{"id":7609,"date":"2022-02-14T07:47:37","date_gmt":"2022-02-14T06:47:37","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7609"},"modified":"2022-02-14T07:47:30","modified_gmt":"2022-02-14T06:47:30","slug":"%c2%a1un-universo-dinamico","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/14\/%c2%a1un-universo-dinamico\/","title":{"rendered":"\u00a1Un Universo din\u00e1mico!"},"content":{"rendered":"<p><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_xyYFMwz4t6g\/TI5hz4WrG-I\/AAAAAAAADoQ\/-A5T-fQNwmA\/s1600\/Varios+62.jpg\" alt=\"\" \/><\/p>\n<p>Por mu alto que podamos estar, nunca lo veremos todo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hemos podido llegar a unas alturas en el mundo de la exploraci\u00f3n cient\u00edfica que, nos posibilita reconocer los impactos de los cambios que se producen con el devenir del tiempo en la Naturaleza y, hemos llegado a comprender que, el Universo, es din\u00e1mico. Hacia finales del siglo XIX se hab\u00eda llegado a saber que hubo un tiempo en el que la Tierra, y nuestro Sistema solar, no exist\u00edan; que la especie humana deb\u00eda haber cambiado en apariencia y en el promedio de su capacidad mental a lo largo de enormes per\u00edodos de tiempo; y que en cierto sentido, amplio y general, el Universo deber\u00eda estar degrad\u00e1ndose, haci\u00e9ndose un lugar menos hospitalario y ordenado. Durante el siglo XX pudimos\u00a0 ampliar esa imagen de un Universo cambiante y seguimos haci\u00e9ndolo en el XXI.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_I23pkWTy-L4\/TOb4WlDvigI\/AAAAAAAAUc0\/RhVZj6slnxI\/s1600\/Contemplando%2Bel%2Buniverso.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora, con los aparatos tecnol\u00f3gicos que hemos construido, &#8220;vemos m\u00e1s y mejor&#8221; y vamos entendiendo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Delante de nuestros propios ojos podemos contemplar como cambia, por ejemplo, el clima y la topograf\u00eda de nuestro propio planeta y de todas las especies que en \u00e9l est\u00e1n presentes en sus distintas formas de vida que, como muestra cercana de lo que ocurre en cualquier otro lugar del Universo, nos sirve de Laboratorio para la observaci\u00f3n de la din\u00e1mica universal.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/8e\/AIRS_Captures_Polar_Vortex_2019_PIA22823.gif\/220px-AIRS_Captures_Polar_Vortex_2019_PIA22823.gif\" alt=\"Efectos del calentamiento global sobre las personas - Wikipedia, la  enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfyI9sqqh6ndpZNv1_0Lbm3fuMxNORHDeMP2PmGFtyFcx8NYdU9zhEfrfC85ULRCroWsk&amp;usqp=CAU\" alt=\"Pin on Paleontolog\u00eda.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos descubierto que todo el Universo de estrellas y galaxias est\u00e1 en un continuo estado de cambio din\u00e1mico, en el que grandes c\u00famulos de galaxias se alejan unos de otros hacia un futuro que ser\u00e1 distinto del presente. Hemos empezado a darnos cuenta de que vivimos en un &#8220;Tiempo&#8221; prestado. Los sucesos astron\u00f3micos catastr\u00f3ficos son comunes; los mundos colisionan. El planeta Tierra ha sufrido en el pasado impactos de cometas y asteroides. Un d\u00eda se acabar\u00e1 nuestra suerte; el escudo que tan fortuitamente nos proporciona el enorme planeta J\u00fapiter (leer la noticia de m\u00e1s abajo), que guarda los confines exteriores de nuestro Sistema solar, no ser\u00e1 capaz de salvarnos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/80\/d4\/81\/80d481c8da2a2dd91f60b48a4424ef9b.gif\" alt=\"Pin de Simon Margit en MY Reality \u2764\u2728 | Cielo nocturno estrellado, Nebulosa  de ori\u00f3n, Estrellas en el cielo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos sabemos de las inmensas consecuencias que el impacto de un gran objeto sobre la Tierra tendr\u00eda. Los cr\u00e1teres que jalonan la superficie terrestre por todo el planeta nos hablan de lo que pas\u00f3 en el pasado y, para eso, amigos m\u00edos, no tenemos muchas soluciones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/c.tenor.com\/ia-cdaGwjWUAAAAC\/sol-solar.gif\" alt=\"Erupci\u00f3n Solar... En El Sol GIF - Sol Solar Estrella - Descubre &amp;amp; Comparte  GIFs\" \/><\/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 Fusionando Hidr\u00f3geno en Helio lleva 5.000 M de a\u00f1os<\/p>\n<p style=\"text-align: justify;\">Claro que todo es cuesti\u00f3n de tiempo y, al final, hasta nuestro Sol morir\u00e1 para convertirse, primero en una gigante roja que sobrepasar\u00e1 Mercurio y Venus y se quedar\u00e1 muy cerca de nuestro planeta, para entonces, las temperaturas subir\u00e1n y los oc\u00e9anos se evaporar\u00e1n, la vida, tal como la conocemos, ya no estar\u00e1 en este vergel que, durante miles de a\u00f1os, nos ha dado cobijo a nosotros y a otros muchos seres.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CESAR La vida de la estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas evolucionan y durante miles de millones de a\u00f1os fusionan elementos simples en otros m\u00e1s pesados, desde el Hidr\u00f3geno, n\u00famero 1 de la Tabla Peri\u00f3dica, hasta el Uranio n\u00famero 92. Despu\u00e9s, dependiendo de sus masas, se transforman en gigantes rojas y enanas blancas, y, las m\u00e1s masivas llegan a estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o, en casos m\u00e1s extremos, en <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-lHnptu6hBic\/T5nKjeCnddI\/AAAAAAAAApw\/wiitZql5KhY\/s1600\/caos-2.jpg\" alt=\"\" width=\"640\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, las consecuencias del Caos son impredecibles. Nosotros hemos reconocido los secretos simples del caos y la impredecibilidad que asedian a tantas partes que rodean a nuestro mundo. S\u00ed, es cierto que entendemos que nuestro clima es cambiante pero, no podemos predecir esos cambios. Hemos apreciado las similitudes entre complejidades como \u00e9sta y las que emergen de los sistemas de interacci\u00f3n humana -sociedades, econom\u00edas, ecosistemas&#8230;- y, tambi\u00e9n, del interior de la propia mente humana.<\/p>\n<p style=\"text-align: justify;\">Todas esas 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 hemos tenido por cierto podr\u00eda ser derrocado cualquier d\u00eda, sin que nosotros, pobres mortales, podamos evitarlo y, algunos, incluso ven semejante perspectiva como una raz\u00f3n para sospechar de la ciencia, como si produjera un efecto corrosivo sobre los fundamentos de la Naturaleza humana y de la certeza, como si las construcciones del Universo f\u00edsico y el vasto esquema de sus leyes debiera haberse establecido pensando en nuestra fragilidad <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>col\u00f3gica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/32\/dd\/e4\/32dde4631f4b3364f850a025d300837b.gif\" alt=\"Pin en GIFS X\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La ilusi\u00f3n de realidad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero hay un sentido en el que todo este cambio e impredecibilidad es una ilusi\u00f3n. No constituye toda la historia sobre la Naturaleza del Universo. Hay tanto un lado conservador como un lado progresista en la estructura profunda de la realidad. A pesar del cambio incesante y la din\u00e1mica del mundo visible, existen aspectos de la f\u00e1brica del Universo que son misteriosos en su inquebrantable constancia. Son estas misteriosas cosas invariables las que hacen de nuestro Universo el que es y lo distinguen de otros mundos que pudi\u00e9ramos imaginar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/k32.kn3.net\/taringa\/1\/1\/3\/9\/5\/1\/8\/otro_anonimo\/60C.jpg?4043\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo mismo que existen los &#8220;hilos invisibles&#8221; que mantiene unidas a las galaxias, de la misma manera, hay un hilo dorado que teje una continuidad a trav\u00e9s de la Naturaleza. Nos llevan a esperar que ciertas cosas sean iguales en otros lugares del Espacio adem\u00e1s de la Tierra; que 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 y, son como leyes inamovibles, no hechas por el hombre que, seg\u00fan hemos podido llegar a saber, est\u00e1n por encima de todas esas cuestiones terrenales en las que el hombre ha intervenido de una u otra manera. De hecho, quiz\u00e1 sin un substrato semejante de realidades invariables no podr\u00eda haber corrientes superficiales de cambio ni ninguna complejidad de Materia y Mente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/img0.joyreactor.com\/pics\/post\/solar-system-space-gif-1652013.gif\" alt=\"El Cascanueces \u2014 Movimiento del sistema solar.\" \/><\/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 El Universo es din\u00e1mico y est\u00e1 hecho de energ\u00eda<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los secretos m\u00e1s ocultos del Universo est\u00e1n codificados en unos valores num\u00e9ricos, aparentemente eternos, a los que llamamos &#8220;constantes de la naturaleza&#8221;. Entre ellas se encuentran algunas tan famosas como la de la gravitaci\u00f3n universal, G, la de la velocidad de la luz, c, o la de Planck, h. Pero, \u00bfson las &#8220;constantes de la naturaleza&#8221; realmente constantes? \u00bfSon las mismas en todas partes? \u00bfEst\u00e1n todas ellas ligadas? \u00bfPodr\u00eda haber evolucionado y persistido la vida si fueran ligeramente distintas? Claro que, estos enigmas nos conducen hasta las fronteras m\u00e1s ignoradas de la ciencia, nos desvela las profundas implicaciones que estas constantes tienen para el destino del universo y el lugar de los hombres en \u00e9l y, aunque conocemos sus valores, sus n\u00fameros, no podemos dar una explicaci\u00f3n de por qu\u00e9 resultan ser esos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"naturaleza) no Meadd: \u201cUn r\u00edo es una corriente natural de agua que fluye  con continuidad. Posee un caudal determinado, rara vez constante a lo largo  del a\u00f1o, y ...\u201c\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"300 ideas de Naturaleza gif | naturaleza, gif, gif de paisajes\" \/><\/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<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAASMAAACtCAMAAADMM+kDAAACZFBMVEX\/\/\/8fSX2ioqJ\/g4oPQ3v7+\/vX1tS9vb2urq4ALWTu7u7b29vS0tL\/\/\/3\/\/\/umpqb\/\/\/j\/\/\/Pk4+IXNlwVMlb5\/\/\/19fUdRXYULk8AJlv\/\/+z\/\/\/AZRnwANXL\/\/+ro\/\/92dnZ\/f3\/x\/\/+Pj4+ZmZlubm5mZmb\/\/+Ty+v8APHf\/9eRkepzr\/\/8QRH4AM4bk+P\/e0KP\/6cT\/\/93l8f\/FrnzZ\/P9AZpPo7PJBRnUAJHNhoM3N9P7G6P\/cyLzb4OdPY4gAAESFoMzjw6GUrtjAp3K10\/fF3Prp28+VoLCqusaEq9D13chvYGz\/7M+khVdIUXWhu9eXlaGUe1ukm5K6sKe3xtirl2tihbKPfmdgcaJ8iZqAlZ7YyJuKfGutfE+ivuZegZwAG1grV4lLYYiLwOMANXqCeIq04fWxmJnOuLc4gLwsOXAARo5pWXkqZZ+anLtphbGbsc1zdpSNeoNkXolHh71aP1oAGGig0ezJrqqIdphUUYCTrcFIX5s9S5Nxm7RFNG0WZKp8fJIAZqsALIwAGWhhV5NGQWY\/RoQ8isOKcXsAHkSiyNqPYDv5z6lCcJpjY1GVcWTa9tdlRT3HzLnVrIvR3blgf5A2KiyriHlQV23lu5jDzra0oYxvZEWQpKMAAABtgLWsioK8rpRxVjSrnYV0U1aov8OGWU17qrqXiGS5hFsoU3ZDMETOp5FHLBJGCxaid1xXRyrB4NVNSVOcZjlicWqYekgAAB6qrZFQIgCTpZo9VVe8k1tFbIGefHlMgJd0RikgCjaSkX8\/MAB7TgSJWlesgGQuOUpWOlaepZHawo4Vc6puAAAgAElEQVR4nO2di18bx73of5YQUoW0WqmV3CIM6IGRVzhCiIcDehSBtEJCNiAJjLAiamwwiW0ejlPc4KrhnHvS62ATYmQOOJTGMsZxEnooyc1NW9tNfW\/pjf+pO7MC9FohsM3nJISfvUi7mpmd+e7szPzm8RuAA8ktAu6PQ1Qv5q1UiBhxj+Xtrfzs+C4cH\/\/ZHsXi+Ae7iUbC269kmFHeoT2Vwz\/dlfOf7VE0Dv38xbz9Ip1RURE6kl0UpXpIO92RbDBKDzl+s0zZEaOtwHYRoRRGRUVsd8+MYyajorN9eWf7kpylnCCpPZslAkVbP2TcZIOR7VBRqu+is7aiFJ9x2QkjFK14YMdtO3C9IcmMimpttkyvOEIZV9MZHTtHnainj+UdOXbo2LEjeUeO1NOvo69H8An++bypH52gb9gF+rkoD5+i44jjxjF0egyfWk\/lMW42hWF0zA0Xzg9cOJ9XdOQI8lR0DH2pH0R+8q4O4iCKjh3Jiwe9A0ZFbxa+dVF9CbmP\/z10LOWGO2D0WonQSjPxxGk4hKKBw+jiH7ssyTuEkpP0oDMZwbV6+rxbnn9+0koMqSX1worB8w11gjDvwvFDh8zCuv6rCtHhQ3n1YMm7KqdP1BcYBs9P8gavAjWsE747ZtVdcIOlnjd4OI3RcesI\/fqYVX7hPYNi1CS85LjyZn7X4GWT4u0GYkR0xPz2QN3gOd7gsZ3lo\/OG\/qv0kXM8y2sVp9qA\/\/pk3WBuSKmM3vn16zgV5xsu1Q8eNynajzuJ9quWi1ay\/aLBKrQlIGUyEglHLP+mPDF2Yeya2\/Mm1UWdN\/ym5spV6Qjxu7x6+qJ6tKLFcCHvNfLd8evyS26Lm75M\/lbdMnTY3B8ZNlwYG3yTOl53Wd6ivpIIFDMquiy8qP7d2LX3pNelp8ZkAbrecu5CvaV3yHStfvAqfd70m4YLx8dHCo\/sjNGxc9fOXbs47lb+tqSROmZuH7iwg3onhVENAP2a+t3x\/yi5VG+ZCpot9ZbLrnr63OB7KD2Xxq4lkGcyuobYvkn9+tzg2JV6y3uyRvrXA7+paa2nhlpO5bktr5v0PNfIRN7FwtfPvlf4+lXaPXhRcSoyQp4yt5r5pgtjF\/4NMyKHWkYTDwIzOuYW8wD9\/O\/SbuFbDtGI6zW1FUVuTGRmGL1u+E3DjTeJEeUOGRW9qRBeukyMSH9b0kT\/euzCwJXdMip553+8flH5+tnzJe\/UoyftsLgt58\/W044L\/17yHyXvn9uWEXqz6ItmmeLtAfSY31M2ElbF72tuXDZZ6SNFl3VWGB2TCUeLjgwIybfHhLr+c5aLxHWUN0+ZZdYCA2ZUeNEwOCBLzqyY0XHDldf\/JzUmNFnek564qqjzHxnzoMLOITNdu0q4ULi\/qUGMAtK3dlivHTfQR94krNLfqm0mq\/BEw67zUYnMKjsxJiQuDcgMFjcqnC4rrHQ9jaJmeU29LaNDtX15tba8In3f8dpTZ22HbGf79H3HplDdo0cFTF6tvvZskd6G3B\/X9+Ud09uOoZpAf+gsOjmrR\/\/6avsO6Y\/Xomt9SWEy75oeH7V9KBj9obwpfRFTg9oO6c\/ajutPoXAPTZ3Nm+qbOrTTur8W12zIvf7wWf2p41OnduAnmdHxKb1ej1JhQxGvRVE4a0OJO3zWdqxWn3dcf7i2L3t5hGtupolUFP9SxDQjijabMkVFSV83G1NJX4oS\/pKCZMrsokObbZLNIDZCT7lJ0U4Zbdw\/cdNdMtqMS\/zu8TDi\/\/M2GWRntAey39rZeyEHjHLLAaPccsAot+wLRr\/6yd7KB3voeu8D\/iVmpM3fWxHt6gYFGtHeRKNAU\/BC\/gQFiBFnj\/uCFfxdORfsUTRA8mLeRNsyEr9gZNJEuEtGvFdz2wx5wbyQwch4WBCa3DxRBtCfm4akn29FmI\/iE\/HTM43ZAq5M+mXfMeqCqinw+9rKudq28iHwaT8sWfA5PRyfG8Ci7XB7tC45FJ\/CThCJJruT5FAcX1AOlFari7l8CKsYedjXjPr4S4HiQPmhqrdh+qNuexvcnnHDwxJ4agBlqTz6qarilhuK3y1uQ5wQo2aHtFUHKyjrdZiNkU5HoQ3A7oYHd\/Yzoy7qfTlV+t3Zqkb4bK17pQFWF2YlEnUM5RoqCLd6PpRIAlDcV1z63QYjsl\/OZJqbLkmg06lEjKKzEsH+ZgT2rltuzy+qTggnqq57I9R\/5gflAo9eoQDiqeGzT+fMFisqj4wRzy+Yd23E+1PqlFoIKC\/R1k5nISLnifD+GxmhiGaRHTJS6FLPMxhRVhDz5ZZAfpWNb5Jagebny2l+Hc3no4KG5OdbSeaLFZATHXY9KLLK+PwWlC5Li5zWESIUCM03oV+25GUYWbQu5m8AH1KORGX2aFviV6kRVAa2y7ec+nXg0QSK2zWbaST48uRwMxgpNRxOIOP2VLvKkHIhe92PyutXJdkY0Wlp2JBkRtJ2eXQSvH0wl2+DOTMoJ5TzsBLg4KsnL0PI4JnEDww9Loj+3FRsg6dS36Ic6PyAkK+jXBS\/Ling9HSWTyWdUAV8Id+E4qQDrTrF2fbto1ckWRh5XPYI2\/W0d23dCcarEOV3QXQMoo5yPdw9h68atV3SPyxyEZ3pmV7kTqkyoYJi5eO2BQM0u6O99i4vf1aR3CDNYDQvkKDsbuFwxlEzRm\/\/nNZTo7RKUpLq7L+TUcjE7jyV0WNcsM0t\/mEAHWPwDir3FjvaIDosLvXWSlvVuMFW9UecKgIxqof1gRh6fZqdlU3l3X7D+mzyu5TByMZ88JAgRk1Vn5DBTidQEs4rykeekZ27ZWdEhCosrJRSGM2hZhlIh+BeiQvumaq6gGyHFfOKGxU2scOykAE1RGBdgzkSpcy7xpQlzQ7MSAI6eJhUtmRhZBEIWjYZnTR7nOnx2RUjmQ4KQIRyZ34AFYf4zd2ZZMlHNFMcZ0oyI6pUwjEMGq5plwEfqPQBy2ILvmqF8kbwtPfIcZNEg2ATHBPYNfF8E3N6HYXBALHAaUkKOD2dhaqkMtuDWsykS6pxZZSRu2IUbfNOLQROOlcmZz6+7p2gbTv097J1v3+nDyOHvKr20XZCBaNmj+S+Y7oCyq\/fRRWLeWf+9lsbcluZOwUhdbOjw0BUXUcKx3RJbi9YflSMPOMQ07a30VrNzBAsYKV2R\/KjYvSCcsAot+wLRgrhnopMsJsbKDh7FA2F9sXSyceMtPy9FYFmV85VexQNfumLedMe9PnnlIPyKLccMMot2RnJrGxXCUYtEMZTQW51zhD4gliW5SYvw4jpVCQL5KBA8RGiT3SFLJDJ5GSBDoQokoqChKaCYieW4UhRAQoPPiCX2\/UfobBkqcnkKZJTtSHZGImXAjNBlh4wZuwIadjMSdX1zctL+ALFrqK+FCPPKTnWgWZGKa5lxDNr0YPnMFCimZ8SGtElCIlE0tZEPImbDlhpCZlAHBtZMfQj30HRs6TOkcx0ft0mSmHkrQVYH0hzlI2Rxw3iArinDUofLPI1p8dpjQphuLbY4fb0cOW452dB21TVLfY9CxO+73puL08vijQaU3WQrfGdhZFFw1WzXU9iRMRsCMDKMr\/uTBimK+TwUB3rQ9fXzcZP+VZpK99E6shWOVjcxmEU4COHckJu\/9RvqhqhJBMAT00gTWKQmc6TDfgvJRAIUIpoFbfkYY2yLD1rZGP0PIz+SAPkUeUJpKLd+pRWPw7jToi7n5aiM8QIxWmVGVqa\/rgNxM8q5qHD4O3tdEpZOgPYGUlb5dXhHIyAnEcxflxPjUbHYLUEoo2Ab0A9gVu10lZli7S1gljoRe7m3se4mx0UV34rQvCqxulnI0CWpnYYsDAKJnWe3K6obLSfs7vTHW2Tj2BQepR\/tLCPKJMbP11xPQpvjB0JBDLE6NYTAb+qOzorCKyMAZyuGEWPubw3Pna0M0ZGG1+bs49NiRk1OyD0jQOm5SuNAHgAr7IJjwO\/0cCDzwZ06ADo\/BwYRkqu3L41zIzzEZXUgZQtH9EcDscEVfN8jrXQtpQRp6zl0enAjJ7qpb9YOwELy+ufzllXEbV7y2+4V1oG1xAjSmVtr7ruDRZIqGC+a2ltHlbGF9riY0c7YyTtzw+yXU9nRNR5JyzDVNAyYu8rEMnxDaIDoLwiGi2fnxktns+fUINn2F7PMIqXR5viCebnLI9EW6\/WjXyVAR5PZTjKWq+JC6y4bhPK68Qiq92NKghU3BMFQp0Y1QS4XkNXiDpU0+jwoZAJmZoQ\/ZxeK0DW8khRwDosksJILASSw9RnwgJUjRVY5fgGQjm+v46p05h6Dd0XlzsKHYpicgRy1WvCgoJEJAgckiIz\/jtpH3lSOjxfQF6ufUSwNkJeRA7akLnlgFFu+T4z+oHrtPmYkUbC2VPRlu7mBpKyPYqG5OgLpVOiOshHOSX\/oDzKKQdldm45YJRbsjCitOMp50ldQ7ItPdESn25A+pG2k5iSJc1scGZhRGXMPohLMiNaiwO2IMXOjw4aHR6tgbmKv1uSFT4RniWDNNsVrVM6z8QvXfNiSSeqUBKuLOxj5uyMPHqo7AKFTE4oZHVAyHTG6+gM0JlOedREMJgUdW80EDLUkC+ckFOjSMsU1gEPOSg\/sdkFtyVZGK1MsugtkMKIGoUbarA3khOVbYXz3mHop\/TkKL5K2cStlJ6YxwoIVk\/EJ2vB7vZiDXAp4Odiz1+bcSdakr6TycjYlXQivqFmhcTOaMEJYh7FndFXnRB9aDgdaL9zgg7GGitPicoqvrROL3MNSCPl\/6nhKX9CjhlJ+yubLK4lR3OXpbfwesbMqyyMOlynWXNSEiN7D+5OjC76nFgHtqNPexuszvT4HLfcSO8HSy96oL1RpG6Td7qh00yqZlpkVL\/mS5w5TpqBmuVvq\/cba\/NFOuZNQLep+seMfsGZ2VPIzugRnuxwdwxOrg0jXbozaK3qVvJj3ZWNKBoqz+f8jjGwn4P1GRv\/vhmURzk+Z2UT1fKoqdpBlBb+15P04LLNP1KzT6pIYnS3C097fuwmW9XkQ2e0ER7EJmE1hq9e4f+5QUy3oidfXYudVnXDZ2YypGZewEGIMyp84Ep64VgYTckSXb23IspZbxeVUVawM0IPS3oKUVj9CDMComPtk7uTVdcxI2upZ0qMEoGf40wX\/obyEZ7htG4+gycilxW\/G03vimRnVDwKD3L1Q6I73qyB6jBMq2+b0U3g5seNzNzvmzUBmKYCOC8RoS\/VcUbVDrJ\/y+tczcmGQR1QrYl7ZHvXNvJR1OEJwrfLGe9bljJ7yaUyiUPPmoyNUO1ccPWTN2aC2vk7TSgfzU1Ge\/oNuK\/2zw0rPf0VoMT9yZVhe1AVQZHkFneL07r\/sjC65S7M3X+08KyR4JOqZ+For6RFfO+ZG5ZCk\/gqhHyTxFNfI0CszaiPM5KqQomM6ZnAaw9UvqTKJzOd3nlJYpbWek1lG2Q84B9E3U++snb3\/m0fibPOSd+tfJ8Z7Qd97UDv39bbgd6fWw70\/tzyAyizX50cMMotr4YRKUtTMxPRTaw\/VsTVRLFwwzGhE2+fqmyMslTqSYzwQg5GL8UHwRw6PNmDhz8J9JkcFoE7J2if2eJidG7kUFGHr2+tR2NhhMJKSrFCLJMJZduP91Nc\/lLKgi7v1ko9krt18StmABjK50UxZtHI86bqLL0cG5KFEZHeHt+QBCMSKSBIm5iJoHa+Hub4QZhr6VevL4vkcy1cOfrcCsDzOUg1fqRMy4qDshhubTeHxUscn7nD4J3fpMDCqKOFn0iwdxhEsVpReqxSGeEFYlbC9yxsnOAEwc9xnTkh1CCFdYLjKv\/CvKJFSMQ+7Z8NC74RZvUX5UJqgvNM2\/0hv+TLNa5P0x7kaXwO7Fv8rD20SS5b\/1HQPrw9o9j\/QhopqZPavHpo9XbB3J0I3woP+CZ075WGB+g70PryCeQm1geVbvjnWgv4DWDBj67aUThucclPF7RupZmF0WmmD4wW8PHiF\/vknDOlt4SFkZgZKo+eg+mPh5H2+qEZjMNek7ELaZanK0a9U3hqDtJ0v51hNM3yLyWP3M0Oaek34WYn3HUbuwvPQkhkMjL9A4ZWXdUn2zPytGZM0UhjFO+AIJeGYfq7yK0IrM\/8VHGjpJ18SvdCdFKgRs8Uou\/jbC214VVtbzTw1nsCFzROhpHHgT6+\/t+JfMKWj1xYX4uvzoJHZU7IxQjnI6IlOgAdSLvudEr9p+4M24PfDFc2YUbGzwUCA4oarPqfCAQ6nI9I1VwDofom3OlED9o4rOyGZ\/7gN58g953WUh3SMrdlFC3r3QkjQgdfzdTD+sc4H72J50NAdFkPK+gTL\/azf4DzSaEN56OHW4sz6IZqxwI+6zDd3ioIsucj1FJEoXxbNpCbERW0LrV5ghY9zglOvzW0NhqdjNWeQYwMrbIr1gsVyAn9JwPX2q6G8lMFM0PIceOZcLTlQaDgzieFiJGvLXYW+X5kbc3FSByqeGBg+yGVkcxro0el\/fkT8qeiIEyL+pXv5F+pmBNpyAdreO7MvAdr\/YWnkNaPe9w2xNM7V9MODKPyLzbvwpaPAvlbvcxVXfhJ52IEJJ76JhPJyToQ6ihRHcgU+XUyVD0I5cI6UoQLP6EIfcffCFl+gRzoAiDriIKCfJGCmUfCy7cy7nnCxMTCLIxkQLEW2kmMhDq4gO6mA3yQzFG3ccS\/4x5iXJ0R+KsoqUairfEZLEIeUNuU2bL8BCOiDnnJmA35Q2gfiV5dPL7Pbcj9oK8d6P3bejvQ+3PLgd6fW77\/ZfYrlANGueXlGfESLYP0RgJqYRBJdfCGZizcZkn5ZgjM56tiRDENIBr9pZhDxxyypOUMeMItpck2xTWdEUqHTAcZen66JDFamd+6avwk1ZUCxSapP2A13nBtZp2lH5dbG6rYLTxt+hUxolppPZ5zzUzWjlBB6pKSK7sk1iQti7mH19wQaTZVtiSd0foA8Zc24v1c8UkwUk7EHLCyWFY396zROCwtfRaunA\/c80Vg7q+jSD\/kqkyd+tN4YL303t90oaUmrDVaNGXMKpL7y6s9IlXI+bDE2BjtCcpXFu+fu7ZYpr7W04HH\/rOuF7kyznY9GyNGaQW7m9LbwzA9s8wx2RclJqpVguJQ+STE1URIV8w1AbGGLIlNZ+RpMvYMeSOb+lr1bJnm9DlLT8en2Rh5Gr19Ui5jKOzmR8PVbWTZnSZpgDrl7cI0Tlcwi0H6mDn20zE3734JukqbToaBmgX7cqnOY6putLfNzdh40UW8rkSk+zqgkt\/Kzqh8FB47dsOImpD+pQEPvbbhxSOxLmLePiVuVQbED9RxayGjnkBHG9hnW7K8PemMqEjMrI1txaGTMVISUnvS5nQkGM218EMyxOhur0h0Z\/jxON96psk7O2Mz1scZVfXGFzogfXt6IcJHBUK1o7OlM76KZFmli47HmqStXGpeJKLRlfEQ\/3SAC9swMjbCdM1uGJEi0XQJ5jr9cRj+WRkf\/P+qQYc7\/RhGE74SwsKuJ7MyghsqWDlq2MxHnYyxm5Dcm40R1p7tkYVlbb6K337nEyrId1UiRv4PdE+X2zsdK65nzk4nNnlIcf3\/knH57XJodqwvTzOrSFZRPuocD+nhKzdifcFwb\/nmpyr+7baV5a+zM5JemXmLNSnZyyP\/OBTQ3FijUuUfQYdeesWvL271D8etzki5E7DQEspuvCKDUXUvXg63KfF8ZFnsyMYIr2QUK7AaTQh1hAIUQjm6pBAq5Picx8zA4jHDygqkShN4GhYP\/cRTAMnXRcd4IBbqFLj\/WSxEjoQKHk+ITtBnVka0lenV2Dkj4AmBkKD7A3MQGwdPyERfjGKLI7ZNZZvBCPlJGinn8VAoCn5d+uqsV9E+olmMmqVIlnzkyzSjw8h27aOXWjyyo3TSGatjDvT+3HKg9+f2dqD355YDvT+3HOi0ueWAUW7JYEQLUmvXpC4AIVsAtIncbJFQKT7JREdBVjujAtaafIsRjVfdA90ipwW4XU\/rwJJkS1BRB2ILbnVQ42CxMrdPLOZf0Jhgc8RjwbcxwhZPJ81PvS0tYG+6oPA9V\/Bk7XRGd91kR4qX51vKfcIqRIqIt9ZBp86MSFqgnYVRbATW2RS2TUae4eJLcmbyPqGIRYD6o8E+nmh2El+FYWVyBSX\/zjj5zSRSa39pMF7eCsQT8P51Y3yP592wZcmkU3zapEiOqH2Yx27u1G5GjrXyDEbiS+jmQJeFHM1Tvl5lKWe5c9jCDTmb9UuNlW\/JQkuNiHvZ3JMzTwJXlrrsbul85+TtwD3JhHxukXum0VP2rK0aeYSnkglpLkZelFwpW0baZBRFmj3A+jJHB9gWxBwz+N8vh\/XJdfQY6W\/CEKrwRvyBQhd4MaNZdxXSv5t7p2dPu70tsPLRJ3cbaW7H37dm7scZhTYUOrGfg5uLNxAFFIvKz+f+ph1F378O3u6ZHkO\/S87MB\/zYbRqjQmyoAt6oKZytdohLlV8G5M\/DtLUz3OkkR8u77RHZ\/RpYbSC5Z8JSPn2Y7PeMVDtDBr7sQ1kvtkzwRo2Si\/RolY4vO5pkMIKd0d1JqUTDNuFkk9FjtxKh+crh7cWdEZ62RwYgVpEH4ltGWTjTJA6VoN+gsAU8OJXuuTtMH4Wxsbj7NMfUXvVfvXCzhOqZW7QmM+pwcZLUXuk8eDhBORiHC7tBpb6mDpmaUQh+F+k6E\/YwXQjp7xpSrD0jiFGw2kGW6kh6NBZeD1SHm53S+aruu26ZTA6rNZiRsZfqg4VWU7M5JJuVoWOTUbWDUNGzstKcjHA33FdsXT2bjPD0\/hI4aS7kIpUcYpw\/j4sfYqbS28E4I2z2OPGaVDZSf+iiAnFGAOXjVfrTptUSKjFRPpGPPJqRzXw0jU5bdcB40lhDJSETDkG+shZAN2AknRHS6icMdNkzB17WIFT5ejz6zp7pSKdDOU+8UxBCLxXQpXOzZ8Leec4\/KoyHkfI\/11Lm\/8K5stj\/DfOuNYeJMmGr\/4u1XO8aseQK9bL9sMmIKl1qJK1Ua6gtPtmhw\/DYJkAPdtW8jifjP28CD7c0sRykshGa38S9o5WNxajotDuqusttNHfu76mMCFx++qRbK2eoUkloHPn+BHlSqRdKTjP5yDO5YniehdEOxGLyTuzKw8vU\/YUvaX7BYvIk7IAn0mnRsC\/DgIV4zwp1VJLo730BRiSf3TR4dnkJRiymLXYlVHLFnkgn7dtF\/8GB3p9b4nq\/YG9FotqV89I9ioag7MW8aeL5iLengt61XbgGgWJvovGC6TzQ13YgB4xyywGj3LJfGAl9Jshilishr4rRkutZyo4PZKK9GNtSrqJjzEeWnoAMyTJntMMlKGMzWscwero4oQNi2jcOJHYURcp0tF4qEfxpYHqxdcsXNQ\/EHF4yS5cPVc5iRs1hWPg\/50D8f7FOx2wstDhk7IKoHlgYfWXGJgKTpeonAl9Q8MgmqUhcS2dkbwQSb5XTpmzntOs87a47H1jxRmPtHBd5f4TZVwwsnI4xvKEOXua74HNSnCsGbMrBN4B32LFwxiHmcyB1NWk2BysjrMvbs\/WNFPfBPRPuEmqF6N\/Ql\/tuUN5vxP0lhBVpw0C5CtvlSJ35HA\/3\/rOiAOgh4GBG1WEpp0OPPIQ92nHGTiKnzdgYZdZ0pDCyu7QmpCrb20AsE+GpJx6Xr40ZV25N2Twuk1E1jrR3CuY++h08D7\/hUBT3FbYVn606gdf5W0vVKEhKD+vL83gye1U3uklZrF5chw06rEwK4GvrUZMQxfrhnamkLrksfSPv82f6K1h+YPLR3CJe7k0sRJi9WpZmmmBhBsV81YwNS6J81HkUmwMl53GXwBsN1kH+UHy6SHXYGFBdKYl9N26D6NooE6DxX4xlxFRGzWEqKL6E9yMRywqwgb7qJlDpmiN8\/3gORvYwuoZgVq+9ixRr0te61ldY+t27ePF8uNN6FK\/09nwKUcETAceKGOE1AQY\/Ujo9PWCfXOB8aKZ9NvushFNhCSVGO9kZ2SPS7HPY0WOKMnYe3zCLQybjTx\/Z6H8t2UzKd1HGYIxAGH+JiSjnmen9NSAWyvEaKdpQ7YiVcC1tVyrbI1C5PErgRruxiyUfNZuVXPnJ5VHckYS3S0MJFIcMNxtwL972jKRHTR69cl5x46PfI0YWQ3Ttbbvb+wuG0ZIzZLJY0WNU35y8YbAYECNPLzVKW9H7Tt4wrC5z5d8G+PKOgqB8kArgnp1tGXU6wZ45qX6DkfSSes7M8\/ZRrRVMRyfeVBHF3BgB6W2zgociYdHHGVH9VGJI\/FZkrqGdLJPfH3k+0mqY2+h7QPE7OZnBqNHjBu8fEwYBEKNS8gTKqgM5GIEUG+igBCbSCpQJa4QWqyWQr7YCbaICzL5i6Nd8gxTrinjrMYGa0XEJGX9pjOZbrbiPGh8WQaLnOct4vy5lclwqI3QTK1xQ4x5tMd4Ui4p3WKP\/6HaCOqCtIELOcAAoCgm\/loDYKi6Q0zrKJBVYxfHwGV\/qdEbjWDVPWhpAo5pRsXWb7Ri9oBB+SbZZPy9e9+\/OW25JLbO3X3OXJPulfbQj+T63IfdF38jBnIjtvB3MicgtB3MicstBmZ1bDhjllh8GI4KZ3oDXhyo21ooyhg3I+CcpSlqSL8Tu5JSmhdZmNID2NaO5QMgMxFNRsHA+v1XZmn\/DQOLV1tGrQOLtMpYTduc8\/9KRyJ1C7KurbEoPZj8zonr8AUbrWq\/hwVwDD1YaLM+cQH3YBZZHTpjG83opW\/GoDsSxJzrkbrXG3gDS\/vSA9zMj7wfy9QHctfPZANj18fn2SCMO0XiaiIPg402Pwf4PrJ4SZTrsjv+kxe\/L2B32FTKyByBzk9YtsWxqygtsxh2lAhatjZURukumKUZGMhiV1+L1NCh\/zNVgRIzG3+mkypY+tyJGYiHTM2b\/AHeZSMtwPmJfY7GVTvs43mehVuEAAAf0SURBVPec1Qk25HgtrceGjVHzL+TPmyiTuIAo4FtRaUnxdVKRiMDWPdD39TEpn9m5JxTBq79EgOeSWVAxasEGYy1cochK81O7YFkZPZzFnZ5sklkerY+rTDJsk8X7AZ9PfYCNg6B3jLFXgPLR9DLey2OewluRSFt1xFN+lsH8zXQ2\/0SON9tmE8+XZjwHC0Ams9KBbRhJGs+EGXOY\/5DdDtw09AsvVf1OfcM6ZwbpJeG3Aw\/q8GbCKwPTJXZ3+dRKW6xtpW3l7\/a26rDdbX9SHaEnZJdSchMbI\/LtFfNGt3huRmL0MPxqQiYnhDIZT4hn+OC5aAQ23MNj7P0AT8eYyRUzNn5yrDtqnnBSvrR9RDbtaLYMUb34\/C9rfwis1mRn5Jj7BjMqLX4XNOpqwRPBw7Xu4lncc4wydZQ\/Lzg9BsR9V4dbyo05VyvK9Q8rqB6K09G0WoLnH92dhMcp7yEbI2+vN\/LUBGwWa9nbRwXs6d6NbDEK6O0zU4xxJR4sGMRJZp5Wa3z8IbAPV\/USV+Cf8Ukk7IyoP4WrHcp5xEilbm6JgKKqu3Aed7V7cV+2Hnhy\/D5L34eFU9Bh9kbWazyR1ZrnTZ+ZqdlqbG73YcriHzZGdjcszco9bPM1c7UhcdapSz7bEGY1T\/wXBevKms10PnZ09lJTsb9qxu3tLX5pKHjGDYRfgOIifgc8fxgjfAJ72DhcvtG\/yVpmO2HFoVR9FywcAon6jDmmdZUPgaWHGRPRhsz2nnY1LKAiJ2b2jAOt0ZoU2qWIp6fdRfp8PTPOjJ1rWRk5wR6Bpz4W8z65GHU6knc0f7SVEy0dxwCqj+OvzayLBzfTGTPb3cVDsTtrLp+83U9xuP7NUrp4CPc623u4frNnkt6oUl5N3R8d\/267pUdZ637aRLL8xM7oTDC0qGmjVSpTp9PTo9FZtKqZYTjj7DRf03LlMU4QBEvzDeSjKUqlMW3PKC6WwrUA1W61FLa7UndHJ1pSrY2\/ovaRYttH\/0r0tWqU+4u7TzbgNaulamMkVBE3ddxp4sPX2J6V1FUtcXsl+pMNVG\/1DhjtWH4QbUhGEKPGwuHVkvLezsCHAkGBSr3ByBoSnHZK\/fMzgWbHDb9Mv1pS\/KNm1G0fX2hrdi60DFoXlv2i1rX7jkdWFWqh+K0hCXrDqmvLa+3jsbadvGs7lh8OI4WOxEao4huY4XFVdAgLhDqhXFhQV6fIr1PIN5zQ1izmGfY9o1cg32dG+6E\/+2BcZFtvB+MiueVgXCS3HJTZueWAUW5hZSQWpc15Sdib2FoYio1rMCLFjuMO6CyLMPYhIzIUmEmxBCId3fqasAKNbcVimbZaeqsY+8XKVtZti\/clI7sbxHWwvqgv\/LK9zGwPXrnzc+s9X2P5++2tJffd9h6uCU9XvD8W7QnqgMT78VQeFoaWwp5\/me\/54p5SA9yHjJidvvF83bV3obKpOcKT2rCxqPLrcCbcaS2rs0fA2wvR5ScKPB5BPZsIVH3yfEQxrZ4QB6j54hOQPrK1p4wy1Q5saGfjYqql9x0zSvXGxgjvJ37BWI8YvY1nBuaH1mzYWFR5N8PoKF9UB94I3BXMi\/CgKcpU\/6\/qk2hEZFWOUhMzuPOyssmiTS6aXopROZcZPtNqdH5O0tRxiwk82Didt70d2\/2lJuSkhIx3iln8kYVxjwPsI4XzKQGnp5Mr0aRPWqU5Km3Am7ovOmuZvTT+zRBMCybKf48Y2VvmGlpnJvz\/+Og6PA9HR2LjFxqwXaj7k9gaFJDTLf7xwks0l99eOE\/N+7\/46PdpUy5fktEtpk9zyewNMLOQmXmZqDz4G96sb84MlK9FDh0N9i+dxkZvWwG\/zhIAbwtZ9zx8ywb+9u0YnWmKm9RLlZCBbE\/1xl73C4XAzOZVgJiHe4kJnULBk\/PwmQJwrzH6lbEAxXzDNpvkBDP5V4GXVUH6FgjZ7PkvfDfBNsKWyqi595kTiI7FUpRxcNXg1eM52rxHTvS+3x2XWCZ9arg7ec0ysuKMffQr2X+ablqXkTM7Vw+k\/0FKTZvJaMMc1IaNcY9WpbWGDJT2y5TVl\/+d7aMVM4yyXU8vjyiunHho8P4d5phV3I+v4r+dDKPJ+AoNb1ADo0sV7eXXxVx5Z5sEkT9ju40yXX5KQOl1k+30IbB82GMCnkKhwBsFgj3MzHROHYPZCSM8D54ZsSLriG0seWWXbPv4VaRb9YpLKqOYGW\/yeNp8K0Ko8N2piWncxOjceNfiQX07Duu9xSPl1wnEiLn4PFz8RXphk5mPVgdgoQKb18DDmqiaWjIRoYwGzE4YFR4VMcPHqJx5ztq\/l0uy2ofcyVg2pdGiEojS9uhICX5SiBm2KhlDr17Plv8FM3jaaGfxECGQx5hEojLbE0wbi0wvs9ugfAIWtkgSPlTTEP6d7uOXIsoJeeEEEXoWrhz5etgv+GKtVaPSTsjvLYWN85wJ+aPgafbx1i156brfuI1F010IazqzbLiaJDtidNS1NFw9BtMfN1ajGtVddZ2ch06r1XvIOAzN5pCpPMcarX3YhkwXlI9geoHZUaPagQqHqm5yAjr5wY+vY0bOA0aA81FgZgg1D4dRY8l9v0WE8hFiJIj437qzwej32wfwI2AkZiZqCGVI6SdkSPDWGKDgyeqE8jr0KeQROYw5\/AgYvbQcMMot+6E\/e4+HRTjaXQ28SFR7FA2J6sUSqpHlxHggB7IT+f9XupHJOtYLJgAAAABJRU5ErkJggg==\" alt=\"El lenguaje de la F\u00edsica \u2013 Constantes fundamentales. \u2014 Steemit\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Estas constantes hacen el Universo como lo podemos contemplar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y, mientras tanto, nosotros los humanos, una especie que ha llegado a ser conscientes de SER, estamos aqu\u00ed confinados en este hermoso planeta que llamamos Tierra y, desde ella, tratamos de desvelar esos y otros muchos misterios que en la Naturaleza subyacen para que los podamos comprender. Y, como dec\u00eda antes, esta es la Imagen de la Tierra, nuestro planeta que desde hace cuatro mil millones de a\u00f1os acoge la Vida. &#8220;Su clima y su topograf\u00eda var\u00edan continuamente, como las especies que viven en \u00e9l. Y lo que es m\u00e1s espectacular,\u00a0 hemos descubierto que todo el universo de estrellas y galaxias est\u00e1 en un estado de cambio din\u00e1mico, en el que grandes c\u00famulos de galaxias se alejan de otros hacia un futuro que ser\u00e1 muy diferente del presente. Ahora sabemos que, vivimos en un tiempo prestado.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.pdm.com.co\/images\/Noticias%20de%20Ciencia%20y%20Tecnologia\/Noticias%20de%20Ciencia%20y%20Tecnologia%20Oct%2001-2010%20-%20Sep%2030-2011\/University%20of%20Pittsburgh%20cerebro%20en%20un%20plato.jpg\" alt=\"\" width=\"506\" height=\"469\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">El mundo que nos rodea es as\u00ed porque est\u00e1 conformado por esas constantes de la Naturaleza que hacen que las cosas sean como las podemos observar. Le dan al Universo su car\u00e1cter distintivo y lo hace singular, distinto a otros que podr\u00eda nuestra imaginaci\u00f3n inventar. Estos n\u00fameros misteriosos, a la vez que dejan al descubierto nuestros conocimientos, tambi\u00e9n dejan al desnudo nuestra enorme ignorancia sobre el Universo que nos acoge. Las medimos con una precisi\u00f3n cada vez mayor y modelamos nuestros patrones fundamentales de masa y tiempo alrededor de su invarianza; no podemos explicar sus valores.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Constante Estructura Fina\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura fina en  nuestro Universo\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nunca nadie ha explicado el valor num\u00e9rico de ninguna de las constantes de la naturaleza. \u00bfRecord\u00e1is el 137? Ese n\u00famero puro, adimensional, que guarda los secretos del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/01\/cosas-de-fisica-en-este-universo-nuestro\/\">electr\u00f3n<\/a> (e), de la luz (c) y del cuanto de acci\u00f3n (h). Hemos descubierto otros nuevos, hemos relacionado los viejos y hemos entendido su papel crucial para hacer que las cosas sean como son, pero la raz\u00f3n de sus valores sigue siendo un secreto profundamente escondido.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/acegif.com\/wp-content\/gif\/outerspace-40.gif\" alt=\"Hermosos GIFs del espacio y el universo - 100 im\u00e1genes animadas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y, a pesar de todo esto, el Universo, sigue siendo din\u00e1mico y cambiante de tal manera que no deja de evolucionar y, estrellas que hoy podemos ver brillando en el cielo, &#8220;ma\u00f1ana&#8221; habr\u00e1n desaparecido para siempre dando lugar a otros objetos y otras conformaciones pero, ni la masa ni la energ\u00eda, habr\u00e1n cambiado en el Universo.<\/p>\n<p style=\"text-align: justify;\">Pero, y nosotros&#8230;\u00bfhabremos cambiado?, o, quiz\u00e1 como esas estrellas, tampoco estaremos aqu\u00ed para cuando el Universo alcance esa fase final del fr\u00edo absoluto en la que nada, ni el tiempo ni el espacio se podr\u00e1 mover y, si eso llega&#8230; \u00a1d\u00f3nde estar\u00e1n los pensamientos de tantos?<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;t=%C2%A1Un+Universo+din%C3%A1mico%21' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/14\/%c2%a1un-universo-dinamico\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2022\/02\/14\/%c2%a1un-universo-dinamico\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;title=%C2%A1Un+Universo+din%C3%A1mico%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F&amp;t=%C2%A1Un+Universo+din%C3%A1mico%21' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1Un+Universo+din%C3%A1mico%21: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1Un+Universo+din%C3%A1mico%21&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F14%2F%25c2%25a1un-universo-dinamico%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Por mu alto que podamos estar, nunca lo veremos todo &nbsp; Hemos podido llegar a unas alturas en el mundo de la exploraci\u00f3n cient\u00edfica que, nos posibilita reconocer los impactos de los cambios que se producen con el devenir del tiempo en la Naturaleza y, hemos llegado a comprender que, el Universo, es din\u00e1mico. Hacia [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7609"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=7609"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7609\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=7609"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=7609"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=7609"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}