{"id":26337,"date":"2021-05-04T06:10:45","date_gmt":"2021-05-04T05:10:45","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26337"},"modified":"2021-05-04T06:10:45","modified_gmt":"2021-05-04T05:10:45","slug":"%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-16","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/05\/04\/%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-16\/","title":{"rendered":"\u00a1La F\u00edsica! \u00a1El Universo! \u00a1Nosotros!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/plasma-nebulosas-gases-elementos-moleculas-2\/\" rel=\"prev\">El <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> en nuestro Universo<\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1006\/n49_chandra.jpg\" alt=\"\" width=\"453\" height=\"393\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Remanente de Supernova, donde los filamentos de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> son abundantes. El <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> es el estado m\u00e1s abundante de la materia en nuestro Universo, todas las estrellas est\u00e1n ese estado, tambi\u00e9n est\u00e1 presente en las Nebulosas, en los remanentes de supernovas, en el horizonte de sucesos de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>&#8230;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">As\u00ed, el Plasma, ese otro estado de la Materia (el cuarto dicen) que, seg\u00fan sabemos, resulta ser el m\u00e1s abundante del Universo. Todos desde peque\u00f1os aprendimos aquellos tres estados de la materia que cant\u00e1bamos en el patio del centro educativo durante el recreo, donde todos a una grit\u00e1bamos como papagayos: \u201cs\u00f3lido, l\u00edquido y gaseoso\u201d. Nada nos dec\u00edan del Plasma, ese estado que, en realidad, cubre el 99% del estado de la materia en nuestro Universo (bueno, hablamos de la materia conocida, esa que llamamos bari\u00f3nica y est\u00e1 formada por \u00e1tomos de Quarks y Leptones). Sospecho que hay otros estados de la materia que nos son desconocidos.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/cosas-del-universo-7\/\" rel=\"next\">Cosas del Universo<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Secretos del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Universo y las cosas que contiene : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Universo siempre est\u00e1 presente : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Conociendo el Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQsIx3lhimw1ata9TvjFkSh71b5IdY2T2QTBg&amp;usqp=CAU\" alt=\"El Universo misterioso : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Tenemos a nuestro alcance buenos libros escritos por\u00a0maestro indiscutibles de la literatura de divulgaci\u00f3n cient\u00edfica, nos cuentan la apasionante historia de c\u00f3mo el hombre ha ido descubriendo el escenario c\u00f3smico en el que habita, desde aquellos grandes pensadores cl\u00e1sicos hasta las m\u00e1s modernas visiones del origen y el fin del universo.<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El universo en nosotros | Producci\u00f3n art\u00edstica, Psychedelic art, Arte  inspirador\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBoiBMu3nJBr8lt3PI6c5SVQrLUcVl18nFUFUTa8t_Sd5j6Bdx6FCOYckNd_joLP6br68&amp;usqp=CAU\" alt=\"Universo | Arte de bailarina, Pintura de bailarina, Danza arte\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScrfxtiv6teAYXuWeS8eHeoMt6rq1fV-f0IoxDAmupXYqOLgvEhRgDXnoT52B7ySiiDHc&amp;usqp=CAU\" alt=\"Universe \u2014 Steemit\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSI6J6RYKPmtmi6eQDKC91jAuPfToUQ_xx5TFpPRLiZ1L9Kof6tAdGPKhnCgQtRThWxTGM&amp;usqp=CAU\" alt=\"La Presencia De DC Comics | \u2022C\u00f3mics\u2022 Amino\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><strong>Comencemos ahora, el trabajo de hoy titulado: \u00a1La F\u00edsica! \u00a1El Universo! \u00a1Nosotros!<\/strong><\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.anfrix.com\/wp-content\/gallery\/art\/1134-1.jpg\" alt=\"\" width=\"563\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.antecedentes.net\/images\/fisica.gif\" alt=\"\" width=\"382\" height=\"299\" \/><\/p>\n<p style=\"text-align: justify;\">El \u00e9xito alcanzado por la F\u00edsica desde finales del siglo XIX hasta esta primera d\u00e9cada del siglo XXI no s\u00f3lo ha transformado nuestra concepci\u00f3n del espacio-tiempo, sino que ha llegado a poner en nuestras mentes una nueva percepci\u00f3n de la Naturaleza: la vieja posici\u00f3n central que asign\u00e1bamos a la materia ha cedido su lugar a los principios de simetr\u00eda, algunos de ellos ocultos a la vista en el estado actual del Universo.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, los f\u00edsicos, cada d\u00eda m\u00e1s ambiciosos en su \u201cquerer saber\u201d y su \u201cquerer descubrir\u201d, buscan sin descanso nuevos caminos que les lleve a desvelar ocultas maravillas que tienen su h\u00e1bitat natural en lo m\u00e1s profundo de la Naturaleza misma de la que no sabemos, a\u00fan, entender todas sus voces.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Stephen Hawking y su teor\u00eda: No vivimos en un universo infinito\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0De momento, un sue\u00f1o inalcanzable<\/p>\n<p style=\"text-align: justify;\">Son muchos los obst\u00e1culos que se encuentran en ese camino que nos lleva inexorable hacia esa so\u00f1ada teor\u00eda final. Los cient\u00edficos discrepan de los fil\u00f3sofos que no siempre, est\u00e1n de acuerdo con el hecho de que se pueda llegar a esa teor\u00eda \u00faltima que lo pueda explicar todo, y, la firme creencia de que el Universo siempre tendr\u00e1 secretos para nosotros, es una constante de la filosof\u00eda que la Ciencia, no deja de combatir.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, debemos ser conscientes de nuestras limitaciones. Por ejemplo, la Teor\u00eda de cuerdas es inaccesible para nosotros, ya que, para llegar hasta las cuerdas vibrantes, tendr\u00edamos que disponer de la Energ\u00eda de Planck, es decir de 10<sup>19<\/sup>\u00a0GeV (giga-electr\u00f3n-voltios), capaz de profundizar en la materia lo suficiente como para &#8220;ver&#8221; las cuerdas. Ni con diez LHC unidos, podr\u00edamos reunir esa energ\u00eda que, est\u00e1 muy lejos de nuestra civilizaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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YwWbUm8yX+jrHmrA+MP2WSlKQRRWV7HvNPKNFt+CbkkhK2bVMkpSEbxF53LtUYtj+0aqCCkHEsD31gFpsySQVpBAwKg9dXMWCmMbkEI03YZS9MIqpLgOaYERUOSwiVg0zY4P317YRlaAqVvXSKEUzYjHLlnFB+GWJ46toRDCuqPlBFQMjzxOUAWhgH7Do8BYyjEomlDk59p58IaSsEOC7xlklNF++PKLpWpwR1fBhDqjJ2aN6GEWhVE4+dYRsk0TCzNnwpGpJCUOssSPM4RLU1VFUsvsMlYzd4HwjoS\/6gY6Ofdr9g0jxv8LMUshEtRqXIDDHBzD9mk9CoTJs9CFSzeCUb6mwIIAwOBBfExpWlKnVWhpCwsSTihODGmWsejvbicy0kmaO1ZkibK\/jZEtCjQLv3lKTdADlJ+YUBL9UoVg8eSt2050wG+ssaBKaJbg2IZu+PTWBfQBaZaBdUCChT3SWIvdxUCMGPAR5W2FCPw6btCC4r5jKsZNcGlFt0hGUlzXAVLRC1kl4LMlsGGJqRmNOevaICDGep1LQ9K3yaey0IVfmTepLAJahUTgl+yG022yTyUzECUQGC0qamWXgRGOhDylqJLBaQE5VzMLg8BBfqHFJJKvK5Fh6B6sm1JqnSp8DlusZllwQpBLJWMC33EPiVeNnISlAKS5RUuGIKg1K07TpAZdpSpDNwKAMaMC7444cIY2bs9d15alInJB3SBUKwHB6F4SLU5XHjmux350tNwnV1Sfe\/wDZFgCpi7Sqq\/w1iubqDcqDzjOTaFpdIJZY3hkoVDco9fZNimVLWEzCFrSApQahdz5mPN2iVLlruKIUoXUlKHuvSr41fKJ6zpJXmr+4PTa0FqTjHNOseyM5KSokJBOv+cB2wdFnCaqL0oxYVpiznHIdsHIWshIFzMJAcnHDTnFrNIJSVhSUVa+suqmkJCMpPCOjWmkvmdfmwIQ4qyU8d0H\/AOPWV2mCyVubstBXxIZI43RTLExE\/oE1Clzl5k7qePEwvOti1C7RKfpTQZd+AxjphCK\/E\/seVqyk8wVLu8fkelkLSQA6VrCR+Xs1NIMhb44x5eVMKAkg0HZgcn56RrydtSwN9LnX9oZvFJYOeNJ23nubcklmy8IghPzDuw7j9oylbfljOYeQA+8HRtBCxeSkvzHlEZQfJXeuhoplvQEHlp2xAwY98IotFQwz7Y0CpV0HEM6gRUQlNDKVgikkirjzPpBAeEU6a82QzzHflFFX6M6uI\/aBuSGCLs6VgjB4ojZSndwE88u2Col3BemKc6ftAZ04rat1OXD1ERc3J1H7gx1DTGQkpQwJxLiFZiGQ15yd4tFZaL0wghsX4Af4gKzeKiDU4coaMUpY9wb2Tvf3eMdAujOo7xHRXcDczQtM66FqCbxSCW1ao984V2RbulQosAoMGGhq9eTRozFkk5FyCPuIy9m2WTLUu4srWKEU3Qa0pXQngIKeEZ3Y3bbVLllBWpr2DVwxwywrxEeJ2pMUqbMUrEq7GwSRwYCPZ27ZsqYElfWJZBBZwAVKDZ\/vB7ZLSAEBIZsPDyi2ksOXbBKc2pKPf\/R4SWklN4k0avvsiSpJxcHX19RGraZBCiGflGb\/AApcjTSveRQdpic2md2hLbHPQNZ0\/hTU1wSoVDFiX+2phRIBYN3Rp7OlJSXUQyqNQgvTEsBzDxRU4gkS0hIBIvHzH7ROT+VfYtBb5\/LeKfZfUY2Vs3eCpoCUZXizngBUw9M2kWKJiQpSSClSSxLOBe1GB7I9X8GbR2dLlJUuZLRaAD0i5odV44XFEEBHLud4J8YfFNhXIXLFy0TFJupuJolTBlXyBdYglkuS8R09WenNtdceDa+i\/UPbqXV9Oh5OwbWXPV0aroISS+RqGYYXmOvpGZta1KEyZLAQAFu6BjQN75whYQFLCVEAEHHAq+UK4Q\/tWxpR0aks6hvXQyX+xxis\/UW1FrL6+OxyacNL0vqvh9GsYwn3sHYJE60z5clKmmLIQkuwAYnLheMavxb8JTbCmUpUxMxEwlLgEEKa8xBJy8ow7IpaJiFoUUTEqSUFOKSKA6RpfEfxJPtih0kwXEE9GAAkNg9MyM4eMW\/J2a2tGPFJexjXNTd96YxJLYDtNf2EDHOJBbCLxhR5utrueESolsav5xUGCABi4Y0P2+8NWTZkyYCoAJQMZiyyB258hWHTSOerEqdkalgsq0jpJhEuUfmX83BCRVXlHG1SpNJSelWP9yYN0cUI+6ozrTaVzFFa1FSjmT7YRuRlSPUS7SkN0Yp9Rx9ExMi0KSXBfV8487YLXcLGoMehs0sMFqLJy1MRm1HLKJ3waUuT0u8ig+YaesT0wl0l1VnCQtqgRcoBlrzhhN2aN1goVKdeIjncHPL47fuUUl0KqmuS9VePHgYqUAsQptAY5QYlLMcH+8VMvC9maa++cZpJYwYZUggHd65ZPAZ1GUJJSkEhq15D1hqdOLhKVMkAADlTPHOBXwVMpLZAj0hIJ1b6mdC14aj9MTBehRrHQ+AUW2lbhKSZjPVgHZzU45YGPPWfbCJZUtEp5q3FVOgAly1Hdxhwxyj0FtCFS5qVo3QCXqSGcuDkcMI8QR\/juinKVgm6Zu2P4hmgATEJLFwQGIBxYYZ68I1NrW9Qly50u4UZual6MwwYu8ed2XYDNUQ5SEipAerhgB390ak0Ik\/hqvrS28AAwSoufzF2h4XTSJTttSff9QonCbLCyli5DFyHGiQz9sKT7LMUATuJ1W2GoSKDufjD6bIlMwzJZKQU0DBg4x+7awhb1F6kurGuHD7wNr4OnTpO3kRWtAa6CpvnX5hMdaFlSgabwdg5bJuBg+ytkzbQSmWAbr3ipaUpTn1lEZVYVjfV8FWhIuhclSwRRPSEuolITfuXcQoDljCUuD04SaSfRfoeXUi9QV5ZnD9oXKC5F0vm+XN8I0KyVqSf5iCUl6XVJLHtBHhC1rnKWoqUpyS59ecGOnZGfq3G10\/MEAlPE8PWGLNa2SqWwKVUbQ68cfCFCIhRivwYtUzztbW+Jg0Jt9MwmYzhN7AAYMGbCrQjc0PrG5LQJsknFSAKmpIxr3eEY0izqmKCJaStRwAqef7w+mmoq1X6YOaEm1tfKwCMMWKwTJpaWkqbE4JTzUaCNI2KTJ\/1C+kmf00HD86\/sKwrbdpTJguBkShhLlhkdoxJ4mGu+B9tcjCRIkvhaJjYBxKS1ecw9whK2bQmTDvqdsAKJTwCRQCASyxHGnfSKCsagWEBpUY+8I5EkqLJD8R99IJJszi8o3U6+kWXbLouyhdGvzHtyhHJ3Uf4NXcKEpl6KX4D1gcvaCgpySoeEKlb49491jW+Hfh6ZbJikoUlKUAFa1OWBoN0VJPdTGJzlDSi56j45YyuTqIzKtAUHBhyx2day6KAfOaAduvCGLF8KmRMV\/ELBINEINFZgk41DFqYw3bbahCReZKcAB5AQIv4iUocPr3H4eeRkLlsyjVv5jeQygIsKkhUxChMTkU17xGJNtRXh1Xp+8GNpXLuhCik4luP7Qs4LjuPv7l5mT0MXU5NDp3cjEp2iiZSahj9aAPFJoexouuzXheQQsD6XcNqnrDuMZxMmnwRcToO6Ojv4hOp7lekdAyGjL2Ra1TryZpKwlIwo4USGOAGGMDmfDwbdmZ0BFORIME2Xs8yyVKIN4NR8M+1wI1JSmF05Uiih3FilWQOy7F0KSL14k1IDYDBu\/vgs6zJmHeS+Yxqzs7Ys+cXJeCJVqfXiIZUmaUbVIBOF3e7h70jItkqugNaxuTg\/Vwy1HpGRbUUN6M84CnSs09k\/F6JEqXJVZ73RKUUzEKCVKCi6kqoaKLA6gCK7Q+NFME2eSJLOAorUtaQSVUfdBBUWJBIyaPKzJgJAzGeX+f2hdSqxoaau3yGXq51tTaQaY181JfAnGueJq\/GF4OADeqxAJDvV8qQFYi9HKnfJwrHIQVEAAkmgADk8ABiY1LNsUhImT1iTKOF4OtX5UYnmYvM2wmWCiyo6MYGYpjMV24IHAeELfYbb3GNnWDoFAzpglqUGEoMZinwcYIHEwrtHaS0XpMpIlSxQhPWXxUvrKfSMtTkuTeOJJrXi\/3jQ2ql+jmV30h6ABwOB4+UU5jnoRb2zTXVV9jMEXSkscudHiUJJwHPOCpkKONAMz7xibeMlU6doJs+RLXdS5RMGZ6qyTQU6uQg1sshlF5gepugdU9sLKnpSGQK5qz5DSDyNqLRuqF9BFUqrQ1LaZwYpTVPHn9yepLU3blnx+wjNnlePYMhA41plglzd6QWOaFZcjnD2yfhtSmmTnlofD51ch8o4msFw2rwGE1PjnqnyY+z9nTJyrqEk6nIcSchz8Y9tsaypsbmWsqmKF1Sh1WcFmzqBjx1i99EtF2WBLlpc0z4k5niY8ztXbrvLldVmKw78W4YV5xOcFqKpK126FE9vBrba28ElTm\/No\/B9csMuUeStM1UxRWo3ifDQNpASXqS5iHgxiopKOEBuxzZ81QVjuip5CGv+ohaio0JhQLuy61Ky3Fhj4wsUPhXzgJW237Bto20zQdINKe8Lr3smx7Iw7JJWtV1GIDmrAAYkk0AEbEi1iXuIN4tvLFCeX0J8Tm0ZwDuXLNbpLT\/AFf\/ALE+sdGR\/HI\/pq\/WImBsZt6NKbPAqqgOg1LEU5vHJLEHSh5ZGIKSHGYqOz1EchCUpASGDMw0PoXg8lF8owosPffA70UlFwxxFPSCBOsKOctShvlQZ6cKCh7X7xGLtO2X1XQMO707Ibt9qCUlDkLUKYNTOseedq5nB4dRTyyDlXyosqX3itPuIoFvXPWH9mbOmzuol0j5yWSjmo+UMzTJkLSqWpNoWl3Vd\/DBZgBXe1rm1YWXyu0Lt6gLFsiZMHSEplSgzzJhZPYMVHgIYVtGTI\/0yL8zOdMFR+RGA5mELfb5k43pi7+mQTySKAdkKISCRVhnr+8Os8mtLgm0WhcxRWtRWo4lRc\/44QMGLLSxYYZZdsVMEBYK7I1Ay7OKDcX\/AGubz8Xz9tGWgPk\/bGtY1ASJt3Ip1IzwcVh4cteGS1eE+zQilIHWoNBice4QKYsmmAyAjuld3FTn7xioDViSXVlrKtDdi2fMmqCJabymr9IqaqOQjX2R8NLmATJrypWLHrrHAZA6nuzj0qFIlo6OUkIljIYniTiTGbsNVyJbO2PKs+8fxZozPUR+Ua8T4Qa17QQgPMUwy1ywGeMZ+09rplOkb0xqDIaPHlbRPXMVeWp1YOWy4CKRk48E5wjL+8Gzt3pVi+hV6SQGuf8A6GL+keehix2xctToU3DI8xGkEybQCzSpmj7qv3eHqMuMPsS3S0\/xZXf90Y3KJlyyogDEloPa7FMlHeBbI5HtjrMbqVL0F1PM+giWpcV5LQkpK08EWlYK2rdSyQ2LDFuMfTz8IbNmSwqWlQR0aF9L0q7ygXcpSQpKiGYhsSBSPm9lsQuiZNdKPlA60wjJOidVGg4mN7ZnxQuzulIC5Jb8E9VgQUkEbyVg1vO5Na0iUoScai+Bm6HPiH4XmyZZMkGZZ0ll0ImJUA7zBmwIqN0A4Zx5pAAo7lQdjlmMKZax9E2b8aWBZKlpmS3SykqvrIU5dSVpJKipwmrFkjKkfPNrzpap8xUoESyslCTkk4A1pyyDQNKUuGgO3yVucP8At\/aOgHTcvfZHRe2LR6yZvBxRQy1zBHHhCt6vA17+sOw1g60VI98DAzXgcfsqInWSu6kBQO84CvfjEWielCXphrEIdJ6t49UgB6YpI15xS1WVCUiZaVbrumXLYrL5KOCQ+nfFGlJWv75IqTg9r4fDZk2eVMnTBdlmYXwBLAcTkOcOzpNmkm9N\/Fm\/0kK3Ek1ZSxjyBhK3bcmKT0csCVK+hGf5lYkwgqYkpSAkBgxOuh7PWDloV0nfLHbbteZNABNyWkbstG6gaUGPbCBTTOvEescUFq8z5D7wMxqRm7JSgAs9feBflFiRnjyrAF6wVK3Af94WPNADIIAPzOKGu7XForMksbpNaYVFa4wMpaow1g0m1MGUApLuRqWYQyA7WUAVSmAjTs6btlmLPzKSgefrFUCQd4qmADFLA\/4fWNmybHNoCb\/4MhAok9dT1dsnD1PYC8Ui1FNtkpXNpJPm39DztgsMycu5LSVK8BxJyEey2bsaVZmUtps3H+xB4A4nifCHULRKR0clIloz+pXEnWM+02pMoFUxVCXSM+QHOJHRhcDs+cVbyjh3CPPbU21QplFtVVfs05xm2\/ay5mO6nJIJ8dYSSsF3xbHtEZilb3fqYqY4iIJgmIjhEgQxKQSpKUAqJoAA5JwYARjDtl2o4uTKigCmdgMiMx4xq2nZcuXdKkh+smWTuKNKqOLV6mJ1hSySUSVEuFzU1UTVEvNgcFzMnwHEwpJti3U7zAtTqTiS7ueBqYeOopvbLp1IT0nB7oc9gNtVMK3mPewyoBgA1ABoIEhPCnGNdQ3XSOkl\/QcUduLcu2FP4e9vSySR8hDKcGjatj2Q0of4mhq3+IUmU3Q\/HV\/TKKBI9nCLLQcx5xVDjMRNKitl76dT+mJiu7p4mOghPX2xBcHs9IhEtt9Ru1dvmw3qaQ3VSFgdZNUmMKdPYFROFe+OdZOtqi+0tp9GLsoXcnfeD4F4xJCgVATFkoL1cs+Na666wGbNvKKlF8m4ZRW8csDll\/mKw+U5tR7sFrVLAJKXuE7pPf75QIVoI07OelSJRVdSkPk+7XtZJV5UjNWm6ojQkA5FqONRFJLqicZPh8olan7KfZ\/tA3iUluXt45aWMTQ5BwiqUsGiY5oNK7MSlTQ1YbCucsIlJJVplzfIc409jfDS5oEyYeilfUesr8oPmfGPVSiiUjo5CLiMz8yuJOJgX2GruJbM2HKsxC5jTZowHyI\/8jxMOzJhUSo4ku8BmTUpBUssBmco83tPbaluiVRBpfzP\/iPGNSM2P7Q2mmWVpSb8wm9T5SAAArXDCPMWieZiipWJgaQx7D5RwU+PhGSoUrFkY9\/kY5SO2ORQiD0Mckx118O6OVDVhsJmOokIlo68w4J4DNStEiMYpZLKuYq6gOWck0CQMVKPypGsPGemUCiQpyQy5uBVqlA+VGFcVcBFLTbAR0UpJTL\/AO+YR8yyMeCRQcYXRK3gKEn2YHuG64GLgRLpS\/joAMgOcL9LpTlQ++yL2mc6jSgongBQcsIXStvdI0Fi2KxmVOUlV5Jqdc+\/KHJt2YHRurGKRnhUa8njOSQ2hPaOJ19mIKyhTV5jzB90ikZdHwJKF5XI2qef9xJUKALq47WbsMVVZSReRvDEtQjmIck7X\/DmomBxMAAADAFv5leScIXskhVFAXRdvOVhO64D1bWgzrjGc4t0\/wCR\/hUls5fK8ifQ\/m7h6xMarTPr\/wCHpHRqj3YPh63Y9NYJoNM2748dt1ZTMVLwCT3vUR6KyruqB0MZfxdZ2mImD5kseaf2Mc8OTs1PwnnSIuhYzwipQYqYqcpZamLjvjTQsT0sSEqQKD6iQ1O0JcdsZQORi0pwXBYguPsYaMq5FlHcscrgZtq5jIQtLXAwpi7EVzoB3QsKhsx5Q7adpKmIEtbBvmbTB\/ecPbG+G5k0iYs9FKxvnFX5RmOJpzgTUVwbTUqyjIsdkXNWES0FSjkPM6DiY9ls3YEqzsua02biEjqIPH6jz7o0ZQlyU9HISEpOKvmVzJrACczC8lMLgLPnqWXUX8hGdtDaUuUN4urJIx\/YcYzto7crcksT9eQ5PjzjBVheUbylHOvbBME2hb5k0us0+VIwHqeMLIVp74RKlEjhyioScoHQUKkPh1mNNaQFKa6QYIq4w5jMNhzgkpYDqIcMQ+YJGHKNF2hhZ\/CJJfnEKBxyjWk2NMpImT03lkOiTmQcFTDihOYTieAjMCQKzbPS3SzSUyid0DrzD9KActVYDnFLXa1TLoYS5af5aE9VOv5lHNR\/aItlqVNXfWq8pgAPlAGAAFABp5wuTWtYyQG+iLpPd5xezruhStd0duPhnAAqGbSoJAltVq6viffCBPogLuLs+Hv1iEaeMcAMjnjFyWxAc55EcYazAlHPBoas6xeSSkKAIJSWYgYhzg8AUkZ04RypjBgI1DJ07PQ2y2Itc2Ui5cLkXl9YVcBIFKZPi8aMzZUxSUo6OWhLKvrQ98gvS4sEJwBoSzUIjL+HNjqmkTJj9EMAfnIyGd3XXCPaT0ApuXQaAgGiQUkNhXLKNOnlq2Xc46juat3zdY9jw3\/TJOvif\/GOj2n8Qv8Aoy\/0I9I6OHfqf4FP+Pp9\/wC\/cxOjrTOK\/E8q9ICiKpIJ7aGLJU4BGdYbtMrpJK0tikgd1I6eHYiymj56VRV4sYh4qcxEHs1nXMUlEtJWo4ADLXgOJjU2L8OTJ++fw5X1HFX5Rnzwj19nTKkouSE3dVnrKyqTU+QygWMl3M3Znw5Lkb9o\/Em4hA6g4n6jzpSNOdalL6xpkNIAokmtYydqbaRL3UMtfOiefpGozZpWq0olJdZYZak6Aax5Hae11zd0bqPpzPM58sIUm2ta1FS1XidcOTZdkRMQCLycDiMwfSNwzFBTjFjMLP305wN4skUpUwRSxWcyw4cIoF1w74gGJSjPLzgJGJQKHsHvugklClEJCSsmgADk8mzglmsS5qrktLk14AAVKlGgArUw8u0okJKJCryzRc7AnEFEt+qn+7ExvYPuEShFkOKZlo7CiX9lzPBPEwhOvF1qJKlbxJLkuWdzrAQt6PXIwVcwAljTQ1o2GECVo12DWzlnH7RRZy74uUg4Gun7+sT0LNQn19IKxgUvYQHKiKJF5vLxgBmKJJNXNYbKGlgPVZvFyMBhzgF1IxL98COW2Yo0RfL\/AGja+HVyAtZmXaAXAvCpZRqGcBoW2iuUJqxLl30PQ3lNXIANQYY5RTbiyr0qgpWs9OpnA0+3pGz8P7FM9V5b9Ek11UfpH3PsW2Fs5c9b9GhEpJF43Xf+0FZNTrlHvEICUhKGSkUAFAB2Qtk6rkqiWEgJSGADADAAYCJXLCgx8+6J7YlAgvgHUuw+r33R0Zv8HN\/rn9AjolQ5kSer2n\/kY0bL1DER0B8F48nzqd11fmPmYqnHtjo6KnOfV7R\/JHZ5xlx0dCoaXIK0\/wAtf5T5R4BUdHQwhxhqz5c\/sqOjoDChWLysew+RiY6CBFUYHlEnq9v2iY6MY9Bsn\/RWv8iPMxgfL74x0dAiNLhFRlzglo6yucdHQzFC2fE8vumD2nBP5j5R0dCyMgVtxH5E+UWkx0dGhwY6ZlC1pxHKOjofoM+h7r4P\/wBKj8y\/+Rjd9ImOhegr5KGLyomOjPgyJjo6OgAP\/9k=\" alt=\"a) an ATLAS 3D event display made with Persint [13, 16]; b) an ATLAS 2D...  | Download Scientific Diagram\" \/><img decoding=\"async\" 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\" alt=\"Fermilab incrementa a 4.2 sigmas la desviaci\u00f3n en el momento\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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\" alt=\"VP1 - the ATLAS 3D event display\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><cite>Representaci\u00f3n en 3D\u00a0\u00a0<a title=\"ATLAS event displays\" href=\"http:\/\/atlas.web.cern.ch\/Atlas\/public\/EVTDISPLAY\/events.html\">ATLAS event displays<\/a>.<\/cite><\/p>\n<p style=\"text-align: justify;\">Estamos embarcados en una enorme aventura intelectual que eleva al ser humano a la categor\u00eda m\u00e1s alta que en el Universo pueda. La F\u00edsica de altas energ\u00edas nos llevan a conocer las entra\u00f1as de la materia y nos cuenta como se producen esas interacciones en el coraz\u00f3n de los \u00e1tomos y aunque no sabemos c\u00f3mo puedan ser las leyes finales ni cuanto ser\u00e1 el tiempo que tardaremos en encontrar las pistas que nos gu\u00eden por el camino correcto, lo cierto es que, el progreso contin\u00faa y cada vez se construyen aceleradores m\u00e1s potentes y sofisticados y telescopios m\u00e1s modernos y con mayor capacidad para transportarnos hacia regiones profundas del Universo en las que podemos contemplar galaxias situadas muy cerca de ese comienzo que llamamos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El sue\u00f1o de una teor\u00eda final: la b\u00fasquedas de las leyes fundamentales de la  naturaleza - -5% en libros | FNAC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSf0EHI-TT4Uht4IkoGsxqPpdDCOgjQ2fix4HkuY5jWFTQkUtuZd9vLg5DhCOPUsv4Dm_s&amp;usqp=CAU\" alt=\"\u25b7 La astronom\u00eda contra la religi\u00f3n \u2014 Astrobit\u00e1cora | Teor\u00eda de darwin,  Filosofia ilustracion, Ilustraci\u00f3n tumblr\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLz6syH3U8uHXuGQJuawhizCqE2famr20LRg&amp;usqp=CAU\" alt=\"Social: As\u00ed es la vida despu\u00e9s de la muerte, explicada por los cient\u00edficos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTD7W2J2TdrzOL40ABFjPRA3ro3DtpqtqeAcg&amp;usqp=CAU\" alt=\"El bos\u00f3n de Higgs y los sue\u00f1os de una Teor\u00eda Final \u2022 Asociaci\u00f3n Espa\u00f1ola de  Cient\u00edficos\" \/><\/p>\n<p style=\"text-align: justify;\">Siempre hemos querido ir m\u00e1s lejos de lo que en realidad pod\u00edamos. El Santo Grial de los f\u00edsicos es esa Teor\u00eda que lo explique todo, y, la \u00faltima muestra de ello es esa Teor\u00eda de Cuerdas que no podemos verificar, carecemos de la energ\u00eda necesaria para ello de 10<sup>19<\/sup>\u00a0GeV. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se pas\u00f3 los \u00faltimos 30 a\u00f1os de su vida busc\u00e1ndola. Sin embargo, la empresa le sobrepasaba.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYZGBgaHBweHRkaHCEcHx4eHBweHB8jHh8cIS4lHh4rIRwcJjgnKy8xNTU1GiQ7QDs0Py40NTEBDAwMBgYGEAYGEDEdFh0xMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAEBQIDAAEGB\/\/EADoQAAIBAwIEAwYFBAEDBQAAAAECEQADIQQxBRJBUSJhcROBkaHB8AYysdHhFEJS8WIHI3IVM4Ky0v\/EABQBAQAAAAAAAAAAAAAAAAAAAAD\/xAAUEQEAAAAAAAAAAAAAAAAAAAAA\/9oADAMBAAIRAxEAPwDz62DPaKZaHRG6xkwqiXc9FH1oGyJPauj0F6x7Ao7lGLy8LJZQMAEdZoN8U1AOlREUIjPKL1KpjmY9SSflXN80GnWt4hZuMJRwFHKiqwACj3b0FduWBn2TsezPH\/1FAy1+ntrp7LW1lnku85nbljpRH4b1Nu2r87lCWXMEkjt5ZpXodbZmDp4H\/G431mp6vU6YmfZXc7jnH\/5oGf4h076nUP7Pl9naTBkRygTM9yTXMtFPtBxiyiOi2G5Lg5WBfODIyF3pLrXQsSiFF\/xJ5j8aCpBzUwtXcAGlagjNEKxiIoDyxI7j1rSnHnVNsmJifKpqYGVoMuhYkCMVXbO2QKsQSTW2QDO3yoK9Tqgu\/TzoTVcR5gCp8hET8aF4i8n6UvKGMHHUUBBYkcxnNX6MTcCgEjGNqESzJEnH6Vdp0IdTmJ3oO64eVTwraRnG4MnfpzCPs08fhTcyMo9keqg8w92Kp4PovaKhVyGxIgd67OxpZYAmf\/L6UAemt8ieI57nc0l1l8TB7\/Wuq4joAEaObAmF\/mvPL18TtGfrQF3AGwMmdxRGmaMNvQemMETE0VfuSBESaA5XMYEmh3vnmq\/SahgoIjzkA599EajXugQSAxBY+Ff2oBWaBmtagMVlVLA9gTV93iHMj8\/KzGAuADnc4E1YOLOESLiBAIZG5gwj\/EjegU2bTDLI6joWUgE++irTGYpbe4jcdsu7KDhWYn9aL\/qeu3WPnvQbvc3NETUL9z4UUF5mUTk\/Ct67hzJBJXxT16d6AJWPpVbqS2YoO0WDFJxO52rdq74ypPU5Hl2++lATdeBQ+p\/KDjOfv76VZe0jlGcIeURJjf070OLsoJ+\/5oN6fp+\/3ir3dZ3GMUt090K2TicH7+8VbcvZ\/ig5O2SOtTe5QXOYojTW2fm5RPKOZvIDrQbkA+tbKT61S\/Q1a104O1BKyINaZRzVfw+29y4qIssxx9Z7CruIaVrblHHiB6GR7qCnlwMVW6+6pFwRHaoECgrJippcqu4MVSrUDO1egxUb+pzAFDKa1QGWL2QImhdbqyTEQO9GcJdPapz\/AJJ8UjHvjpNAcV8RYgQJMAZAzQA3GG4NQtEEGBnv0qp36HAqNqSYGfKgLshpwpMdxNdBwvRNcKtAIUgkt+VRnLQaRab2iAc3NH+JwY8vKuq\/C1kur3HDJbWAQu7E7AxQegfhjTW3QtakQYLR+YjqAThab65ihBHx6zXMfhW7de54vCi4CKIAiuo4k8iN\/pQHaHU843z2\/c1xfGuDs19zbClZnLKMn1PenB5TbKGZbopgxXPre9nbBtAqed1PtBzEQcjxdaCjTaVp5BBbtIM9oMxUtfpLlsBnSATjIOfdNWWwWBdj4j5RNUaoAjG9Ay4WOfkAxJE\/fpQ\/FNQDcJERsPQbVHhOqCB8HmYBQYws7n1o+xw62GL8pSDyp7RgVdiMRiRn3UCq5dmDQmoeJ3+\/sUTctcshhBBIIP39xTLgjAOWYryYHIQCWPTB29aBIdE6FSYyJA6wdpFEOnP+Xc4gb0VxLXG65PIoIJHMuDA2BzHwqXB0COSWC+FonYMRg0A\/OyOqkFWkYODtTHWXGdcnmicnJzUNfbR\/ZEc3Ko\/MBuSetWNql5hIMYmgUf0TlHdiV5RvG5PT30Hp9M7EOykQBJjEHA+NPeK8U51VATAbIOSRsCelB8U1oKKqEqLbDwzlh1J9DQV6\/jDLbS2juhUmQJz76V3dRKyxk\/X96H4n+YN8f0oK+55Ymg3c1K5+lD\/1zfc1Xbsk9\/WpeyjH3+lApW2T0NMuGXkFq6jMUZ+WCBzSBkr5Ziivw3YcvzjwqisWcjC+EjPf0oC7bQOQhLL0JG\/uoKDEVN8pV9vTjlYseWB4QRhs5ANT4baR3AdwqAiR1Odh2oGX4Lj2rpMFkMP0UAgtnpiar\/EN0NddlIYf8cwNhmjPxD7PTM1qxg3CC5BmFjCg+e5q7gdhDZdi6J4odnOyR\/aDuSaDlrJmfOtMtO+N6VOdV0yhkRObnWCWG5Zo2iYpPpr6q4Z0Dr1QkifeM0FV0EEg7jvU9Bw25en2ac0bmQo+JIEntTj8Q661df8A7dpFEL4xzScDBk9PpVHCuJJaChlZir8wAjlPmZ6jMCgW3tMyMUcFWGCDgirdBpDdf2amHIPKO5HTy60+bSW9Tcv3RcIQMGJYQeU7+8HHnVf4eVLT+2IJl+S0DvLGCx9FPzoF3G7CJd5E\/tVVczu0eI\/GgNQB7Jjz5BAC5kgjedsUWGCXmLKHCuZU\/wB3i6xV34x1K3GV0ChSijlUcvLHQjqaDltLb5jESTijbWnafASO5MDbf3VPRuUKsp5eUg8wWcjpG0etHvr1dpNm2rucuJUycTyzymgf8M4AnIr3HLsE5o\/5Z+NZpuPjTW2tIJLcxMjqeo7d6Y6a4lp0tNMKu+4PN022pPxjhIOo9uOZ7DEBmQHwCIyaB1wX8VPAVbQAGCebPwjNdRoNWLhM9a5fg\/DkS5+YFYkHGR510XsgGlPhQXcV4NdceBymcsu8dQD0ptc\/D6GyLQw35laZ8UZn1rXD9WTCET9KI4hq1Di2bqWyF5iWjI99Bxz6ZklGEMu4+96FuDGBnsMz\/NPeMcW097Ft0e4mGZchh6jBpIx6+vnQat2ydhPp6eVV3kdmAh3gYAkxmcdBUrGoZT4SR6GD7qrv666Gg3Hz\/wAj+9Aws6C60yjnbeenmTtVdzhd0ZACkbEuqkZ65qjT3CxyScdSaFvqBOJoCdbqH5od1cx\/aQd\/\/HE1lh8fSgraR784o20hGOlBZnpt26VJm8QrZ38oqfKBHrFAu1AhpGd\/fQt0iD5\/eaZ6pNz57Uq1SEAn9P5oKbiKy5M1QdKOmTU1ZQsjruPf\/qrbbCMD30AF22VYDoKIOnBzU9VakTn3etatlooIa657OwyRy84ConUKMlmjqfOueURBrObmGSSfjW4A3oGnEeLC9aRCnIUnlCgcsGN+s4+dKHX41fbtFhtioMYMMCKCiMjNM0eUg\/cUC6gHG1FWmlaCWl1ns1uLE+0TlJGCuZ94xQapKzO1SuHyqcQse7egpUVspmpqKkq5oJM5gqDAMSBgHrmuk0fDm5dPe5SbdtGckCQXk+H1kCufS3jNNeG8YSwnK2n5zJ8QuOnyUxQKgjs7HkaSST4T1z2ofi1x1t8joy8zSGYRgCMSJ+ddlb\/GiAY02f8AldY\/rS78RcRGpSPYqhXIgkn50HG6PXOi8seE\/EeholbgkOAQAQckGTW7PD5yV6bd6FZArdh3oOg0\/G\/aJy3PziQrrAYqejHyrrfw\/wDiG0iey1HKjFY54wynGY6+teeaW3yw+SCcNEqT696YW3TZh0\/Wg6nhd1QeZDzBZE9CNuvQ10ekuSJ3EV58uvFoAKZEb0w0fH+RZMfHHag77R6kSGETXH\/jHiun1LsLif8AtyouBys9x2ORS5eLO7lbYkkEgDpI+\/hW+Ffh0Wn5tQnOrocGD4ycb9aBrwDS20tgooCsAZHX30fctiBHQ\/eK1b5QAq+Ef29P0qIeTQQa3Bnr50DrLZMZ2FHXHGc\/c0LcckZHrQZZcgDGfv61JyD7\/wB6y9sI+FWvwxhbFwn\/AOB3CnZvQ0GragCYmPTNXoxgYAx3pdprsSpz9KK5TAigK9oJqAfxDGKhphMA1p0gmBsf9UBepAI91JNapggCe1H3r0EfH30v1uQcwYoEocwe+dvhVmjfOegOKHVGDQdu9HX9I1q7yMVwBtkZE9fWgNA79hvSvU3gGIpiyyBvS7Ub0HPrc7Ux02hARXusUVjCwJY9znpQ3DNOXY8xhF8THyFXa7UPdcMdsBQNgNgAKCbk23dGkwYBBj0PvFSXQtCXH8KOxAc9xvtV3FLXNqWRTnwrEdQoFO\/xXZ9nb09hYPs1lh5sdzQczqUAJhgw7jaoWVjfrVr2ZIz9M1Idj5ZoBLgzVyLjesu24OfjUeaM0ExZJqSpB+dZavkCMe+sDif586DYaetU3XorT6N3EohI2nAHxO5qm7pirFWBUjcEQR8qDVlDHyolkIkTn761GyuOuNv3pro9Hz5Ix3oAbZePEhYHqOnrFUnhXtCSgLeXUetdlptIEgrnHzq3WcNV\/EpKXBtcTB9GGzCg4tNLf0hDlA9tsPbbKsP+Q6Hs3Sml3gFvVW\/baF4j81hz4lbeFbt2nB70wbVOvgvhR05x+Rt4Df4k\/Cl17Tvp39tp\/C0eJP7XHag5LVKysVcFWG6nEVQ1yRE11HGeI29QnO6eLtsw9+9LtFwFDm\/eNsdlTmMdMlhFBRwji5sPzxOIrvdPx0am0AEIgjJ+nSlmh4fw9FDA37h78qD9cCm6vYVeZLNwBp5Wd+voKAU3CPd6VeriQ0YNatCe\/wB\/fyqzkiV+GKCtnEsP9VNNKzyFAwJJJgR5k0KwIffP38KcaLUJyQ7AQ0ssZfqBgQB3oF7q6EErkQcj37Vu1xhwWZlRy0gysmD\/AG46eVFcdZjcZyIUwFnYwMcvcUmD9Pd7qDdpcyB9\/c0bYU5+9qzQKOR2Kc0MsZjJ6YznNN+IrYHLbJNlwoJEc6+LME70C7RQJJ6YqxFljnFD2Dg7EZyJA9QKvVsTNALrVAbG37UI2mZ4VBLE4H++lG6lVO2\/nVmjtkloIXAliYhesdzHagS8Q4VctlSwjPzGahrna6\/O2GMSB5AD5gU94yTcRGVgEQERIn4emaTqjTheY7x3ig1aIjPag7pE\/wCq6HhXDrb23uuxXlJEEeHOxxnBNAXOENOHtkd1cR880HL2xy2GAiXYDfPKM\/qR8KM\/D2gLXV5h4Ul2MgjlXP7UoQ9TXScA05Nm6Uku5W2sdJy3uigs4Lpue62oaDzPyp5szZI9BQf4lvs2rfsp5R6DFMF1SJqdPaWfZ2mCz0Ln8zH30p43ZCXrg5s8zdcjc7UFaHuJNU3AVyKjauFVzOdjV15ydqCbcPf2QuyOU7CfFHeO04oYWy+FluwAn5V0HFk9miqettFUeviY\/OKRaK8bTq4LCD\/aYb3HoaCv+kdVJZHEdSpH0pp+HODrednuYt2xzMe8dKL1HGLThlOp1Y5hHK3K6nyORNRt632ekKKM3GYFttiMH3UCrXahrrk\/lQYVBsANhV2pUutt2aTBUk9Qpxn0qGi0r3HCovMxwP39POjeJBUItqZFvBPduvzNAIiZ367070lwAYz50mX3xRVjUQYFB0Wlujt1+VMLbg\/cVy1nUZzPr6UxtcTGAP8AXxoGuq06upDKDIIMifjXP5ssqPlGMIxM8p\/xPl2Puppb4kIIPQxUdT7O6hVgYzM9\/wBqDm+PcLDiQDzDMjE+R\/egX4n7djzLyMoVSufFyiObI3xTjVi5aHiJu2sBmMc6diSPzrt50n4ppijhxtI5vTuJoHF3hvs7fP7QFCFKNgFidxE4IzNN340SltQVKheUo682R\/cGOc42pXrOJo9nkKAJClIOUI6z1nrQatAEHtQdFpnny7Cr7iwJB8j6Uq0l2SMdc01uXPDtvQB3NP4ge9WXLGB5b0Q4BAM5APlQzO3u86DHQkZJMYEmY\/jyqm6oJOfSpm8SI\/jpVTW8gA+vQigZABLKKp8RPOYMx0FD67UF4LBSwxzRk4jJrSqB1+5q32awDM+6g3Yt+Ef7q1FP6dKxj9O9StuMmgo1J\/WqGtzGKIurW7pgQOn1oB72nEfrVmltBQzz4gpjvJx+lSExG9VFIE0FWn1JQPbfmKMOm4zMj1NJ7gM704uqd48j0pDrXYOQGx6UHOiIEGjtBxi7ZDLbaA2+AcxEidjFKw2JrfMKAprh\/wAj76tv69rkc7czYHPA5uwkjel4itlYoHPGWK3ghEBFUDzwP13q7hWh52BcwnMB5seyjvSa7qHfl5mLcoAEmYA2FGcI1xs3EuRzchmD8Pv0oO\/4xcS06u6p7PliWhmaBHIo2EdTXA6hgzEjAMmOwo9OMEh1up7RHbnC8xUqx6qRt6UMpE9h23xQDrbAIIz3pto7qG2bTnkBbmV4LcpiCCBmCKXuBVirgUD4cRtWLZTTEu7CHvERjsgOwpD7T3+f71pxA+VDI+aAg3MgdPXtVqNEwfWh1noN6j4j4V95oDreoMwokzTG3ZkEE5iRnagbShBvJIOf3oV7yDJbPYb0DDVm4BKeI0LpeNOpgkqeoIn9aDt8YdTC+Iee9MNPqrV4BWADRH1oGVrVBwUMEEHzBUiIFCW0ybL5weRj\/cvYk9R\/NAPz2Gz+XcfWD76dK4dQ4z16Y8xQKLVjlDW5wCCs5x2921Wu7QuPuaY3EBBxn7+VDlR1O23399KCehuZyaaX327Rn1FJkA\/tMfc0wtMw\/N8aAm05IgeWavRfASe+30ofSSZx0+96tuuQIwf0oIXQIkYP80Lbvgk5ztU7ymZYwPT31mntiZCk+ZH8etBOzzE4z6+dFpJAk9arABzI7YrZYYG8UBaZJIrbIAIP7dOtQW6IAidq3dvAQCPv7\/SgHunET7\/nVdx9qldeZ7ZoYvA8xQGFpXHlVTsfl61vT3JwM+VRu3IOcDtQaJJG3WuW4re\/7hx8q6Jr\/c\/flXK8VI9of3oEyA1aFqKNUmJ3mgg29TBmo8k1tRmgkm1TX0rSVMDM0FrNtVqNkzUWyJrTdP0oCSZovTJI9B9\/Oltp6ZaR8GfUYH0oKOI3JAHbNLrbZonXvn9ffQLuACaAqxcDMYO1Qv8AEijhEiZ3NBaS5COeooXS\/mLnp+tA01vFGnl7HpQ1m07nyovQabTOfHdIY9x1pxb4Md7NxXBGwImgF02lRR4iKLNu088pQHEHah301zCsI33FV2ktyFeIOJHfptQX37T8hQ+JD135T0M9qr4JrohG22+v71F9K1vNpyV3gnp2pVcYo5xmZoO1uoOUEGcYHce+qntqyKynfrHnsR0NLNNxFnQIT79+2KxNc1pudgWtOfHGeUn+70MZoDDaVP7sxt+\/n+9FWLxnv7\/f9KC19xVlg0LEiM8w8qN4SgYBm6xgxj1oHGmugjJIJGRGIiiWsA7RNCgjYYEdPSqDqwvXI7bfCguu6Of391atWDMdPv5Vba1kjafPp8KqbXDMgjby+9qC\/wBiNh8\/fVN636DasPEQMVS+sBOSOnun9aC\/TWzIO+Mn61DUXPTeKkmrUbbHaKre+rTMAjofvFANeuTuaqb5TUnyQdt\/jVTICfSglpmKtIxH39+tHf1av+ZTO3MI9NqGs2gFJzNCohWc7\/GgJ1WgJXnTxCdjv1rl9Zb8RxT9NaymRMjr5UPc1MmYoOORTnFXKk1WDUw+KDa1jVFDWy8\/zQSDVJDVRFTtmgMRTyxVTGN9q2jQIrT7b0G7b52oq25B3oFB2NEl+b77UFWvbI9KFJlT3orXNgUCzEbfCgGe0QJG05qa2iQEHXJrfOw2BINObNgDPl1oFx4Yo6nYVfY0RVpRjMTg1ZdfNat3mJwKB3o+K3kHjIdT0YTVdziOjuTzo1tz\/chxPpQ6o91QqnxDdSaWanhjqYYQaBx7FSPBdVwMicHP1pLxFCHjyFD2gyOJxReuElT3FBHSPFPdLdxPp6fpSO39aOssYjvQX61lQ8oHh\/Oo6CPzqPKMimen1oCAgDlwfLP0pbqbZdIxzKZXzjp7xihNDqybPId0aPONxQPjxQzA7TgUOmrLHypVamd6LRuUUHQ6HVgArAEDoKC12pknp\/ugtJqTv3qOovSTQVXdR51Q9+NiahcuDOPlVKgTQM7WrYkT8f0ozTXRzEyD\/NJ7d4DEVel3xRAig6C1qkAHMs\/p9\/vVuovK3KoAWZpGEJBbMd\/v3VUNV4hJ8sUHR6q9yrHQbUv\/AKlVFU3tUSoJI+\/5pc1+SR95P80B19gcgH3ZoU66McvzqGnudGMdvOqbtmTM0CNfKpE4oZLuaIYTQSQVJTmq1SDmrZoMIq60BVMViuAaApVrGSrEJrC0Ggr5TUrAnHpUbx5pg4qemuQehigjrAIpe5plrHwds9qBuofzfOgHYwcTTLRXuZI7f6pazdKu0DQSKBwAkQ3Q1LU6tLakASTsaGSwWMnb7NVqbTvDmIoAf\/VHD86+Ez0p\/Y\/Edq6OW+pDdHX6jrVf9NpwAeWZxms034fS94lBUdxkUFXGOGnlF224dNyV6eo6UuuPzKp6xTXXL\/RAqj8zsCCNwB5ikZugnHr6E70F6NRVh\/Wg1+lWW3JwBJOIGTQN9LcH1FD6TSO2pKIjP7QYCiYI6+Qnv3ozhXCbruoZSi\/5t0HpuTXsf4c4dZtWh7Ihu79Ses\/tQcJpP+nmoYBne2h\/xy3xjFWan\/p7qQPBctuex5l+hr0i7fAoO7xJR15T5UHB2\/8Ap3fVTN62D0EMfnXGcTtvadrbjxIYPXzx5da9f4gly8oFq6iNP5mkiPQda8u\/GHCL1i7Nx1ue0yHTG3dTtQIbtwkdI8qxTUanbTyoMFype2Mg9qhGaqZqBjqOIOw3gdhQ6XZz1qh286qtk94oGD6qV+VVWXz5jvQzGBUFP33oHLsCNsj3UMLx7n4VBHx9KjJoESmjbLd63WUEXapq8VlZQV3L3aqCxrKygYabUYxvU3Y1lZQQRjUy0VlZQRZ5xNStGRyn3fxWVlAHfslTBB8q1pn5XWRjasrKB6UZ\/CjKvTxGPhNTXgAH5ryAjpM1lZQH6fg9pFLvdDKPEIwMUNrOOFuZLJFtSIkjLekbVqsoOfv6C4fEDz5z3n371Utgoy86sikjxR9zWVlB2Oo4Pp1toykvzCefI28tvdTLhqWUUG2i5\/uAE\/Hp6VusoLtVxOMds4q78PfiEpeCc0I+D69D9KysoOk1\/EQqsxYCPOuF4l+IwW3JA6TvHpWVlBdoOJ6rUoVtPaQA4DNBA8jGa5\/jly4X5blwXCuAVMjz9aysoFrGpc2KysoNZO3rU1T\/AHWVlBS9uMVL2P6b1lZQSNuRVy6WBWVlBjKDWSO1ZWUH\/9k=\" alt=\"Lo que las matem\u00e1ticas hicieron por Einstein y lo que Einstein hizo por las  matem\u00e1ticas - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Como no pod\u00eda ser de otra manera dado nuestro car\u00e1cter siempre dispuesto a la controversia y nuestras mentes de pensamientos diversos, la propia idea de una teor\u00eda final nos ha llevado a la m\u00e1s profunda discrepancia entre unos y otros. Por una parte, est\u00e1n los partidarios de esa teor\u00eda que nos podr\u00e1 hablar de un Universo de m\u00e1s altas dimensiones, donde la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0y la mec\u00e1nica cu\u00e1ntica de Planck, conviven en la so\u00f1ada concordia que muchos f\u00edsicos han so\u00f1ado y, por la otra, est\u00e1n aquellos que discrepando de los primeros se agarran al pensamiento de la imposibilidad de conseguir una teor\u00eda de esas caracter\u00edsticas y, ellos hablan de f\u00edsica-ficci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, a pesar de lo que digan los detractores de estas ideas avanzadas (no pocas veces por envidia y por el simple hecho de que ellos no tienen la capacidad de entender los nuevos conceptos y sus complejas matem\u00e1ticas), la F\u00edsica prosigue su camino y en no pocos campos, la lista de los Grupos Especializados que existen en la RSEF es un ejemplo del lugar que la F\u00edsica ocupa en el \u00e1mbito de la Ciencia y en la Sociedad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Real Sociedad Espa\u00f1ola de F\u00edsica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-pv0MdKP7NpkOLUcFhhynvXwlr2v_sGdlU_NldFlKKD-5ujqktahlpBzYiSRGIs4M5og&amp;usqp=CAU\" alt=\"Vol 29, No 2 (2015)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQRgGextJmDWB5wfqQcgJaJdAY6_OssmsiuZdxzFyZmQjOm_89EmDltl110i4ecDHC6dgo&amp;usqp=CAU\" alt=\"Archivos\" \/><\/p>\n<p style=\"text-align: justify;\">Real Sociedad Espa\u00f1ola de F\u00edsica y sus Grupos Especializados:<\/p>\n<p style=\"text-align: justify;\">De Adsorci\u00f3n, de Astrof\u00edsica, de Calorimetr\u00eda y An\u00e1lisis T\u00e9rmico, de Coloides e interfases, de Cristalograf\u00eda y crecimiento cristalino, de Did\u00e1ctica e Historia de la F\u00edsica y la Qu\u00edmica, de la F\u00edsica At\u00f3mica y Molecular, de la F\u00edsica del Estado S\u00f3lido, de la F\u00edsica en las Ciencias de la Vida, de F\u00edsica Estad\u00edstica y No Lineal, de F\u00edsica de Altas Energ\u00edas, de F\u00edsica de la Atm\u00f3sfera y del Oc\u00e9ano, de F\u00edsica de Pol\u00edmeros, de F\u00edsica M\u00e9dica, de F\u00edsica Nuclear, de F\u00edsica Te\u00f3rica, de Informaci\u00f3n Cu\u00e1ntica, de Materiales Moleculares, de Reolog\u00eda, de Termodin\u00e1mica, etc.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-9E39GcZl14Y\/Tuaa7Ir1ARI\/AAAAAAAAEns\/LNOfpV8mVDQ\/s1600\/fisica+cuantica.jpg\" alt=\"\" width=\"440\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\">Todo esto demuestra el enorme inter\u00e9s que la F\u00edsica tiene en todos y cada uno de los apartados que la puedan afectar y, lo mismo trata de conseguir un l\u00edquido de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\">quarks<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>\u00a0que, a temperatura ambiente se convierta en el mejor superconductor, que encontrar el Bos\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0para completar y mejorar el Modelo Est\u00e1ndar, investigar en los campos del electromagnetismo y de la radiaci\u00f3n con la mirada puesta en la salud con fines m\u00e9dicos que haga mejor nuestras vidas (tomograf\u00eda por emisi\u00f3n de positrones computerizada: un buen uso, no un abuso, de la radiaci\u00f3n ionizante, neuroimagen por resonancia magn\u00e9tica, estudio de fisiolog\u00eda card\u00edaca mediante Ecocardiograf\u00eda Doppler, Radioterapia con radiaci\u00f3n sincrotr\u00f3n, radioterapia del melanoma ocular, una perspectiva de la biolog\u00eda y la medicina desde la teor\u00eda del caos y la geometr\u00eda fractal, etc. etc.), innumerables y sustanciosas colaboraciones con la Astronom\u00eda (Astrof\u00edsica), con las ciencias de la vida (Biof\u00edsica) y, ser\u00eda interminable la lista de aquellos apartados del saber de la Humanidad en los que la F\u00edsica est\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/blog.hostalia.com\/wp-content\/themes\/hostalia\/images\/ordenador-cuantivo-blog-hostalia-hosting.jpg\" alt=\"\" width=\"565\" height=\"354\" \/><\/p>\n<p style=\"text-align: justify;\">Independientemente de los muchos proyectos en marcha (ordenadores cu\u00e1nticos, energ\u00eda de vac\u00edo, semiconductores magn\u00e9ticos diluidos (materiales para la <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a>-tr\u00f3nica), nanotecnolog\u00eda y nano-ciencia, modelos de las din\u00e1micas de las ondulaciones en la nano-arena, materia extra\u00f1a, tecnolog\u00edas de la telecomunicaci\u00f3n y de la informaci\u00f3n, capacidad de almacenar informaci\u00f3n, f\u00edsica de fluidos, estudios del efecto de la irradiaci\u00f3n sobre el metano, la f\u00edsica de materiales, tele-transportaci\u00f3n cu\u00e1ntica, estudio del cristal aperi\u00f3dico de la vida, interacciones fundamentales, sensores de radiaci\u00f3n y detecci\u00f3n de alimentos irradiados, simetr\u00edas ex\u00f3ticas, fibras \u00f3pticas, nanotubos\u2026 y seguir enumerando lo que la F\u00edsica es y la infinidad de campos en los que interviene requerir\u00eda muchas horas y muchas p\u00e1ginas de las que no disponemos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_dISkoprgqWc\/RouZG5cUYKI\/AAAAAAAAAFY\/QdF3FivXKP4\/s400\/galatomo.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Hemos llegado a saber desde lo muy grande hasta lo muy peque\u00f1o que, estando en este mundo nuestro, parece que est\u00e1n en diferentes mundos, toda vez que, lo uno se sit\u00faa en el macro mundo, mientras que lo otro est\u00e1 situado en ese otro \u201cuniverso\u201d infinitesimal de la cu\u00e1ntica. Sin embargo, ambos \u201cmundos\u201d no han dejado nunca de estar conectados y todo lo grande est\u00e1 hecho de cosas peque\u00f1as. La t\u00e9cnica avanza y los conocimientos nuevos nos posibilitan hacia un futuro que ni podemos imaginar.<\/p>\n<p style=\"text-align: justify;\">A todo esto, nos damos de bruce con problemas tan complejos que la idea que podemos tener hoy de la realidad que sea compatible con los m\u00e1s recientes resultados te\u00f3ricos y experimentales de la mec\u00e1nica cu\u00e1ntica. Yo tengo amigos banqueros, Ingenieros, oficinistas, constructores, camareros, mec\u00e1nicos o marineros que, cuando se les habla de estos temas, miran para otro lado y silban. Poca gente se interesa por estos asuntos que, de su enorme importancia, no s\u00f3lo depende nuestro bienestar, sino que, en esos conocimientos reside el futuro de la Humanidad.<\/p>\n<p style=\"text-align: justify;\">Si profundizamos, por curiosidad, en los conocimientos que actualmente tenemos de la Astronom\u00eda y de la F\u00edsica o la Qu\u00edmica (siempre acompa\u00f1adas de los n\u00fameros), veremos con admiraci\u00f3n que las semillas se pusieron hace ya m\u00e1s de 2.500 a\u00f1os, cuando Tales, Anaximandro o\u00a0Anax\u00edmenes sintieron la curiosidad de conocer y miraron el mundo desde la l\u00f3gica\u00a0y, dentro de sus posibilidades trataron de desvelar los secretos de la Naturaleza. All\u00ed, en ese momento, naci\u00f3 la Ciencia, o, incluso puede que antes en aquellos pensadores de Oriente que ya hablaron de vac\u00edo y de \u00e1tomos y tambi\u00e9n, de sustancia c\u00f3smica.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"The void: el parque tem\u00e1tico donde la realidad virtual toma el mando - Fans  - tixaliaWorld\" \/><img decoding=\"async\" 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\" alt=\"Estudios sugieren que la vida podr\u00eda ser un fen\u00f3meno cu\u00e1ntico antes que  biol\u00f3gico | Sophimania\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/41\/44\/18\/4144181ca70198cf46e46ebc329ff8ae.gif\" alt=\"photo.jpg (500\u00d7500) | Optical illusions art, Art optical, Fractal art\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Por mucho que podamos imaginar&#8230; \u00a1La realidad ser\u00e1 siempre mucho m\u00e1s!<\/p>\n<p style=\"text-align: justify;\">A medida que el tiempo avanz\u00f3, nos dimos cuenta de que, nuestras experiencias cotidianas se alejaban del mundo real y, nuestro sentido com\u00fan, no siempre nos guiaba en la correcta direcci\u00f3n para poder comprender el mundo. Con frecuencia nos preguntamos: \u00bfQu\u00e9 es lo real? \u00bfSi dentro de nuestras mentes conformamos un \u201cuniverso\u201d a la medida de nuestras limitaciones \u2013por falta de los datos que nos impide ver la realidad-, c\u00f3mo podremos llegar a saber la clase de Universo que nos acoge? Aqu\u00ed nos topamos con el determinismo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/fc03.deviantart.net\/fs71\/i\/2011\/095\/3\/9\/creation_waits_by_hellsescapeartist-d3d9erw.jpg\" alt=\"\" width=\"696\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Por lo que se refiere al Universo, caben dos posibilidades: o existe desde siempre o ha tenido un comienzo. \u00bfTendr\u00eda sentido pensar que existi\u00f3 desde siempre? Y, si no ha existido desde siempre, quiere decir que ha tenido un comienzo. \u00bfQu\u00e9 hab\u00eda antes? Tal vez nada. Sin embargo, la F\u00edsica nos dice que la \u201cNADA\u201d no existe y, en ese caso, lo \u00fanico que podemos hacer es preguntarnos, \u00bfDe d\u00f3nde sali\u00f3? Y si hab\u00eda algo que lo form\u00f3, \u00bfC\u00f3mo podemos hablar de un comienzo?, \u00bfNo habr\u00eda que tratar de ir hacia atr\u00e1s y, buscar el verdadero origen que lo form\u00f3? Ante todo esto volvemos al hecho de que el determinismo se refiere a dos cosas a la vez:<\/p>\n<ol style=\"text-align: justify;\">\n<li>si todo acontecer natural y<\/li>\n<li>si todo acontecer humano<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">Deben estar previamente determinados por unos antecedentes y, el determinismo\u00a0 debe quedar, en su caso, circunscrito al acontecer natural. Si as\u00ed fuera, tendr\u00edamos libertad en nuestras decisiones, pero esto implicar\u00eda que entre nuestros constituyentes deber\u00eda haber una \u201csustancia\u201d que se sustrae el determinismo, lo cual introducir\u00eda el interesant\u00edsimo problema del dualismo materia-mente, en la tradici\u00f3n de Plat\u00f3n, Descartes y sobre todo Kant. Aunque, finalmente, tiendo a pensar que no existe nada que no est\u00e9 escrito en las leyes de la F\u00edsica y de la Qu\u00edmica. Adem\u00e1s, si la vida es diferente en este aspecto, \u00bfD\u00f3nde est\u00e1 el borde o el final de lo que el Universo pueda o no pueda hacer? \u00bfEn el Homo Sapiens? \u00bfEs la propia vida la que pone l\u00edmites a la creaci\u00f3n?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-b12X4B6bZWs\/Taormq6ICPI\/AAAAAAAAARE\/B96y-MEaZSw\/s1600\/fisica_cuantica.jpg\" alt=\"\" width=\"563\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">Saber para poder responder estas preguntas, la verdad, no sabemos y, es precisamente por eso, por nuestra enorme falta de conocimientos por lo que no paramos de buscar esas respuestas a preguntas que bullen dentro de nuestras mentes y, tengo la esperanza de que, un d\u00eda, lejano a\u00fan en el futuro, si no al completo, si obtendremos una respuesta satisfactoria que, al menos, sacie nuestra curiosidad y, llegados a ese punto o alto nivel del saber, las cosas ser\u00e1n m\u00e1s tranquilas, los conocimientos nos llegaran escalonados y en los momentos precisos en los que la Naturaleza sepa que, ese saber, ya no nos podr\u00e1 hacer da\u00f1o alguno, pues, nuestra capacidad para entonces podr\u00e1 manejar fuerzas y energ\u00edas que hoy por hoy, nos destruir\u00edan.<\/p>\n<p style=\"text-align: justify;\">Bueno, est\u00e1 claro que para describir de manera literal el t\u00edtulo de este trabajo, y, explicar cada uno de sus apartados (conexionados), se necesitar\u00eda escribir un libro, y, en tan poco espacio, tal cosa es imposible. Sin embargo, las actividades aqu\u00ed mencionados en el campo de la F\u00edsica, est\u00e1n hechas por nosotros, y, estamos en el Universo&#8230; \u00a1Demos por bueno el t\u00edtulo!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F05%2F04%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros-16%2F&amp;title=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F05%2F04%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros-16%2F&amp;title=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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El plasma es el estado m\u00e1s abundante de la materia en nuestro Universo, todas las estrellas est\u00e1n ese estado, tambi\u00e9n est\u00e1 presente en las Nebulosas, en los remanentes de supernovas, en el horizonte de sucesos de los agujeros negros&#8230; &nbsp; [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26337"}],"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=26337"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26337\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26337"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26337"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26337"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}