfZ32oiclrto7RHmuqiJrwpWC5R9iqQs75wqD7tu0bR\/zWCmRy3BQhLcVpe7Bz\/ZudKUOZJt2wR2ixzXIqIqKi04fGA+yEq249WfIrLbnLnbC1WiKnnT06Rm3SsqV7DnpcbqNuCRi3c4Ild8vjpqkL56cZ3LdbdUhbHw\/D0gntHiYi4aN7iJu3McG1wdapRU0Xjxp0iluzBFzc0WKvIJbpHTOyOG\/lFh1XnhysxGbW7rtaa06pr+EFS+GS0rNmku3KjkPK2LkyTlzmlFVETglawh7OYoUvJA2y4TRESObStcu11rx4Uhu3NXXLdcXMREXMXWLQHIIm8MEnMxuZYC3dlsuOFaSe7pXX1WE+4XS\/MnZgMvxOjcJVT06awbhj0yTpZhXj\/2+miQznnRlGhemBtAtt3N8l9Y61oDct0XLsl2akiw8Hn5criE+XUtFXy41TVINGYwi4kz5hqwrbTlJgbdPUacIT9nu07sxhWHlhwkVomMwPdj6JzJw61Tyi0YJikzMNu5pABtuZfeoPSnUdPOKmwP9lRxHFHBmZtsSOXlJSvtE3l944XkKeSJ8\/wAKqBx1mSaJ6XmQnZcitHutwuF51SvXosWHGp3DJ320ZmdlzAaNuNSjglaVPTW5eHyp5xzuddkmbkl3n2rqllOD5J69aR1sVIbdlOw8\/icq1NlZYV+XmF9JRVHgiaaVTXzjyZwbEWZl5tll3OaHvhb3WjTTgtKU4JFk7NYpj0th7QNyxENtw2sXjuWvFFr1hLiWH4y9NvThDOCZuXd2yVtqInRNdKU18oFrseegbst21OXIpZ6bmmMotwjlm2XpuRVFen94fzhOY840cuy66Iirb02LA3EKqqpREp8NfKKa\/MZz45xbhJd2WPl1oqV184uf+n8lNTOGzBk+YBmIwLTFxCWlbuKKnN08kixaJNNMeYT2UbEBNvZlcuc1a7pRa8V0ij\/6gTpYdNkDdjpG2jm1u0biQ0qqLTgqVWLH2jn5tvEBZHHglXWhQcz9GRVrQwVaJoo0VfWOfzU4\/i+NzHt5C+rbKsk4xtbcIRIUJNdNVRfnDVgEiPS9E5\/3f6x5FmTsbK0SpPovVLm9IyLxFzRvMdqMXl3CbnZZ0GiZNsXGy5q0RSWi0+XSLFIYLJTOFyr8w8JC2KCVrl1pLprTh8IFwTB+y83ItJMT5MTAivdk82LfFUSiKlE0RIOnOzEu40y3gzYEy+ypPTJPlay4miWinNVa\/dGXlgpG3i8vDQsnsOw5xp08sCt7lu3cPHjpFTlOxc3MFXLtEhuH3rfOkMsQkJnBpkXJhsZqUErSJktpaKlC42kldKwThOMS2aZsvTF1puC2444WS3StNF8kjD4vJF\/R4PT88JL7LJHL9jHhbLLZIrR5t3+V9IrD+HzrLhGzLkQgX7XTTzizz\/b4bgRtx90hJe6bIt2nVE48evrBLr8xMtyrjJEIOijhCLYjljVUoWvFFT8YUPkjmQJy8c8JUVnBpN7EwdBllfaAL6M9Ct9E+PX4RviOATMsQo9LmJW+79\/4xauzqt4S+c09M581lq2I+ERVfKuvSGbPa1udKx1sCeJg7ibES4JciEnSJKfk5Y0clCqZzF2Ueb0tK4it+1HgyEwQtK4VxWq2Itldur18q10X1i6S7svLkbk\/lT82JbS3Cw2NOFmiV6Vp0gxufkJtskcbGVmrVJvJ+heJErRU8K+qaR6KbVmHJRdFWlZNt5yx5wbxZUua3dSqVpxWIsFwpx58V9nN20swh5bi8lrpT+UNsLmsIETedLIO24i8OYqUs46\/LjDHC+1EuToZjNo8ucJFb04p04efnGfNvFGnFRzY+wrDxcbPMlAlbnEK1vmEkRNUVNNYLVMtygiVv1owMYlitTM5h2ldt9FiN2fFy654RtLdd7uiaUjWH0RjP+SQQS3f922AZhNp27SKPExDvC9nK4PeEfpPhX5wvYmHHpmlp2luuHlH49I5+RVZ0fE26K05hAvzLrMy9aBipEWXdwqqUoirAEl2ZtcezLbmqDuLwrS2nBUWn8Yu2MtygtZg75gh3DdbcNaLouiacIQzDgsl30td3VwiRXEJKq6rRV8483OV4PbxSjTIZbDXm2HkcuyrbublJFrT51i+disKZlmky2QFp2hFcXe3aLT4KsVTDpi5zvhHKJu266wbdKpWiIqosXFJ\/LlDMREbRTLIrSG6qInGnWBOTbHFfUm7fNss4fMtiJCjtjhCJW3UPW31p1ihuYbhhNksuRkQtpa5dcIkqVRFXhxWlPjFpxPDcXxsMt5jIQKCTpFc2VCqtOn+0IZ\/s2Uk0jjf0Wtrn6Jz1WiaLx4w2r45MYOrVWULHJR\/MGjVTHubr9t3VfSGGC9lZK2+ffzTt+jbLaNUolV4rRdYZvszD17wy5Wk4tpNlu080he7uuuL\/qNRqpsD8aAn+zpZqDLvrcHht2jx4qnoumkW3s72NnRcF6beIgHlabHa5XqtdaQjlJxyVdI2XGLtB3CXL6IvD\/aLFL9s5iXcJClxMRJRuFwiLj6xzm3oi8dFxTsvLMAjjD7Rn4mtoCPVVSuqr8fWPcmXyCR6w2iHl94ekVyV\/wBQm9uYyYF9XdG2JdpJefYyxbJ0jJPDZbrTVa\/OsYtOTO\/EGcckG80Jd58GhFe7tK0vRKL8qKkbYV2hFkiyZg2rqC4OZ5cNFRdaRXJqbErklpZ0zFy23wkNOKFxp8k4xpgMvlvgc+Rky+Rk4OX9C5WibqVpTpG6x2YPPQ3LD8Ol3TfZIhdJ5H+b6RxFVUr81XT1grFey\/t7YPTDzQ7lcEitErjpVK9aUT4QqlSlMgkEhOabcuc7shEm9KIKa0Ljxoi0hlgfteLuixM5TA5BuMjmCQtkNNKUTjXWOeDlqwGcw6WkuaYMTJu4ct3c5Ym1EXTVeCRYJHtdltS6PNzgA05bnCXdzG1F11149OqLFL7auNt2BLuFmi3l3OMuAQinFURU1qtdUhXgQTc61RyZPuhXLtcvInF5apXaiU1WNE6A4pl6n3ReJ15mdCaEXFLJGUG0dUXmoipRCSmsOeyePS8owDY5sqNwv5bW8Xqj100Qk108k1iqtSbko130+R7cwhutbEvnxqvWJJR6UeaN9su6bsbucZbJsSTRKJVFWvDhERzL7mYVPlV\/Dmiamhz3Hbiz7lGvx04RzHAmCZcm1KwSzLR2kRCN2lFTToiQ5n5iQJgcwimp4WEbbFu5kSbJV4IOmiJWvGkRNgLclnZJW+ISLyXVV8khLARDOY++L7qCY0RwkT4VjIJ\/Jolqc\/hjZLqTdpbF6px6cIyFn2Sl6Je2EvKTDomMt7E022YzDctuuK7aVF46aqiQThWLZco1KtzbpA2Nojbbdqq6pSv+cIBmsQcbtccZHa8mYyQ7SFVSqU6aLSOh49gOGSkscz7EAC04mXa4RCQqlaqi8Nf4QZUlRqm+yp4a1NttvHnB3pIJNujcy435Ei+fDz1ioDgszMTjvsg3hmINw3C2NFqSVXilUpHR2W5aZkSfmnu5AgEhbHuxqu3hrxSGOMSn5Kkxmcu2X03CI27l0X5qqffERzlT0UyT7KuSUu17PLgDwAgvOi5c484q6qNU0RPJIyfOfbaJXGbBEtxEVouEtaJotV18os+MvzEvhbM5Ls+0XvowQsXG5qq6olOlIqM5KT5Skw5PzAA7mA43LDvfEa0oSDoPHXVVqiR0uJ0XI0wXB5mfbdMpm91ssz2Rq4CJvpVfEiKlaJrVVrHs3MMylyuWsANLht2lXjp0Wq8eNYUu3y78vmS19xoRDmkjrY6btvD0TXSGfayZbmydyxZBHCDOKy960U6Lw0UUWnXWA2aJMUT+NuTAikqzaDW4XneYm6LXXy4caxHhZTEvN37Zp11q4bXLhZEtqLwoqbuHlGkph+8Buzzy7ric7sa8aB1hypPMtmre0h28trhDSvy49InKsIvG8hXZ1HJAXVxFmVmM8k2uczYpxKnStUSlUpRIbE\/gJXNjLk1cwrhOCPK9pomq8dePpFQlgcmbnCGwB5ic\/GD20ZuybrSH3iuItaaJ1TVf9ojRbY57NtOCwJynf8SIStPLGqoiEi\/x+MPmVlnLgm8MITIbitbIbqeSpBXY\/DXGW3TmyzcxvLERtHgtb6olVVUp8IdD2ffmRIwc47BvMitonFEVKJX1gs60iuzGE4QNq3GG3aOfaX7yxoEpKMtEDMy+AkXMWWQuFT8dE4esb4l2Sfefa9rIQdKrdwuCVwpVRVU414p8kiPtJh2GSEoy3LsgTrpIQ3OWuDpqq0\/npBqxcqCcQblJjKyfZ9jaiTbgkRPEqcfREonDhrFVxdltuzvmto2k4RXNkNNbeC6eWsEhKeyNk5MEIjlraTbwlxTy4rx8usIsRfKZttHaA+Lw1SixXH2JT9FpkcPGbtbl27GiG4ScG5lskREUqqi8aaokPz7HtuSgsjM3WiniG0iRa\/GlUTSLD2KIfyFKILgIWTaJmO26qpwrrrDliWEr7m2iLM7wrfROEdFJA8nkbZUX8XewVhlk0lzlAbUSvuu081rSuqaQDI\/6hMzBKz7O0dv0zAj4V4U6Qj\/1DInZt6U9nNGCbMBW3aLlVW4UXmKiJT4wZ2MYw7B8PBZnDr5oiXnKpFqqjWunD5JGijeaM20ka4hiJS+VmS4jKi2Yi023Zc8vISrWtEgCRnycE\/aGQMctcy5sTIeHDrWnSH2O4VKYq1nSQug6JIRS2ZUSHqop1p5J+EVDGVZknL5dwQMP\/VZjlxNittu3TdxRRSqJVIf1412H7cr6EmKY7hzzhAOHGIi7ljZbmbVRLl+K+VeEXvsl2ZlHmPahdJg33TaEX2yuuuXp0RacfhFR7MdkHCf9vnytATV1tst1oqi0VV4JxRflFjnnPZyFZdw7C8QucxRKRpbLLN9ibbrilSIRvL3req0pFEnZOXZm58G27WZYgEcvlcqIrqvSqrwg\/wDL2IuOZMg8+67baQjcZN10ounktaeiRVsQemJcjbcE2hErnG3LhuLqpIsOPi5LLMJeVosMmBTfdtymUJCpZpOFuJOiUrT4r5QxwzDpjLeAhO1wlFsSIdoppx+PmkVfB8SbkG3XMwwdcbMSIR3N6VREqmqqtF+GnFYb9hmsRxFwXGXCIGG7SceIrXCuWiJVV19ekBwS0XkzSS7JzrdyZYGPNudG67z0RKr8fONMb7NYjLd89ewAjd3YiQ26dUVV4x0RhufZ+mkBd2+FwbS48UXjFbncYZeYFHmxtzLckR2kSc1E4UTTTjrHKPbOcukVOfw3E59xo5hzNFsbRIruvrSnWFT+BzrcyLDLZiZDa22JCRWoiqSqo8fhF7N9sZYkkhHvOW0bRGvip106ekDq\/NNi8\/7QRE3uFu0u7EtopUfNUpw6xxWih4zmSj9hPE+Ailzjl1zmnBEr+KaQvkJwm3RXJPJBy5wXOUdNOvmsXXHpNmZYJ7aDtvhHlKlPKKmxLOS4kZTeaJFl7R2kPHXz4QuiWN2nPaZk8wiuuzmxHbbwFEVeC0REpTzgjtQ25KMGDdxM3WvPi2WWJaV\/HT1hngz8u4wCuZVlyN5fK4NFWtadOPGnBYDncVEcNmzIWnScowIuW3Nkq1uQa60qicKaLwioLZXJcxyw2sFtTdu10+EewSxIzjrYGjdyGKEioI0WqV84yFg4Cx6acIiRvkJ1SIR3dV+a04\/KLliHbFvFcLBtxg2jaIRFxwrW3KUSq01qtVVK+UKGJZlwastgdw5ZCRFt04oiadNUXjVIZYrgTk22NrIiIihZYuWiRJw0gGuB12JWbtmAZygC1Mtt5za44ipWtNVSlfNKxau2snMTfZ15ll8HXstsvZiyyHMEhW1F06pp8I5RIyZNzbVpC0TTdpETZE3aqoq11TXb0i4O4o3K4aSCQTAZmY2REQ23EnNVVoiVWIGSyFtJ7J2Ym2XJvKJojFx6WuUxrRdETr8IS4VhD0\/KPMYY3lNHMqTz7jlzjmqLVKLpVen9YSS85MOE8yzNNED5bW2xubu4qqEq0TgqaxYez0\/N4ZJEw3aDznfC5be2PBCqlUrola+sFoSdCXFcJmMOddub2iWWTo7uCJpXppTSFjpjttGLi72kxFzuxZk3RNz84LLLJKqIlKKtU4L58Yr7nZ+ZbF4xEXR1ectLaI8evRPKI4vZpHyLXYuw98RcJRbG65N3vRrj2KymYy8y4V7jffMiPKVafCkCo3mPmgtnc0PKNtpeX8YdSHZv82B6YbMTa3CIkJXfGqcImEdlg2DtuTDbqFsz6Dzcop\/P4RZcOkcOZEXCtOauRu4vduSqJ5V1iEcOcKUFR3HmIJFd3Ykq00SnrxiLDMMm3HbMkRMXLhuK7gtdERdekF0VW9F6bm5eXEWZcRvy7hbH48a\/OsEznaZuSkSQSIjIuZshQmxVKcVRUu04RUH3SzMsrtormOObSt6oidITnONs3XCJhddaRc1Iyc84NPiVZLd2geYmHAWUZmAmnBzLXNolSiKqV161ilOSjjb7qzcz3wjmFdcRERCtEp1+XRIkc7STExLOt3EwQuJ7OQ7iEabkqvRdIhZzJt8VeIjIqNkV1to6JVV6IiRrGNGbfRFNTJPXWiIkLdtu3aK\/1VKwLhDzkzMtN7hIRubJxsi3IvDRFVevpDp6UlRmyzGxC5u65t4TEhRVRNUTT4Q2aclmcPBZYrps3MwssrSl20VaIVeq04ekacaDZKuNT8oLMkMse6pCLg2CI1VVWqpRNdfT04Qfg3aR5m4yK5rUnNw2kXnXjw6wj7SzRY3h7TbkwIusOK5mW7S2qioSfP8ACFmBmLkjNgNpSrTKtlMuXCRFoikIpqSJr5a0guL2K1o65h7bOKOtTUzJWiLVrGd9IWuqonkqU1XVYPxHApKbGxWxAh5TARuGKH2RxCYn7vbW3QAZQGG3BJ4ScoSkh3Im2qJ\/eLKWMNiUu23OkJjuy27Xc5tERdy9NNa+sdT6M2ihTDwyGKTDD0xlGHdy7l1u4qolFoqJWqVgbspgGHMiT0+4+cwRLuISJvii1RNV4onHyrFn\/Jg9pnxn3vzfILJZYmRpuRKqSL61\/CJn+yGKt6s5Bov\/AMn9UhJ+ySfo9kJ2UIWmBnbsou7beEbrlRRpwS7RViudrMJLMBJdywHHEZetG20lNBrT5rDliQbwMSmp0b5sq5LXNboq6cdaIvDpDPBpbObJJ1y5665zaPVbhRU80RUT5RXIqWMiKS7EYjLlfJYiAkXuk4BF8aRX+24T4h\/zedYU5YVJkP0rxW6Ih0148C6w1wjtbMuPmo4c++AuK2243btFNCRF61VIR4piczOlPNz8uAzDrZtyw27my8CqnFFonHhVYXySezP44plKw6Zn590JKWAyJ8sqXI\/pCqScV4L6rF4lcH7VYQ1ZKsTDQAXeE2LZjd14VRNYg\/0cYeHHZZJkdrTTgtivhKi6\/HXpHccTzHJWaByQGZHlFgTHvx9a8FiXRz9HM8CxrGRksQXFZgwNuWX2UXmrHCKi6poldaInqsbtM4YItA3Mui0VbXHWBtHTVaVrrRNaV4R0Ofw2SnZYDnpYhFhpHbCIrmtFqi0XVUpFXPDez+JtmcpMu3MMGVrZDaIhqtdF1111rrEu2dhaGHZ1jBxllB9+XfJxwnBzBtIR0SlF1Tgq\/OEWJ9myLEph6QJg2nbLW2327hFETSir51X5xP8AkCZlpYjlWSIstLhtIS19FTX5RWmGpmZcL2dknSDmt5myRafJaxm5P0aKP7G81hM+yJKUg7tHmFsTH8FjnWPOM\/lKg22CSZZCIiJdKr80\/jFzx3GcTlmq2viI7nLWyG4UTWnpSqxznHhdGd\/NhzFymxIbbxzFSpIieWvCHHJGqGc7POZZNsy4iDjm4i\/SVqtU8lrRfv8AOKy81mPibdp7rXCH3l\/lx4ROuIPsKywIBeYpmE7dtIlXTjRERF8tIWCRDVRK4ru8tHaOtEovVF0jRASOiYe\/K+zM\/nUqPdDoT7iKmicUu0+EZFDzS\/8AZNfsvf1jItovF\/5HSjOQkmwRvKaJ0cxsRt3D01pr8YinsXy5QzbudIto+IW+iqq9da6RVsSeZ3K5YBiPiHaXpp\/KBJPFHpkSlt5A7aAtsiW6hV0HXr1g\/oQ0ansxskudC6pXEV3Hzr\/tB2BuuC1ZM2ky7ttcK4SotbtNUWBsfk5\/DJZm6SsaLbc5uFtxddeqKvlCSTmXGCAJkiKXJzcTe5wdK6J5aRyic2XmUfktzMvLja5tLL5butU8v7wVjWG+xPsyzLIkQiYiLe4biRF0QV9Vi04AuDYjJC43hgkOWHeSxCLjlUotRRdFTrWEGPYnJYPNirejTThtFdzCSppX92I8By2DTrDcgQnMCRuukuW3cN1yJVbiXh14Qvl5jG8TIglrWpctvus29UT3lp1WJsGxqXm2ms6XB\/judLvBqq1qvXSLth06zlijYjYO0RbtIRp0jqb2JNR0slenwkJJuwWwN76ojdd5qSU\/rE2Ezr02+KS8q6VtBeyy7tv41T06LEjshhk047lzWU6ZXXEQjbVVrtX8Id9msYwZlo5aUK4WCtJ3mFxzqtesDscqUbpmk7hE69baOwfCJW9a+UV+dnJYpmzJOXJoe7fZK9zMTzUVVFT8Y17RdtZiduZkrmpcm3O8\/SEQ6J8Eqv4QtaFwW62jk2q2LgluutRaKiemv3RzSeAxclkYTc09MyJTMy3ebRG2To2i4Q1RAUk8UUl0y53i\/wDH0+EWxpp54WmZdzNK61z3rVSq3UTzosNGMFlZW1shGYd+sO1vTr5r1g8Usj5dFDd\/Nm8xxu0S5buYRXRKp0qvDrF\/7Py7bMoCOCNxbiuHz\/ykI8VwnJuNsTfMnNtxCI6JwWq6rXrXSkF4VjbxDV7YRE22IviOSJJz7uCoVUhxkugyi+yvdp3G3p55JcREWKNt5blgkScappXVePpEUpPT7YusjLgNopdaV12nmmqedU8lTSLpjzk0OEG43gMvcTSkL8s7e23VK3W61+CRRpNoiKrhWCVNvib04L68dfWBJs0ikwv86caPOZJhq1W27ivzCrTRaJQU0rVa+kROG4y+zMvEPdUtZcEiZc4CNw9a8V6V+EXEDImhZcbHaKDaW4eHp19dICaKXJ01mCAcum0nBEfiif5rWKpuqJKCuzd3to85LEy22Am4xk5guEIt6UqKa6pr18oFdw6bygVuVIwyQG64SuoKJWlYQ9p5ll5+ss2AgO1khG4XKVrX4606x5gvaWYlmyueO0aCIk5cOvREVOkVyfRyiuzqH+n2IMN4a8gsG8YTPeMDl5glaiV1VP6xap6fkCfabfdNp0ER4RuIR6aKqaL5UjlHZ9CbbI8Omcoi3PWjfb11VdFKGxTJTDgrMFmkI8xEW71oi6fKOqzOSSZnbHEJTDJx6dJ72x912+UbuuGUqBCqproi28PNV81jm8v25xNl90xeLKIrha5raqtUrTXgsW6fweXnSNtxssrRy0XLd2qIqdYqmM4fKYdNy7DDCGgjmvC4V3FaCiLTiusKqLs2wLCZvfNPyhoszvZyhKxmqotyImmtKU+MEkLgl3hDd4rm9w+nWPGhcHe246A81wuFb96Ui44P2iblJSmJ4UE4At7X8scxzqiVXVVrpGsfIo4own423Ym7LSzz06DIiAg66BOFcO23gqV4LROkWXD3R\/5gxhmIzlz82jjk21cWWQrqg1qlq6oteMVXHO00g8xMOSWHexXNiIlcVw67ktXgqpoipHRv9PhlfyDLzEo2G5gPaMkrnCeol1U11RV4QJvk7WDkuMchLs+68LTZTo5JMZM0LjY50xtVKotUtWq1XRYrWG4biMq1MK2zK3uZ7QttFtJkwRBLhzVTVOGkXR6fl7rHG7SttEXGfKtf4QO2WHTF2WLV4ll2jtIS6xODO5r0KXsexyZH2QsOACKwc5p8dvWqIqLXhqkQzXZuflgQ5SXJq9y5zKIcwetSpqutY2mZ2VZxKVbFywBmVKYJxwtoi2a6FXzVF+UW3B+0WEzpI3JTzT5cwjm3OfitaQXdUW0jlHartfM5HsswJOu9403aO4RVulS\/a6JFTlMMbZlDebcdAmiW7b4qVrWvnD3tbNyznaebUiKjZqNttRLz16QROzozMtYLIgAlzW7ioiLu89VWOXoeCg4rLOE6rgtjyo3utLdSipTqtV\/h5QIxhrzokDbLpiDZOPZY3ENqrqvDThDzF5ttmxtlwh3Z1pCPMnBeFePrACT07h0oVohlTI5fesXeeokvXVeEaoNlcsL3YyHsu33Yd2PInHjwj2Oope+1Uu3PzDgPNMgjB0TKaFLviq1X5ViLs9Njg92TLtGSjdmENDp5V8o9jIzf5GqX1Lm3iLc+yovSwq26K5jZFcJV41qkcj7TYEzIT7gSzhi1bcIFrbVF0r1jIyEjIh7PYvNYWpFJOkGtLTW4K+dNIlxrHp3EBEpxwXEUuVGwRP4RkZFKDyDZPvtsk4SCZIOnBEVfKL92ka9nmJKUYJWmXJcmlRvQqVXWvmteMZGR3Zz0LsRmiw4RYVEeEjQWyXQm0rT1rx9IFknQw\/Db2m1JxXSSpGVlOlR4KqLrWMjIzezT+ptJkpPSocEcMUL5qlf4wF2WkBLEGwQqATlxjTm11T5xkZHLRzOo4Q2y28ss20jTS1tFpUGmnVaKq\/ekAYpNFLGTYpoq0qlEXjGRkTy6J49iCbnc2clGkC0XXRTmVbdUVafGsWftngbKTDLjaoDSrVyXQdhktdeOnDyjIyDAT6IZeUl21tbZRtPIFJB+6sCT+ANvhUHiaqNCoIqS\/PjpVfvjIyNzMrjU3MYc601nE8hHS5znT59fnGkyzKzE5cUsInmJcQqm7XqlKeX3RkZGclkaeAzEOzzJt3NuEFSEkRREqVpp0iDD8GlzfRs0qimQCvQLa609YyMgs1jonwV7IadabGgugaceVQolfWtdYB\/LkwGIycpaCjNEIkaotwopU0j2Mh+Mw8mxtV1Jly1ylruQm3yVdePpwioYzNKmIuoYoa3DqXpSlPLjGRkFvY6wPsOYCYJtl24hepTdyUXp8aw+ckhYNQbcNQZW8EMrlrr1+\/74yMjuwkrk\/SwXGWnR8nAFf5QwkMWKWC2UZCXbvuy2aoN2utOHTyjIyIZg052wxFXH2ScqiIKiqaKleMOeyfaJX5lAek2Vf1X2kEQTpolF0WumlaxkZCRJLAux+bcyJl0rVKYdoSKm0RrbRE+CcYrMtiH5OIZuVZADaSy3wklUT5cekZGQbyNL6ldVgXXxfLnedUl9FJVrG2ITRo6LYqoik1ljaRJaNvSip5xkZFhss9C7tFNMzE8iZJpRhLVJ69R1X0iftcw20\/LAzeItpmGBuuG2Zp1QVWg\/BIyMjcxRFLdnWXGgMnCqYIS7R4qkZGRkSzSj\/9k=\" alt=\"Asia: Kobe | El poderoso terremoto que destruy\u00f3 la ciudad japonesa de Kobe h | NOTICIAS EL COMERCIO PER\u00da\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ_BdsadOdHXbNpJTQCOS8CAZhL6HHKuTZI3Q&amp;usqp=CAU\" alt=\"Asia: Kobe | El poderoso terremoto que destruy\u00f3 la ciudad japonesa de Kobe h | NOTICIAS EL COMERCIO PER\u00da\" \/><\/p>\n<\/div>\n<div>\n<p style=\"text-align: center;\"><strong>Siempre pas\u00f3 lo mismo, despu\u00e9s del se\u00edsmo lleg\u00f3 la calma<\/strong><\/p>\n<\/div>\n<blockquote>\n<div>\n<p style=\"text-align: justify;\">Poco a poco, los cient\u00edficos llegaron a apreciar el misterio de la regularidad y predieibilidad del mundo. Pese a la concatenaci\u00f3n de movimientos ca\u00f3ticamente impredecibles de \u00e1tomos y mol\u00e9culas, nuestra experiencia es la de un mundo que posee una profunda consistencia y continuidad. Nuestra b\u00fasqueda de la fuente de dicha consistencia atend\u00eda primero a las \u201cleyes\u201d de la Naturaleza (Interacci\u00f3n Gravitacional, Fuerzas Nucleares D\u00e9bil y Fuerte y el Electromagnetismo) que gobiernan como cambian las cosas. \u00a0 Tambi\u00e9n, poco a poco, hemos llegado a identificar una colecci\u00f3n de n\u00fameros misteriosos arraigados en la regularidad de la experiencia. Son las Constantes de la Naturaleza. Dan al Universo su car\u00e1cter distintivo y lo singularizan de otros que podr\u00edamos imaginar. Capturan de una vez nuestro m\u00e1ximo conocimiento y nuestra m\u00e1xima ignorancia sobre el Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_ms_ATMCR9jA\/TVHvKuC1I4I\/AAAAAAAAGao\/ejZuDdH34nE\/s1600\/image002.jpg\" alt=\"\" width=\"554\" height=\"298\" \/><\/p>\n<p style=\"text-align: justify;\">Constantes fundamentales, valores supuestamente invariables de ciertas magnitudes referidas a los constituyentes m\u00e1s b\u00e1sicos del Universo. Precisamente esas constantes con esos valores, son los que permiten que nuestro mundo sea como es. Pues, aunque las medimos con una precisi\u00f3n cada vez mayor y modelamos nuestros patrones fundamentales de la masa y tiempo alrededor de su invariancia no podemos explicar sus valores. Nunca hemos podido explicar el valor num\u00e9rico de ninguna de las constantes de la Naturaleza. Hemos descubierto otras nuevas, hemos relacionado las viejas y hemos entendido su papel crucial para hacer que las cosas sean como son, pero la raz\u00f3n de sus valores sigue siendo un profundo secreto. Para buscarla necesitamos desentra\u00f1ar la teor\u00eda m\u00e1s fundamental de las leyes de la Naturaleza.<\/p>\n<\/div>\n<\/blockquote>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_Zj_zqm_2i2U\/TEjEUCVRvkI\/AAAAAAAAABw\/1SPEA8wIQJc\/s1600\/biomonitorizacion-wifi-p1.jpg\" alt=\"\" width=\"459\" height=\"309\" \/><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcRmuY7jY0ecyzfv5BvIX7CgG9zIfSUOibAIJaAkOL5BiZQJj7Qf\" alt=\"\" width=\"304\" height=\"203\" \/><strong>\u00a0Parece como si el Universo estuviera ajustado para la vida<\/strong><\/p>\n<\/blockquote>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">Esas constantes de la Naturaleza est\u00e1n estrechamente emparentadas con las constantes de nuestros cuerpos que, como todo en el Universo, est\u00e1n conectados por unos hilos invisibles, a los par\u00e1m,etros, constantes y fuerzas que todo lo rigen. \u00a0 Descubrir si las constantes que las definen est\u00e1n determinadas y conformadas por alguna consistencia l\u00f3gica superior o sigue habiendo un papel para el Azar. \u00a0 Nuestras primeras ojeadas revelan una situaci\u00f3n muy peculiar, Mientras parece que ciertas constantes estuvieran fijadas, otras tienen espacio para ser distintas de las que son y algunas no parecen afectadas por ninguna otra cosa en el Universo. \u00bfCaen sus valores al Azar? \u00bfPodr\u00edan ser realmente diferentes? Y, si lo fueran, \u00bfPodr\u00eda existir vida en el Universo?<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/blogtecadefisica.files.wordpress.com\/2010\/02\/programa-por-delante_red.jpg\" alt=\"http:\/\/blogtecadefisica.files.wordpress.com\/2010\/02\/programa-por-delante_red.jpg\" width=\"419\" height=\"629\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 S\u00ed, las Constantes Universales siempre dieron mucho que hablar<\/p>\n<p style=\"text-align: justify;\">Si esas constantes variaran, \u00bfQue ser\u00eda de nosotros? Sabemos que, universos con las constantes ligeramente alteradas nacer\u00edan muertos, privados del potencial para desarrollar y sostener el tipo de complejidad organizada que llamamos vida. \u00a0 \u00bfSon las Constantes de la Naturaleza realmente constantes? \u00a0 Un experimento llevado a buen fin por un grupo de investigadores, han puesto en pr\u00e1ctica un m\u00e9todo por ellos ideado mediante el cual, han podido examinar las Constantes de la Naturaleza durante los \u00faltimos 11.000 millones de a\u00f1os de la historia del Universo. \u00a0 Considerando las pautas at\u00f3micas que son similares a c\u00f3digos de barras en la luz que nos llega de Cu\u00e1sares lejanos, podemos mirar y ver c\u00f3mo eran los \u00e1tomos cuando la luz inici\u00f3 su viaje hace miles de millones de a\u00f1os. As\u00ed, \u00bffueron siempre iguales las constantes de la Naturaleza? La respuesta, inesperada y escandalosa, plantea nuevas posibilidades para el Universo y las leyes que lo rigen.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5517159695899927906\" src=\"http:\/\/1.bp.blogspot.com\/_F5nfiHttwKE\/TJDjgyM3pWI\/AAAAAAAABHM\/VpoVmbqfDl0\/s400\/03-castellano-ecuacion2.jpg\" alt=\"\" width=\"400\" height=\"204\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 secretos tan profundos se esconden detr\u00e1s de esta simple ecuaci\u00f3n? Desde el comienzo de la \u201cbuena\u201d F\u00edsica, los mejores han tratado de desvelar lo que ah\u00ed est\u00e1 escondido. Es la Constante de estructura Fina, otra vez el n\u00famero puro y adimensional, 137 que guarda los misterios del electromagnetismo, e, la Relatividad de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, c, y, la constante de Planc, h. \u00a0 A pesar del cambio incesante y la din\u00e1mica del mundo visible, existen aspectos de la f\u00e1brica del Universo misteriosos en su inquebrantable constancia. Son esas misteriosas cosas invariables las que hacen de nuestro Universo el que es y lo distingue de otros que pudieran existir. \u00a0 Est\u00e1 presente un hilo dorado que teje una continuidad a trav\u00e9s del espacio-tiempo y que, afecta a toda la Naturaleza que, de esa manera, se conforma como un todo, como un Sistema cerrado en el que, las constantes marcan un ritmo de funcionamiento y las leyes o fuerzas naturales dicen como deben cambiar las cosas.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/lh4.googleusercontent.com\/proxy\/LuggfVHhNJjHy8gT-P9VIthqLUuUNSUP5Mkt8HXLHLVfRFnoWD9ibYPjHWBj8Cn8Eh-1pnkJaHL7E-NrZxwrI-qYCrz9sXBYqgfYIez-NkN3J8s2HxEkOxQ1lrVDScKjzzmXlhQFzQ\" alt=\"Conociendo el Universo : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Como si fuera un hilo de oro que brotaba del abismo de los tiempos, el Universo unifica, todo lo que dentro de \u00e9l existe, y, de alguna manera, aunque nos de la sensaci\u00f3n de heterogeneidad, al final, todo es lo mismo, es decir, proviene de la misma fuente, simplemete cambia con el tiempo. Lo que hoy es inanimado, ma\u00f1ana estar\u00e1 muy vivo. Lo que hoy no tiene consciencia, ma\u00f1ana la tendr\u00e1. Todas las cosas son, aunque no de la misma manera pero, ese simple pensamiento, eleva a todas las cosas a la categor\u00eda de SER.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/conversacionsobrehistoria.info\/wp-content\/uploads\/2025\/11\/unamuno-y-maranon-sentados.jpg\" alt=\"La implosi\u00f3n del campo intelectual en 1936: Miguel de Unamuno y el doctor  Mara\u00f1\u00f3n \u2013 Conversacion sobre Historia\" width=\"662\" height=\"436\" \/><\/p>\n<h3 style=\"text-align: justify;\"><\/h3>\n<h3 style=\"text-align: justify;\">Est\u00e1 claro que el tiempo pasa y cada generaci\u00f3n trata de saber lo que hicieron las que las precedieron (Esa b\u00fasqueda de entender el pasado es una caracter\u00edstica fundamental del ser humano, se conoce com\u00fanmente como <strong class=\"Yjhzub\">memoria hist\u00f3rica<\/strong>\u00a0o\u00a0<strong class=\"Yjhzub\">relevo generacional)<\/strong><span class=\"uJ19be notranslate\" data-wiz-uids=\"NyklNd_d,NyklNd_e\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-wiz-attrbind=\"class=NyklNd_c\/TKHnVd\"><span aria-hidden=\"true\">\u00a0<\/span><\/span><\/span>. Los vestigios del pasado son muchos y, no siempre sabemos traducir sus mensajes pero, los estudiamos y procuramos llegar a explicaciones l\u00f3gicas de lo que aquello pudo ser, y, para ello, nos transportamos a aquellos contextos del pasado, a las mentalidades de los pobladores que dejaron monumentos que, con una mezcla de lo religioso-astron\u00f3mico, quer\u00eda simbolizar lo que ellos cre\u00edan.<\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las mejores puestas de Sol en Mallorca - Turisme Petit. Turismo familiar\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"10 puestas de sol sensacionales en Asturias - Turismo Asturias. Blog tur\u00edstico\" width=\"359\" height=\"184\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Por qu\u00e9 se retrasa ya la puesta de sol si los d\u00edas siguen decreciendo?\" width=\"345\" height=\"193\" \/><img decoding=\"async\" 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\" alt=\"D\u00f3nde ver la puesta de sol en Santorini? - En el mundo perdido\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0En otros muchos mundos se repetir\u00e1n \u00e9stas im\u00e1genes, El Universo es igual en todas partes<\/strong><\/p>\n<p style=\"text-align: justify;\">As\u00ed las cosas, y, con esos datos en las manos, nos aconseja esperar que ciertas cosas sean iguales en otros lugares del Espacio adem\u00e1s de aqu\u00ed, en la Tierra; que esas constantes fueron y ser\u00e1n las mismas en otros tiempos adem\u00e1s de hoy; que para algunos casos, ni la historia ni la geograf\u00eda importan. De hecho, quiz\u00e1 sin un substrato semejante de realidades invariables no podr\u00eda haber corrientes superficiales de cambio ni ninguna complejidad de mente y materia. \u00a0 Desde entonces, los cosm\u00f3logos han encontrado cada vez m\u00e1s formas en que el Universo podr\u00eda mostrar variaciones en sus constantes definitorias; cada vez m\u00e1s maneras en que la vida podr\u00eda no haber llegado a existir en el Universo. Tambi\u00e9n han empezado a tener en serio la posibilidad y realidad de otros universos en los que las constantes de la Naturaleza toman valores diferentes. \u00bfInevitablemente nos encontramos en un mundo donde las cosas salieron bien? Pero, \u00bfCu\u00e1l era la posibilidad de que todo esto sucediera as\u00ed?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTTSP4lxKXyyQfoqOB-v3lWznsGjTI292UlgmzMU8sNQ6ALKa8DJORbE_1bxlSqIY5Tn2w5NF1IuSp2nhdmwtERUmfbPL63mAnE_Q&amp;usqp=CAU&amp;ec=45707744\" alt=\"Tres soles en cielo de Rusia.Un fen\u00f3meno inusual. | Adelmo Villadoma\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ2eAB69H16Z9IpvxJBSYNcRbLs7N0q5mu2clwGG6pxl46Q0jQFnuolmR83_Qj2L7pltedQ-9beqYSqiF-J8FEZIdZpByc_y1333A&amp;usqp=CAU&amp;ec=45707744\" alt=\"El extra\u00f1o fen\u00f3meno que ha hecho que aparezcan tres soles en el cielo de China\" width=\"550\" height=\"308\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSrnWZqki4XqOR-X5lP_pYkOZRSlDc2DRKq9LHc1ixKhEk_1W7xX7R2rxQlQ1wv-1PLgAgO00WS_YiFKEuWKRqQP00wMrbwIoG6kA&amp;usqp=CAU&amp;ec=45707744\" alt=\"Fotos: El espectacular destello de tres soles en el cielo de China | HISPANTV\" width=\"268\" height=\"150\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"En China se vieron &quot;tres soles&quot; en el cielo - National Geographic en Espa\u00f1ol\" width=\"280\" height=\"150\" \/><\/p>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfC\u00f3mo ser\u00eda un mundo con tres Soles?<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 clase de vida -si es que la hubiera- existir\u00edan en otros universos? El clima y la topograf\u00eda de nuestro planeta var\u00edan continuamente, como las especies que viven en \u00e9l. Y lo que es m\u00e1s espectacular, hemos descubierto que todo el Universo de estrellas y galaxias est\u00e1n en estado de cambio din\u00e1mico, en el que grandes c\u00famulos de galaxias se alejan unos de otros hacia un futuro que ser\u00e1 diferente del presente. Hemos empezado a darnos cuenta de que vivimos en un tiempo prestado, los sucesos astron\u00f3micos catastr\u00f3ficos son comunes; los mundos colisionan.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"10 impactantes meteoritos que han ca\u00eddo en la tierra | De10\" width=\"263\" height=\"175\" \/><img decoding=\"async\" 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\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alt=\"Los 10 meteoritos m\u00e1s impactantes que han alcanzado la Tierra | Noticias | teleSUR\" \/><img decoding=\"async\" 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\" alt=\"Listas del mundo: los 12 cr\u00e1teres m\u00e1s grandes del mundo - Egali Colombia\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 Hasta el momento, hemos tenido mucha suerte. El planeta Tierra ha sufrido en el pasado el impacto de cometas y asteroides. Un d\u00eda se le acabar\u00e1 la suerte; el escudo que tan fortuitamente nos proporciona el enorme planeta J\u00fapiter, que guarda los confines exteriores de nuestro Sistema Solar, no ser\u00e1 capaz de salvarlo. Al final, incluso nuestro Sol morir\u00e1. Nuestra V\u00eda L\u00e1ctea ser\u00e1 engullida por un enorme <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> central. La vida tal como la conocemos terminar\u00e1. Los supervivientes tendr\u00e1n que haber cambiado su forma, sus hogares y su naturaleza en tal medida que hoy, nos costar\u00eda llamarlo \u201cvida\u201d seg\u00fan nuestros criterios actuales, a esa existencia prolongada y exenta de enfermedad. Hemos reconocido los secretos simples del Caos y de la impredecibilidad que asedian tantas partes del mundo que nos rodea. Entendemos que nuestro clima es cambiante pero no podemos predecir los cambios. Hemos apreciado las similitudes entre complejidades como esta y las que emergen de los sistemas de interacci\u00f3n humana \u2013sociedades, econom\u00edas, elecciones, ecosistemas- y el interior de la mente humana.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.elpais.com\/resizer\/v2\/ZIQWUPTRWVGGXI7XW7LN5WE2YI.jpg?auth=f5299686722ef58a17b24e954bd3bd2a9a5f06202ab91a1dbf27619351be872b&amp;width=1960&amp;height=1103&amp;smart=true\" alt=\"Estas monta\u00f1as rusas se recorren a pie | El Viajero | EL PA\u00cdS\" width=\"670\" height=\"377\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRR62Zx78DQMQ6l9js-W7GAUoHLS_tbnpI-3zdCZVH8gkWmAkjqMA\" alt=\"Resultado de imagen de Eco sistemas naturales\" name=\"xGj0TqAfREHVeM:\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRR62Zx78DQMQ6l9js-W7GAUoHLS_tbnpI-3zdCZVH8gkWmAkjqMA\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 Debemos procurar que sitios como este perduren, nuestro futuro depende de ellos.<\/strong><\/p>\n<p style=\"text-align: justify;\">Todas estas sorprendentes complejidades tratan de convencernos de que el mundo es como una monta\u00f1a rusa desbocada, rodando y dando bandazos; que todo lo que una vez se ha tenido por cierto podr\u00eda ser derrocado alg\u00fan d\u00eda.<\/p>\n<p style=\"text-align: justify;\">Si revisamos las escalas desde un \u00e1tomo, el ADN, una Bacteria, un insecto, un planeta, un ser humano, un \u00e1rbol, un meteorito, un asteroide, una estrella, una galaxia, o un c\u00famulo de galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/-mz6cV7Ai1rA\/ThSFeF8glaI\/AAAAAAAAA84\/j1XkOf3nzpo\/s320\/TAO%2BESTRELLAS.jpg\" alt=\"\" width=\"304\" height=\"300\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/2.bp.blogspot.com\/_I23pkWTy-L4\/TOb4WlDvigI\/AAAAAAAAUc0\/RhVZj6slnxI\/s1600\/Contemplando%2Bel%2Buniverso.jpg\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0\u00a0\u00a0 Nuestro universo es din\u00e1mico y siempre est\u00e1 presente la energ\u00eda en todos los objetos y sucesos<\/strong><\/p>\n<p style=\"text-align: justify;\">Todos los objetos del Universo son el resulta de fuerzas antag\u00f3nicas que, al ser iguales, se equilibran y consiguen la estabilidad. Las estrellas son el mejor ejemplo: La Gravedad trata de comprimir a la estrella que, mediante la fusi\u00f3n tiende a expandirse y, la lucha de esas dos fuerzas crea la estabilidad.<\/p>\n<p style=\"text-align: justify;\">Estas estructuras, podemos decir que son entidades estables que existen en el Universo. Existen porque son malabarismos estables entre fuerzas competidoras de atracci\u00f3n y repulsi\u00f3n. Por ejemplo, en el caso de un planeta, como la Tierra, hay un equilibrio entre la fuerza atractiva de la Gravedad y la repulsi\u00f3n at\u00f3mica que aparece cuando los \u00e1tomos se comprimen demasiado juntos. Todos estos equilibrios pueden expresarse aproximadamente en t\u00e9rminos de dos n\u00fameros puros creados a partir de las constantes e (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\">electr\u00f3n<\/a>), h (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>), G (constante de gravitaci\u00f3n) y mp (masa del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>).<\/p>\n<p style=\"text-align: justify;\">Hasta tal punto son importantes estas constantes de la Naturaleza que, simplemente con que la masa o la carga del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/05\/conociendo-el-universo-2\/#\">electr\u00f3n<\/a> variara una diez millon\u00e9sima, la vida, no podr\u00eda existir.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<\/blockquote>\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%2F2026%2F02%2F22%2Fconociendo-el-universo-6%2F&amp;title=Conociendo+el+Universo' 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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Unas semanas antes de morir, el f\u00edsico Stephen Hawking habl\u00f3 de ello en un episodio\u00a0del programa de televisi\u00f3n Star Talk, junto a su presentador, el cient\u00edfico Neil [&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":[155],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/14350"}],"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=14350"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/14350\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=14350"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=14350"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=14350"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}