{"id":898,"date":"2020-07-29T09:17:20","date_gmt":"2020-07-29T08:17:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=898"},"modified":"2020-07-29T08:18:19","modified_gmt":"2020-07-29T07:18:19","slug":"tiempo-de-ayer-tiempo-de-hoy","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/29\/tiempo-de-ayer-tiempo-de-hoy\/","title":{"rendered":"Tiempo de ayer, tiempo de hoy"},"content":{"rendered":"<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Dec\u00edamos en ocasiones anteriores&#8230;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQepIw9V756cKOjWe_5YHOX5FWxd0KSLyBNBg&amp;usqp=CAU\" alt=\"Recorre el sistema solar en este curioso pero preciso mapa\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR3oGuoZd2_iRBGvLPXZjJjDTjWZ49CFygdDQ&amp;usqp=CAU\" alt=\"Distancia de la Tierra a la Luna en kil\u00f3metros - VIX\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQIU27rFGkXi4YMlLIByjv9ktYczsk7jx1eAw&amp;usqp=CAU\" alt=\"Cu\u00e1les son las 10 ciudades del mundo que tienen m\u00e1s de 19 millones ...\" \/><img decoding=\"async\" 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\" alt=\"Bosques R\u00edos Cascadas Naturaleza | Fondos de pantalla arboles ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Inmersos en nuestras vidas cotidianas con los problemas que todos arrastramos: Rl trabajo, la hipoteca, el ni\u00f1o que no estudia, el novio de la ni\u00f1a que no tiene porvenir, la abuela cada d\u00eda est\u00e1 peor, el coche de 14 a\u00f1os jay que cambiarlo&#8230;.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">En realidad, si nos detenemos a pensar detenidamente y en profundidad en el entorno en que nos encontramos, una colonia de seres &#8220;insignificantes&#8221;, pobladores de un &#8220;insignificante&#8221; planeta, de un sistema solar dependiente de una estrella mediana, amarilla, del tipo G-2, nada especial y situada en un extremo de un brazo espiral, en la periferia (los suburbios del Sistema Solar) de una de entre miles de millones de galaxias&#8230; si pensamos en esa inmensidad, entonces caeremos en la cuenta de que no somos tan importantes, y el tiempo que se nos permite estar aqu\u00ed es un aut\u00e9ntico regalo.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Dificultades con los tiempos pasados en espa\u00f1ol? \u2013 Spaneasy\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El Tiempo Pasado que nunca volver\u00e1, simplemente lo llevamos en el recuerdo si lo vivimos y, en la Historia su\u00e7i fue el Tiempo de otros.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRolYVwNERaKgzrcf6pCoDQ4XCOkuldWU12qg&amp;usqp=CAU\" alt=\"Concepto de presente - Definici\u00f3n en DeConceptos.com\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El Presente, como su nombre indica, es un regalo. Es el Tiempo que tenemos para poder realizar los sue\u00f1os. Todo lo que no hagamos en el Presente&#8230; \u00a1Nunca podr\u00e1 existir! Tener un hijo, escribir un libro&#8230;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Predicciones de Zuckerberg, Bezos y Gates sobre el futuro del ...\" \/><img decoding=\"async\" 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\" alt=\"El futuro que se viene encima - Informacion.es\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El Futuro, ese Tiempo por venir, el que no existe y est\u00e1 por construir, el que no podemos conocer y s\u00f3lo imaginarlo podemos. El Futuro es el Tiempo que estamos dise\u00f1ando en el Presente, y, nunca podremos estar seguro de c\u00f3mo ser\u00e1. El Azar y lo imprevisto puede cambiar el rumbo y traer un Futuro inesperado.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El futuro es el Tiempo que nunca podremos conocer, cuando llegue, no estaremos aqu\u00ed, ser\u00e1 el Presente de otros. Nosotros estamos confinados en un perpetuo Presente.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT5yNs7NKu_7cLSer_C4I_mIb7tNZotFYa8MA&amp;usqp=CAU\" alt=\"Qu\u00e9 es Espacio-Tiempo? \u00bb Su Definici\u00f3n y Significado [2020]\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQyiv92ObSRZAIcuaVlBntzicgtpbgKRhxaNA&amp;usqp=CAU\" alt=\"V\u00edctimas del espaciotiempo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS8QK76yGhjEjcn4zytVgsaAUlbGDhLh2-AzA&amp;usqp=CAU\" alt=\"El experimento: la paradoja del espacio-tiempo\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Dilataci\u00f3n del tiempo. Relatividad | Dante Amerisi\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Seg\u00fan nos dicen, el Tiempo es relativo, no es igual para todos dependiendo de la situaci\u00f3n del que lo observe, y, a veces, incluso puede transcurrir m\u00e1s lento si nuestra actividad lo provoca&#8230;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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alt=\"ENVEJECEMOS DESDE QUE NACEMOS\" \/><img decoding=\"async\" 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alt=\"ni\u00f1o va al cole\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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alt=\"Motivaci\u00f3n para Estudiar: 11 Tips para Arrasar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRXSolH0NoPPC9P7G5IsbNoysYTunLeGM_WIg&amp;usqp=CAU\" alt=\"Mi primer empleo: c\u00f3mo entrar al mundo laboral sin tener experiencia\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Hasta cuando nos jubilamos cobramos menos - Seguros Chollo\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Ese tiempo, corto espacio de tiempo en relaci\u00f3n al tiemp<span style=\"text-indent: 24pt;\">o cosmol\u00f3gico, es por cierto un espacio suficiente para nacer, crecer, aprender, dejar huella de nuestro paso por este mundo a trav\u00e9s de nuestros hijos y a veces (si somos elegidos) por nuestro trabajo, tendremos la oportunidad (casi siempre breve) de ser felices y muchas oportunidades para el sacrificio y el sufrimiento, y as\u00ed ir\u00e1n pasando nuestras vidas para dejar paso a otras que, al igual que nosotros, continuaran el camino iniciado en aquellas cuevas remotas del pasado, cuando huyendo del fr\u00edo y de los animales salvajes, nos refugi\u00e1bamos en las monta\u00f1as buscando cobijo y calor.<\/span><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Podemos continuar diciendo ahora&#8230;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Los avances m\u00e9dicos m\u00e1s importantes en la \u00faltima d\u00e9cada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRQG4znzB5i3X6adz5-mlNvq4vCehkKOHC-gw&amp;usqp=CAU\" alt=\"HISTORIA DE LA FISICA-**: \u25ab\u25abF\u00cdSICA EN LA EDAD MEDIA\u25ab\u25ab\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSNa4obhgimq2VIrhQXLah3zHislJ3uxglZww&amp;usqp=CAU\" alt=\"Los avances cient\u00edficos que har\u00e1n historia en 2017\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQyTBfSjkSbINojmtgZPvaEGlU1C0PNw6D-Mg&amp;usqp=CAU\" alt=\"Los 10 avances m\u00e1s extraordinarios de la ciencia en 2019 - Infobae\" \/><img decoding=\"async\" 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\" alt=\"Los 10 mayores avances f\u00edsicos del a\u00f1o - RT\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSWrDeV7tzn8FCiFVaCRNSgQOAxjDC2o5bjnw&amp;usqp=CAU\" alt=\"Avances Tecnologicos del Siglo XXI - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR6G9qUqbIXFwNFghn4_lFRWyb5G8NiEaLecg&amp;usqp=CAU\" alt=\"Se esperan 25 sorprendentes avances cient\u00edficos para el 2020\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Han pasado muchos periodos de tiempo desde entonces, y la humanidad, en verdad, aprovech\u00f3 el &#8220;tiempo&#8221;. No quiero decir que en todos los \u00e1mbitos humanos del comportamiento tengamos que felicitarnos, hay algunos (a\u00fan hoy) de los que el sonrojo es inevitable, pero eso es debido a que la parte animal que llevamos en nosotros est\u00e1 de alguna manera presente, y los instintos superan a veces a la racionalidad. A\u00fan no hemos superado el proceso de humanizaci\u00f3n. Sin embargo, los logros conseguidos no han sido pocos; el &#8220;tiempo&#8221; est\u00e1 bien aprovechado si pensamos que hace s\u00f3lo unos miles de a\u00f1os no sab\u00edamos escribir, vagamos por los campos cazando y cogiendo frutos silvestres y no exist\u00edan organizaciones sociales ni poblaciones.\u00a0 Desde entonces, el salto dado en todos los campos del saber ha sido tremendo.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-1oe-DFhusTI\/TyWV3s45fwI\/AAAAAAAAAKk\/6E2WAfU26Tw\/s1600\/page+vbb.jpg\" alt=\"Paseando por el Universo: Grupo Local\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Ahora, pasado el tiempo, nuestra innata curiosidad nos ha llevado a descubrir que vivimos en un planeta que pertenece a una estrella de una galaxia que forma parte de un grupo de treinta galaxias (el &#8220;Grupo Local&#8221;) y que a su vez, est\u00e1n inmersas en un universo que cuenta con decenas de miles de millones de galaxias como la nuestra.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Expansi\u00f3n del universo | Qu\u00e9 es, qu\u00e9 dice la teor\u00eda, evidencias ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTkVM_thWe2-8heLUA4_v3fpBM6e4o8oNlktQ&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de la expansi\u00f3n del Universo. El Cosmos comenz\u00f3 a 13,7 ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Hemos podido saber que ese universo est\u00e1 en expansi\u00f3n y que las galaxias se alejan las unas de las otras. Se ha podido deducir que el universo surgi\u00f3 de una explosi\u00f3n a la que llamamos el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> hace ahora 13.500 millones de a\u00f1os. A partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>, un punto de energ\u00eda y densidad infinitas, surgi\u00f3 el universo que, desde entonces, junto con el <strong>espacio<\/strong> y el <strong>tiempo<\/strong> contin\u00faa expandi\u00e9ndose.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Surgieron los primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres que se juntaron para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que, a su vez, se unieron y formaron n\u00facleos que, al tener energ\u00eda positiva, atrajeron a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, de energ\u00eda negativa, form\u00e1ndose as\u00ed lo \u00e1tomos estables.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-size_restricted.gif\" alt=\"Atomo 3D GIF | Gfycat\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Los \u00e1tomos se juntaron para formar mol\u00e9culas y c\u00e9lulas y \u00e9stas, a su vez, juntas formaron materia. Al principio era todo simetr\u00eda y exist\u00eda una sola fuerza que lo reg\u00eda todo. El universo era totalmente opaco, la temperatura reinante muy alta y todo estaba invadido por una especie de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Pero la expansi\u00f3n del joven universo continu\u00f3 imparable. La temperatura fue descendiendo y la simetr\u00eda se rompi\u00f3, lo que dio lugar a que donde s\u00f3lo hab\u00eda una sola fuerza aparecieran cuatro. Las fuerzas nucleares, fuerte y d\u00e9bil, el electromagnetismo y la gravedad surgieron de aquella simetr\u00eda rota y como hemos dicho antes, surgieron los primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> para, con los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, fabricar la materia que est\u00e1 hecha de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>. M\u00e1s tarde, la luz apareci\u00f3 al quedar libres los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> y donde antes todo era opacidad, surgi\u00f3 la transparencia. Pasaron unos doscientos mil a\u00f1os antes de que nacieran las primeras estrellas y se formaran las galaxias.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/--HTKbQHCazE\/WdEw0jBa5AI\/AAAAAAAAAww\/MOvppwLBrk4mbu2az1XnoehUdwZDOgMYACLcBGAs\/s1600\/Star_cycle1.jpg\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Las estrellas evolucionaron y en sus hornos nucleares se fabricaron elementos m\u00e1s complejos que el primario hidr\u00f3geno; con la fusi\u00f3n nuclear en las estrellas se fabric\u00f3 helio, litio, magnesio, ne\u00f3n, carbono, oxigeno, etc, etc. Estas primeras estrellas brillaron durante algunos miles de millones de a\u00f1os y, finalmente, acabado su combustible nuclear, finalizaron su ciclo vital explotando como supernovas lanzando al espacio exterior sus capas m\u00e1s superficiales y lanzando materiales complejos que al inmenso cosmos para hacer posible el nacimiento de nuevas estrellas y planetas y&#8230; a nosotros, que sin esas primeras estrellas que fabricaron los materiales complejos de los que estamos hecho, no estar\u00edamos aqu\u00ed.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/_K9GDYYWSqyU\/TCeWb0h7X3I\/AAAAAAAALDA\/HpgaPokt2nY\/s1600\/rayo3dn3.jpg\" alt=\"Lo que creemos que sabemos : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Ese inmenso tiempo que hemos tenido desde que asombrados mir\u00e1bamos brillar las estrellas sobre nuestras cabezas sin saber lo que eran, o bien, asustados nos encog\u00edamos ante los rayos amenazadores de una tormenta o hu\u00edamos despavoridos ante el rugido aterrador de la Tierra con sus temblores de terremotos pavorosos o explosiones inmensas de enormes monta\u00f1as que vomitaban fuego.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Desde entonces, hemos aprendido a observar con atenci\u00f3n, hemos desechado la superstici\u00f3n, la mitolog\u00eda y la brujer\u00eda para atender a la l\u00f3gica y a la realidad de los hechos. Aprendimos de nuestros propios errores y de la naturaleza.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"La sociedad es un sistema din\u00e1mico y complejo|\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS3ccEjQ4VXtX9y6WKIqrJaM1HlFaCi1JVBsg&amp;usqp=CAU\" alt=\"Las 10 Caracter\u00edsticas de la Sociedad M\u00e1s Importantes - Lifeder\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como ya se dijo antes, ahora sabemos de d\u00f3nde vinimos, qu\u00e9 debemos hacer para continuar aqu\u00ed sin estropearlo todo y, seguramente, con poco margen de error podr\u00edamos decir tambi\u00e9n hacia d\u00f3nde nos dirigimos.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Una de las propiedades del &#8220;tiempo&#8221; es que en su transcurrir pasan cosas. Estas cosas que pasan, estos sucesos, los reunimos y los guardamos, lo llamamos historia y nos sirven para recordar y aprender. De lo bueno que pas\u00f3 para repetirlo y mejorarlo, de lo malo para procurar que no vuelva a ocurrir.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Pitag\u00f3ricos - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Pasado<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQa6DyGuNKV11PZKwJ_2aJtaWEMezuCSTOXow&amp;usqp=CAU\" alt=\"\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Presente<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Promoviendo el conocimiento sobre RSE: \u00bfC\u00f3mo ser\u00e1 el futuro de la ...\" \/><img decoding=\"async\" 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\" alt=\"Si los robots son d\u00e9biles contra los 'hackers', el futuro ser\u00e1 ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSfNiDxgE9JdxYW4nyvVqXrBgWpxgiizHHqZQ&amp;usqp=CAU\" alt=\"Las distancias en el Espacio : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"la genetica actual y futura arsfa\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Futuro<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Eso, lo que ocurri\u00f3, es lo que llamamos pasado. Lo que ocurre ahora mismo, en este preciso instante, es lo que llamamos el presente, y lo que no ha ocurrido a\u00fan es lo que llamamos el futuro.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">En realidad, como el tiempo nunca se para, el presente no existe, es algo tan ef\u00edmero que ocurre y al instante es pasado, y entramos en el futuro que, a su vez, pasa vertiginoso por el instante &#8220;presente&#8221; que se convierte en &#8220;pasado&#8221; y r\u00e1pidamente estamos en el &#8220;futuro&#8221;, otra vez. As\u00ed que, en verdad \u00a0\u00bfd\u00f3nde estamos? Hay que mirar estos conceptos de manera muy amplia y a cierta distancia para que tengan sentido.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Cono de luz - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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4tr9ojd58tc2xn1h9B1Acm5KlJSsxDhpQq5jXwdcwIV9CFSLWniVyVzGvhKSeGmtCWIrGZ68HxHniwlWt8pBOBwOh8PhcDgcDofD4XA4HA7ndfgPLh\/nB4pfOxwAAAAASUVORK5CYII=\" alt=\"Big Bang models back to Planck time\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Lo hemos clasificado de muchas maneras y, hasta hemos tratado de cuantizarlo<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El concepto de tiempo est\u00e1 enclavado en las profundidades y conceptos m\u00e1s avanzados de la f\u00edsica y la astronom\u00eda. Sin embargo, su verdadera naturaleza permanece en el misterio. Todo acontece con el transcurso del tiempo que es implacable y fluye continuamente y todo lo que existi\u00f3, lo que existe y lo que existir\u00e1, est\u00e1 sometido a los efectos del tiempo que, desgraciadamente, s\u00ed podemos ver. La destrucci\u00f3n provocada por el paso del tiempo es muy real, y tanto en las cosas como en nosotros mismos, el resultado es el mismo: \u00a1la aniquilaci\u00f3n y la muerte!<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Hace mil quinientos a\u00f1os que San Agust\u00edn, filosofo y sabio obispo de Hipona, pregunt\u00f3: &#8220;\u00bf<em>qu\u00e9 es el tiempo<\/em>?&#8221; Y se respondi\u00f3 a s\u00ed mismo: &#8220;<em>Si alguien me lo pregunta, s\u00e9 lo que es. Pero si deseo explicarlo, no puedo hacerlo<\/em>&#8220;.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/__Q-aNlv078w\/S6WsNoInDKI\/AAAAAAAAARE\/kYWp8uqAKik\/s400\/big_bang_cern9108002.jpeg\" alt=\"\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Cuando naci\u00f3 el Universo dio comienzo esa enigm\u00e1tica aventura que llamamos Tiempo<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El tiempo, desde &#8220;<em>tiempos remotos<\/em>&#8220;, ha sido una abstracci\u00f3n que ha cautivado e intrigado a las mentes humanas que han intentado entenderlo en todas las vertientes y en todos los sentidos. Del tiempo, las mentes m\u00e1s preclaras han intentado definir, en esencia, lo que es. La verdad es que, unos con m\u00e1s fortunas que otros, con m\u00e1s inter\u00e9s o con mejor l\u00f3gica cient\u00edfica dejaron sus definiciones que, de todas formas, nunca llegaron a llenar ese vac\u00edo de una explicaci\u00f3n convincente, sencilla, que todo el mundo comprenda y que est\u00e9 basada en principios naturales que nos digan su origen, su transcurrir y, si es que lo hay, su final, porque \u00bfes el tiempo infinito?<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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alt=\"Mitos &quot;Infinitos&quot; - Infinito\" \/><img decoding=\"async\" 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\" alt=\"Reflexi\u00f3n filos\u00f3fica de Fernando Pessoa sobre el infinito | Jos\u00e9 ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Infinito, seg\u00fan las leyes de la f\u00edsica, no puede haber nada. Es un lugar que nunca podremos alcanzar porque no existe, y, como la nada y el vac\u00edo, son conceptos utilizados para expresar de manera gr\u00e1fica lo que deseamos hacernos entender.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Ni siquiera el universo es infinito y, conforme determine la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> de la materia que contiene, un d\u00eda dejar\u00e1 tambi\u00e9n de existir.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSQZYQgRYgfeAa6g4JKaNi4P_Hi3vsDkACZUw&amp;usqp=CAU\" alt=\"M\u00e1s cerca que nunca del Big Bang - Quo\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Luego si el tiempo naci\u00f3 con el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, es probable que finalice con el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. Es una posibilidad.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como antes explicaba, el pasar del tiempo es muy subjetivo dependiendo de la situaci\u00f3n de quien lo percibe. Un minuto puede parecer eterno o un suspiro, dependiendo del estado de dolor o de felicidad de quien lo mide. Tambi\u00e9n ser\u00e1 relativo, no pasa a la misma velocidad para todos, depende de la velocidad a que est\u00e9 viajando y de qu\u00e9 observador lo est\u00e9 midiendo, como qued\u00f3 demostrado con la teor\u00eda especial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/D5HYyyiWTgBjdgd8RH90AE-Y0aahLMiLMrHSoNqfq9oVWF1KqRciTxuNPk3lKbecTPUiKunkr7GKMpduvgEhCplFjV4f4BHTLtnn\" alt=\"La medida de la velocidad de la luz por Galileo. Museo Virtual de ...\" \/><img decoding=\"async\" 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\" alt=\"Experimento de Michelson-Morley y \u00e9ter lumin\u00edfero\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Galileo media el Tiempo con faroles, otros con espejos<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Desde tiempos inmemoriales hemos querido medir el tiempo, el d\u00eda y la noche, las estaciones, el sol, relojes de arena, etc, etc, hasta llegar a sofisticados aparatos electr\u00f3nicos o at\u00f3micos que miden el tiempo cotidiano de los humanos con una exactitud de s\u00f3lo un retrazo de una millon\u00e9sima de un segundo cada 100 a\u00f1os.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Hemos inventado estas medidas de tiempo para controlar nuestras actividades cotidianas y nuestras vidas.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">La medida de tiempo elegida es el segundo que, en las unidades del <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> tiene el s\u00edmbolo <em>s<\/em> y su duraci\u00f3n es igual a la duraci\u00f3n de: hertzios = 9 192 631 770 per\u00edodos de la radiaci\u00f3n correspondiente a la transici\u00f3n entre dos niveles hiperfinos del estado fundamental del \u00e1tomo de cesio-133.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><strong>Reloj de Cesio<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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alt=\"Reloj at\u00f3mico: \u00bfQu\u00e9 es y c\u00f3mo funciona? - PlataformaSINC\" \/><img decoding=\"async\" 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\" alt=\"Reloj at\u00f3mico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Reloj at\u00f3mico cuyo funcionamiento se basa en la diferencia de energ\u00eda entre dos estados del n\u00facleo de cesio-133 cuando se sit\u00faa en un campo magn\u00e9tico. En un tipo, los \u00e1tomos de cesio-133 son irradiados con radiaci\u00f3n de radiofrecuencia, cuya frecuencia es elegida para corresponder a la diferencia de energ\u00eda entre dos estados. Algunos n\u00facleos de cesio absorben esta radiaci\u00f3n y son excitados al nivel superior. Estos \u00e1tomos son desviados por otro campo magn\u00e9tico, que hace que choquen contra un detector. Una se\u00f1al de ese detector es llevada al oscilador de radio frecuencia para evitar que se desplace de la frecuencia de resonancia de la que indicamos antes del orden de 9 192 631 770 hertzios. De este modo, el instrumento est\u00e1 fijado a esta frecuencia con una precisi\u00f3n mejor que una parte en 10<sup>13<\/sup> (algo mayor que tera -T-).\u00a0 As\u00ed, el reloj de cesio es utilizado en la definici\u00f3n del segundo en el <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> (Sistema Internacional).<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como podemos ver, la imaginaci\u00f3n humana no tiene l\u00edmites, y si nos dan el &#8220;tiempo&#8221; suficiente, quien sabe hasta donde podremos llegar.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20180516190528_420.jpg\" alt=\"Evidencia de estrellas form\u00e1ndose 250 millones de a\u00f1os tras el Big ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Si el Tiempo fuese una Entidad consciente y nos pudiera contar todo lo que vio<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como estamos comentando sobre cuestiones que est\u00e1n conectadas con lo que llamamos tiempo, es dif\u00edcil que, al estar el tiempo siempre presente, ocurra algo que no tenga nada que ver con \u00e9l, de alguna manera, el tiempo est\u00e1 presente.\u00a0 Sin embargo, puede existir alg\u00fan fen\u00f3meno que, de alguna manera, esquive al tiempo.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/--PRPEHlS1LY\/WMrBZ_CqWFI\/AAAAAAAAEn8\/hRDOfltCoSsfwVwu8PqnMSU_wu054t-8ACLcB\/s400\/9c3bda487ca6376dce4f3f57c2a2b469_descubren-una-segunda-tierra-y-velocidad-de-la-luz-gif-animado_500-211-iloveimg-cropped.gif\" alt=\"Cosmoastronom\u00eda Spacetelescope\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Black Hole Conditionis\" \/><\/p>\n<p style=\"margin: 18pt 0cm; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; mso-para-margin-right: 0cm; mso-para-margin-bottom: 1.5gd; mso-para-margin-left: 0cm;\">\n<p style=\"margin: 18pt 0cm; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; mso-para-margin-right: 0cm; mso-para-margin-bottom: 1.5gd; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/festivaldelaquimica.files.wordpress.com\/2018\/04\/atom-electron-proton-orbit-structure-animated-gif-4-e1524193105237.gif?w=412&amp;h=298&amp;crop=1\" alt=\"ESTUDIO DEL \u00c1TOMO\u201d \u2013 Festival de la Quimica\" \/><\/p>\n<p style=\"margin: 18pt 0cm; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; mso-para-margin-right: 0cm; mso-para-margin-bottom: 1.5gd; mso-para-margin-left: 0cm;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Los n\u00facleos para formar \u00e1tomos est\u00e1n rodeados por varios niveles de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y todos sabemos que un \u00e1tomo es la parte m\u00e1s peque\u00f1a \u00a0que puede existir de un elemento, es la fracci\u00f3n m\u00ednima de ese elemento. Consta de un denso n\u00facleo de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> (los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>) rodeados de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> movi\u00e9ndose a velocidades cercanas a las de la luz. Es lo que se conoce como estructura electr\u00f3nica del n\u00facleo y que tiene que ver con los niveles de energ\u00eda que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> ocupan.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Una vez dejada la rese\u00f1a b\u00e1sica de lo que es el \u00e1tomo y donde est\u00e1n situados los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> por capas o niveles alrededor de su n\u00facleo, veamos el fen\u00f3meno principal de este comentario referido a &#8220;esquivar el tiempo&#8221;.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/pa1.narvii.com\/6563\/1055e35ea9e10fa2de006c99aed69d128064e934_hq.gif\" alt=\"Ouroboros y el salto cu\u00e1ntico dimensional | Mundo Secreto Amino\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Si un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> viajero va por el espacio a 299.792&#8217;458 Km\/s, velocidad de <em>c<\/em>, golpea a un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> situado alrededor de un n\u00facleo, lo que ocurre trae de cabeza a los cient\u00edficos que no saben explicar de manera convincente la realidad de los hechos. El <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> golpeado absorbe el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> y, de manera inmediata, desaparece del nivel que ocupa y, sin recorrer la distancia que los separa, simult\u00e1neamente aparece en el nivel superior.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\u00bfPor d\u00f3nde hizo el viaje? \u00bfEn qu\u00e9 lugar se escondi\u00f3 mientras desapareci\u00f3? \u00bfC\u00f3mo pudo aparecer simult\u00e1neamente en otro lugar, sin recorrer la distancia existente entre el nivel de partida y el de llegada? Y, \u00bfc\u00f3mo esquiv\u00f3 el tiempo para que todo ocurriera simult\u00e1neamente?<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Estas son preguntas que a\u00fan no podemos contestar, aunque s\u00ed es verdad que nos gusta especular con viajar en el tiempo, y lo del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, conocido como &#8220;<em>efecto t\u00fanel<\/em>&#8221; o <em><a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a>,<\/em> es una idea.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Necesitamos tiempo para cambiar las cosas. Sobre todo, la cultura cient\u00edfica de los pueblos.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"El escenario m\u00e1s ca\u00f3tico para S\u00e1nchez e Iglesias: elecciones en 2021\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Hemos de reconocer que no hemos tenido mucha suertew<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Sinceramente creo que son los gobiernos los que fomentan este tipo de sociedades &#8220;no pensantes&#8221; que se pueden guiar f\u00e1cilmente con los programas &#8220;basura&#8221; de las televisiones que facilitan y colaboran a que no levantemos cabeza.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\u00a1\u00a1 Es una pena!!<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Garc\u00eda Ferreras carga en La Sexta contra Moreno y Bendodo por ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Un periodista que se precie debe estar vinculado a la verdad, sino&#8230;. \u00a1Es otra cosa!<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Tenemos que desterrar esta situaci\u00f3n de programas vac\u00edos de contenido o prensa embrutecedora de los sentidos. Mejorar los h\u00e1bitos y, desde peque\u00f1itos, hacer que los ni\u00f1os lean mucho, que se interesen por las cosas verdaderamente importantes y que sientan dentro de su ser la curiosidad, la necesidad de saber.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"Coronavirus: De aparcamiento a gigantesco dep\u00f3sito de ata\u00fades en ...\" \/><img decoding=\"async\" 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zqA6Kc0FZaGAWTpOkDXSJ1qp2cMwJgE8x3SNpP0+lF4vimJDZi9wZTM6gzGQ67zy9a5afk3\/Bw01B\/iOEOlpSCs9yIJnv3MqzrzBBPTLU1zhjhkX2ig3HNtQMx1CtM+C5SRtPyqtYTiWJPsw1xyAwVpG2W6QsnlEfWieKY\/EJfhL7hVh1ATNBK6mY13OhpleRbS0yN9E9\/GoVBJLiZUZYYywEBtifeOvz0rMEz3GtrbBBKByqse7mLASWMakKZ5BtqA4ph82EtsCSyscxMgkHwJ6kVL2Xx1y3fRsqsDbZdQDIWWUeiRNdWrS5cfQe\/HPYMytLMjlGljEhojQH8L\/LrTPh\/HA1sO8CZ2kjSdpE8udUriZY4jEOXKH2hnLOranYHoG9asvZ3hr4lZS9lW2QDKtJzBjGaZIjrVWYug9PTugO12qARiUcS8qMwP3ZK7aAHL\/dVmxeJ0mY0nXlpS\/G\/+n7MB7N0X8RIZiTpqNghkfdAovjfZTG2Lb3WxKMixKhe8JIAMsNdY0rfF\/gxUVZ8fncN7SOogwI8YqHiBBIIJOg26x61Pb4FiEtG+9x8mhIJfNDNlECfEVEz2Zk5pgatmjQbnn8qw3DpkuPZhh7MnWc41yjw5708u3gSda8\/birWU+xVWljqASBAnc61aMDjQ9kXSrgFcxkrpoGOk5geW1aphoX8Y46qX0UsRb1VmUzDTBleYG3n5Ui4vxSzdt94tnABAAgAzlbN0228aX9oUX22YAqrKWAJnX2j5jptsYHjQ9y1b9ooiVKrOm5gTPxNFm9iwY271lIZoZYBIQAkSYymfLw3rpMVh\/aMTnUd\/IoUHUahT8CKTKg9k06kQN9gDmOniamvYVclohh3s4O0jUaHnzNaWOw9F47PcYtgW09oneCjKzS8kZlg7ARl7sbtvyo3hfaWzduOBdBBBZJUqMqzm7x30APrXn2Hww9vlQSCVZQCdYQOD5zrHXSuuDYRcl0ltVtMo1jVljTzBNVpkPQLHaazluObqsFVnAUEHKCQYk97lrp7wpfw3tlaZocMoIdwzEH3ZYiATGg+MVUuC2175bMSLbgKDqWPSPWs4PZtDOLh0yMsTEtHdHzpxn\/CdFzw3bG05VQGltiQAJDHu77xl8Na1\/7mUtC3lksVywOgjWPP0qjcFCh5bUqrED+YCREc674PYU34\/wB2rM2UHkubJrOv3azrJpFg4h26a3cZILZTE90ctdMvw+FZS7iUNcYgbxyPQVlYXo08k74O8RmCWwIjTNDEazpzg7bVAfaKCWw8GRDAsNhrCk6k6enjRj4THJpmJ3\/3uzDSD7SOemlR4XGYr\/eXIgnuk2+cTrPgPSst\/gLLBjdI1IxCmNeY1BDctARPU+c12cZbyqvt7g7pJlJOaIXKAdQQAJ08tKNHGwrlrpDGZgkNMzv61OnaK3kKstwEmRB1AE8zoJ6VF6K0yLAY60qsLjI8qFC6KY01LJrvHOuhiLbQFSwTG4Ld2SdyTofEzRiYrC3FGltWaZDlyzdJyiP1ou1w\/BOwtxZUGJ7jZ80axAGn\/FtU99lrF9lEMlLKyNZUKxiADJ8yduR571Bbf73sT4QoIkQJztvqKPXhttjHtBbCZj7rZDAkEE3ImdtRrUWEwrOx9nfLwCdYOgie6zETJFRpIqZq3diVa0VYQRKgATuIAmSNqkXFqd1ggEGVOp8OgrVv2ysWYe0aSNQsEaiDoTOh56RS67dv5i7SImFVtDPIklSfPwqRFrD1xJDZluhF1gm2uaANokkGR0NHYfi7wDcuCNZOVAY5EAoY2+dJrd4uQbsKANgqSdABr3vmNalF+07Kq28gE5mYEEjeYIUTpyiZqwT9DhOKMwgCyRuM4QqYJMkm2BPlFdLxq85UezwrZhBJXfu82jbnEeFV3FcTww0RTcbbcjn0kxU13jWHCFPZajmGj4SKK0NIb3+KNl9mMHh7xYgKPZkKNR92ddh6UJd4relB7BLQUED2dm0QJ00DBmXnNQ4LH2ghEZZHdA7zc\/vMJHwrvhOES47MlzJAkF21noMrHKfSdPg5NE4oVcWti4CzLcJMZibeTkwJ0ABHe3jnTLstxP8Ah5\/2j2m\/+PL3gdwwBmJPPn8K0MG2cNcfPA0VmeOYgqq6jnvTDHcKvhEXNbUHUC2CI3kQ9yOmvjWucJxLBh+KkgzagA7519TMRy0o3i3Ev4m1ctBAFYKPxbNM5lPh0+NVexYdYFu33vvan8ganNm+wP2Sgcsuck+eYn8qr8uoPizQi5gcyG2TINoIRJHeVsynr8aV3OzCTqvQSSTsI3NHX7WKdpt2RaDCCFOQAdQATrW7gv2B9p7xPdaCY+v5VhaNcAa72ZBAB567npvpXTcIYCFY5R3YBMe6ND8CD8RXeGxV1jD543zOun1o3H8fs6AOFKrDKpHePUAag05MPBT+MdkbrEMiyAkbkalj3pPnEeNCv2Zvl7cKTC94gg676CddauCcZDI0hlOXukqpOaec7ik\/+om0\/tDddiepaQeqhD3dPhVz5X6I\/GVtuB31tv3TM6L3dRO\/vac63f4LdyWoRifvQNue4+FWm5gwyl8+ViZAC6RGgmTFEW7ztlQDwABJ31MbTW\/lJ8RVU4deW+MumVNG9kcvSIB1Mc5qLhfD3JuhgyiRrlIBjz5c69V4TgrQZWa2+kE5h6ExoRPKjb4tW5Zbdtf5nbSfjVfk67M8XejxHA4RyrsGyFToTpz118hRHDsPJ1UGUDiQND7TQ+cTXqw9iyG4SBHJQNdYga+NCq1ttrJAP3mOvoKnzLVg+NnmXA7YN8gjSHB16GOXgY+NcW7OXFOqLIEwJ2HL6161b4XYLAIVZo91BLGAJ036Uuaxg1uQFCsdD3RJk84GmtafkTRFiMotzC3CZy\/v1rK9KPZtDrCfvbYVlczdZVcHil9qLkyRJj3BLc+651qfDXbRJ9orAZTGWCC0yJXKN9t6r+G4iAoCvI5dfmJppgrwyzeYqTyDaRy3I18K5vX6Oq8WfyFrbS73GRVUzMq0RvqQw36RzoHEcBt3yFCgMT0AbQT70THx5UVhb9hi0Bjl5uYUz03mp7WItqe4bcj8Odm+gontv9EeMr7EN7siVlUuHNtJ78ddAo9ZqK12XuqCwYlh7pFpgB11mrZ\/FSS03TMTFlRtt3iTUZ4gF3UyDI9peRTvI0ABo+ZP\/MKja4VjFbM1i5K6g51gnb70cupoY8cvq+U50ImVIMx8PkRV3tccAzGbYY7Qbj67ayCPQxWHjIEZVYRG1tUnedZEcuVVN\/ZGU65x50I7oU7icyz46maaYXiha4pdybhOcozKq694gnTT4U\/x1q3ilXNbDD+aWjSehI25Rv6KbvBMLGVRYRiCCVn2nTSWzT8Kly+4H+AXE4tnuMfZIFYnvEFgCJmDpmE+dbs4+zbVgbaM0gg5ApWNxsdPnSq5we0rfZYq4V\/lRs3jvA+dSYvDXNMmY5dDmULt\/Tz861\/gSX2O8PhzdAfIoDRqCduZAzaHflReK4ZhAcyjKYGvd3jXUrP\/AJ5Uiu8RxhKW7OHcBVUEqpmQNe9sKWYxrq3U\/ikurHeGcSdNZWdDqOVc+Om7TT4rpFqs8BsXn0uspgSxYqInaQIO9S4bC2k7uedTOYknpvNVJu0gJgltObH8prvh\/Eg15Dn0nUco13kfnWuOhV9FiXgLuRetOpVWmGVZhTOh0IGhHXSjHu3RJdhPLYL0\/GSfOlL8ZSCEuLHRR\/mhsBfVrkNGXXUCG267VFlv2K70WbgnEbgkm2XzaDIWbvDvHfbShuNccxo0tW2Ubyqy\/o0\/IVH\/ABSorZSwDAgydNRHlQWI4woIzXLjaASATAXQDuxUznv0VtkuG4liCoYrcLnct3diYPe0HwqQcfa2YuJbk83JYHyy92aMwtlLZDkqQRMFG1DeYE8+dbuY9SzBEtw38oMAEn6EA+QraU9Bv8k38eWVX0IcSAI1GmyKJ5dKFxHHLdswtvK2kjKobz70GtezcmFaf6Qf8Gu+I8MwhgXM1wxroO6eYmARrrRZgek\/omfiFq7aDOhbQg5yP10\/zSw3MOuqJbAnf3z8Jn5ViYKwoCqgIHJiz\/8AL7p85pph+EWry7lCDEgrbyjrkUQQNN9a1CUnwi2LtnW73g2pUMNDAAgwFgSdudQ4O1asLC9482aCx8z+VD4XhT2WP2\/tMw0ULJAOoJmYP6mtYrDEnukhurNmH9oOUfCsxBf6O7PFb2QIrAKdAQoOWfy9aXPw665+3v5xyCpl+pP0pBewmJsst0YdGObuvbUnU9ddJ130p7fx+KOVVtLb2LvcaBtrlQCd9prKSbqK3F7DMLbNgHIQA3J9devdj01pSlrH3hnIUIx2VgrRyJDagHx18KC4niLykMWcj8dpm+coP0ph2c7QIwZXb3RJZ+eugOTUn9K6folZPw3hd61czi9lOvdXXQ76n61mKZ7IMJmHMgiR58z8KivdqbTXPZ2Ee65OpRJRRzLEEkelDYjEMzfai238jkgDXQwRBPmKdL2Em\/QsucXxBJNu2xWSARbc6gwdQOoNbq4YbtXcVVX2NrQR\/tB\/2Vlcn5X+C\/Hv8HkFhiFAPSprGJeJLGddyeXnVlxXBUbUrr6GlF\/gjLOSI6E6+vOtpoyDf6rdjKGjlpANSYfHWl2Ym62rsCZ8BofmaWsCCQY0JkfGggh9pOwJPOtww2yyXMWWmJnqwzc6aYbEoqgNbUvz7wgn+kaj1qs4bEZGDA+7rsD8jofjUV\/jt52ALvGYaSFETtCgaeFRot\/JcRxA6\/Z21+DmPgxI+VHYCzdvKWW6FEx3QF8dYymq5YxxAjSOg0Hpt8qd4PjCwAgUadRM+UVis6JL7Ga9npgvdZv+IH9aY4Lg2HtMHDd4eZ894pBhsReN0E3CbcyUiBA3Abl896eniY5W7fxLN+cVGqoypX0HC3YkmGYsFnRVHdMjQL1\/LoKITE6krZY797cTHPMY6elVm\/2sVWKZkVtNlVd\/5iPzpmtm9cGZyqjq5LHwiAR860kl6MxL2HMxzGbgy66T46aW\/DcTv8K2tm2UclVYKBMiAZMaEk+evSlHDjlufbNbNsT7twT4GFk\/CmeK4zZUQggEbIJDSCBmLRqJ00rL67LPpUFw+ARYFmxbWRIhRqvXpSXi3ZXD3WY3GW3cO+R13AiMolQdBpoaOQ2l1Fsa\/jYtqNAYJVZ311ohb11tQG\/4Rl+cLI+JpWWfmFKfsRdViFYtb3VmAXSOctHXai8N2aNs5hicjdVGYidOgHzq38Nw1lmy35DmTvsAND+5qJuDHPlCs6hoLBgEAiZBIE7xHhXLPn561n7Qec5POcZgMYjZnLXByIJeNem6z5fGhrOKuE5Vhj0A19AK9nweBsW9kUnx7w+cD60RbRAYRUQHkBp12Aj5V6OS+zPFnj7ccuA+za3kKruQcxjSYYafOozjEb3iD\/UoP\/ivWuM8JtXlX26q4E5TI0neCDp7uw6Cqnj+waMPsbhtmdBcIyxz5hvjBpUJ+wDCcXtCyue6FC90KTJgdB01rmzxdLmojJO5IBPkgM\/GRXdjsGGI9q7aeSjzgS1d4\/sTkVf4dmaJkOdfDLAPjualRqaBxjbguSrpkkd3JrlnUZuvjVhW\/oSDAPQxofEnT1FUbG8LvWT9pbdPEiR\/cNKV8T4ndICZzlUREx41e36M\/wAfZ6pguMWMrSAcvJdEP9TTLt\/LIpSePrfuKrW3tzoJWF67ry06VT7F24VBVZUAQQug8JipV4g07R5T+tab6Mw9KuYyUC5jpl1I0BUghtIJMeVRcXwuWH9qLucTmG2m8j7upG9UjHdtCgHs1OeIJOgzcyDvFS4fjzAHvSzQWJGk\/wAoGg3Oup1rl4\/HnxqJRF126iwW0LayPCn\/AAVbfsXW4iFSftCUDBhGx0kdZM+7415taW2GzDRpmQxGszOvjV0s4v2ye0LaCQZJMHpOpHWsefxLy5jc7NKozEX0BIsKEQbAADTwGkfvehnVH98EnrJzetC4viVnMtuSWbQBYn4iSYG+sVxiMdCkKik85MlvA\/hEaV3nXZmx9E38Eh1D3I5d0H5yK1Qv\/uK9zw4+D6fSsrHx5OvzaLC2DqC5wwGnRE8q1krUONKrjOz9t\/eUH4fs0jxvZNAPsxlaZkkt9TXoLW6HuWanaHR5ZieCX13tlh\/KfyO1Ajgt6ZNvKBqZMn0mvVruFoW9hY3BM05scUUBW8R8dP8AFaardjsBbI1Rfp896qWIwzp7ykfMeopllO04pcsglCBm01E+Ndf6y7p3ixJ+9nYeYjUH0FLca0qOk1zg7sL4a\/WtwjY0waC4wXeTzHLc+G09KsVzE2x7zqOktyHgJ9Kqa3lGp5VEvEQXAC6Ex+nzrLTZrLSLfa4gp9yW8VQx6uQp9KItcSAMOt2DzWNZ6gAUjt8RYaMJ8x+YptwXFK91F92T1ldNdZ1G1Z9G\/ZfcJwxU3ZF8gSfUgA+tTXjaGveeNwIHx+9SW\/xm1ZkFh10E+hNJcR2wDnLbBb+poHymtc2OC+y1nErMqqqeu59TPyitWcT7RwuaSdpP51RsXxW64IJyzIMAiB5zvU\/Za7dS+rZywAaVMn7pG8iNYrMX2W\/SPSjwtshObUCdNB6mSfSk97CXUcOXaPEAKPKdSeXxNE\/xd1hIzAdfcHyifjQboSZLgnmFBb57T8a09L+qJnL\/ALM6xTBmBOnumB3ZIESeZ51u2wHugDy0\/wAmoFw7E6HTrpPxAJij1wYA3JNYWNaLyxn0QNdUCWP5D9TQz8XScoIE7ecaCAZ125nXajDgp2WSegk\/qaF\/0YBpcBSpnQd4f9vxim\/Hrj0+y58ibIeO4G3dti3ndpuIGy5RAzEMR5eXI13gex2CQZjYm4fvXHzwdpAK\/QAU1tQuiD9fXl8PWse6BvvVy2kYeK62atYdV0UbfvbYUr4p2Wwt5i7qVc6koSCT1j3fUUyF0nQEAVHi7qKPvNG5gx8Bua12yuI8q7b9khhMlxLvtPaMRkIGcGC0iPeGh5DlUXDOEX7oHs7ciB3jou3U7\/CvX8LesO4AGVyghtMk6QDPeAzTImNBRKu5\/CqTtAiY10jU1rudnL+3SPPML2NuEQbgDdACR6kil\/aThWLwqZVW46ESXRWKdIbKNPjXq9pFGgH6n99KbYPBM20rUiNttI+ZeBXf\/wBhDoZkb9RHWvQLGEQ\/i+o9FBq89vuB4GzYN9sPbN7OoVssEsTqGKxIyht+gqu9nuGLiGBXCADncS6ci+s+g1rnttvovjSS7BVwigbj42x+etZV4HYRDqLt0DoCQPm1ZWJs3ywL1t1sofKuwwrYuCvQeYj9lXP8OOWlSG4OlbF7qKQA7Yah72CB5etMPa+Fclj+H51Gi0S3uGg8qXXuEL0FWd6Gu2JrMLSnYvg9uZKKfgKR4zgbSShB12I+hFeh3sDQT8PbpHSP\/FO0OjzTFYB1BDW2+AmfT86gscNuSG9kwAIMtA28DBr0q5gHpdj+GsykGRPMVeTJCrFvWu7V7Ic3TxI+hBqa\/wALurt3h6H0OlLsVKghgV8wR\/5qG6c43iBb411wljDef5UIuHdvdR2+ED1ovC2Htg5hE7CavUFrGCXyOopxwDiOS6rHXfY5Tt1Hw5UgF+uMViIQxoY3rPs2nOy\/t2ja42W0EnmTLEeZaZPkK4xOKeJLMx6tJA8lBgfM+Vee8KxEgrpA1+JmfpTm1j3H32+Jn60kLaOMPiMUp+zxB65Wg+gO1XrBcR7igqufKCdCZMCSJMRP8ulecWeJNzg\/I1bsFjrYsozsQY2A1HxPwq84RYv0PL2MdhBcgdA0fJdPlQPtI5yBz25c4060g4h2ttIO6k+ZzekfrQn+oXXh77m2p922ujEfzkbf0z59KlpfRaHxh2H7\/WiMPanVtfD971Rsbjrpym0cmXp\/ipMHx\/GrAIDjxA\/xWlPsy79F+QdBUlvCM2ylj4SaKXFWVAKqDI598+mij51pcZdu91Bp03A8lEL8q09pGVjTBsipoQJXlvBGmp5nyovDYS5c5adTTHAcA1zXN\/3y5U\/tWFUcgKxXo09ZyAcO4SF1O\/jTUKAOlJuOdp7GGgNLOYyogljOg8BNTNeZlGcZWiSJmD0nnWqso5x6ZDxx0cKpsG8odTAyxMwJBOoE0WuJUZDkdcwOmT3SOpiBQwbpRWHZy08uvIVzzttl1iB0VqhbjiT3Z8ayt\/KjHBlAzVosaysrYMmu1MVlZQGzW2msrKgN27VRe0SSNq3WVYRm7in7qz8YrGXrpWqykBEbYJ6VBfwKkajesrKyVAlzha9BQlzhgrKysNGgS5gOYpPj+Fo+pmRtGlZWVluGhPc4S2uVp8DS7H2mRSGEGOtarK2gRcORlBLCA0R4x5UxRprKymi49E6DxqbF8TCoFAlgNzrWVlY9s6WIVcNxQbEL7QkzoPBjtttzq1rh2Gzn4\/4rKys+VtNQ14EtJ001phqVB8QYP5VqzdnYn46\/oaysqY02jWspM9Q7LcH9paRn7x2OumnhvtFXGxgFQQNB0AgfKsrK7YSarPL5dNahBxnjNnCWXvXSQiCSQCT6Cq9heL3L9g4u4uVWE2bIIkK2iliNM7T5KNNyZ3WVMtumllKM887Q4nEJce4VIc\/7N8y6E7sApkQBA6UDhO2\/ErehurcHRwD84B+dbrKJhqM9T7AcWuYzDm7etKrByBB7pAA70SY1nSeVWYt8fkB8K1WVhvozKzTP+4rdZWVw5s1xR\/\/Z\" alt=\"Estas im\u00e1genes de ata\u00fades no son de fallecidos por coronavirus ...\" \/><img decoding=\"async\" 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Hd22fD0EqFxpMHdNB7KeUrxRBncYjpGlOH+zTrzh8eRi0KWkBarCYSCYHM+hp3s3s0ymEtpWs8SSSfIUrlGMKvY6bc7rQncfWk5gtaVcUrUD6gzXisQtSSFFREG6iozPCSSSTw15mvoOG2IylGV1DY6JCljjKphPmazm28RgEKhpBUpNiELURP7a1eAH90UsLXZpu1pGK2PgykZn2hl5rIOn3UgyepFMjtTuil0MuJaUAhs6A5bG5G75VuMF2bQpKVLEkicpB8M3iZF6cDsq0ptKFKIylRSnKmL31KvlXQ8sJNpnKoSjs+O7W2z3zhcQl1OUAEk6GQPaG6isBtJ0JMPvAxYh1X54V9R2j2Mw62Fhx1bbaYUpSQi2U5t4ibVh+zfZQYtb3duqQyhWUKUiVLkAiwIANzflpejrj7Rov8AMY7FbWfKwFPvFMicziyCJvIJNMBi0JaJZcV3q3QVlJUAEBKwlO6TKp\/2rdn+yvDBQKn3zBBt3e6+mWitp9iMOsAJW4kAgzCZJgiNDa9M8kaF4vl0YBWNdLZ+0cnjnP540gGMX3qCpa1ALSYKiZgg7zyrY9rNkt4ZKUIdKnFXyqgQn7xNovu33rO9m9hrxSlKSsIU2UmFAmZmIjpRxPXJhyd0uxtiduBSCEpUCdDwPOhEYmASSoKjVNvyK0TXZR2ClTjfi35VeG+ul6FxPZN0CA80qd4C\/wDySKRtXoaEGlTRh8Ri1T7SvWmuzNuJCFoWrQeElMzyNe7X7KutIU4VpVliQAZuQPnVmyNjB9tSpukwURcpABKkzrG8ed7xWXBw2S96loc7EcKmxBQU6wTG6kr7dzpv3U+wuDTh0eH7RszrlBBi4smx3wQfnSrENpM5JHJRB94A+Fcqq3RenWzNYh3Koi14px2LX\/zKj\/6Sviml20sAoDODmB4bqN7HJh5U2+yV65kV3JrjZyTvlQyU6AOYAqC6m60bkpkcQbeZGnnQzoTZXinyj1n5VNTj5C4S8Gexx+0V1NUk0U\/hDJIIuSa9w+zlrBgiRum55jdFW5KuxeL6KWSSNakavThCiygR1H5mvHGuBn3UtqxkqWygvFOnOonEdak4yTGlTb2atQlIJHEf70yoV8r0N3MUTvPlaqFOHdatPjULxKVJaw4kEQEplQvvUBCbcYr3Adg31XeWhofdHjV0tCR\/Ma445Y1b0dcoSukIdmDNmzGdPnTNGGTyrY7M7L4diYSpwnUrM9LCEj0p1hExZtKR+6kCOppJfWRWkrN\/5pPtnztDKetM8CywP0jkciFZR1yg+\/0rabSebZTmxDg08KIuf3REnrWQc2x3ruVDSUIubpSVHrMgDlST+pbjpUPj+nSlt2MivCBNsQknglKyB6I+VL17XZToFbohAJP8ygE+k1chp1w+BCSOIbbSB1OUCikdnSf0izfUIMDzUfpXGpJu6OxriqbEOJ2ookkS2OZzOHmdMvS0cTWp2fsppoJcUlxalAGVNuEi245CPdUmtiYdAjukemb1KpNGpCjCRIGgEn3U0p\/lJ0eJcZkHIs\/vIc+Pd0r2n2nyAhts9PYT1UdT01qza+122JQklx77oUcqOJcINunwrHbcQ5mI04k6608LTVitJlW1dtOOWcWSNyB4Uemqup9KZ9idkuYh3vVgJZaIhJgZl6pEbkj2j\/DxpG1hgm+h46ny3Cj8A4psEJJAJzEmCZgCZOmgrotJaF4N6PqzWIAtKf5k\/Wj2lgDMtaEJAlSlLTAGsm9fLDjH0EXJV907osQTx48NNZCWTG3HVtrwzrhIU2tSAAmEwk3MjeSNOBPCUjBR7EnFtaBO2\/as4lfcMqIZFtfa4qPM1tuyGDS1hWkJJJIzEgEiVXNwLxZM8q+cdkOyT+L+0BDbQ\/6qwSCeCEj2yDrcDnNfVsH2fbQhCVKSuBBJaTJ95iqyb+CfFdF2LbAkjNprlV9KzG3O0LGHQpSlpUuPCgG5O6eArSu7CZVIyIH\/AG0188\/tB7MJZaOJSQQhSQU5QAcxgQRwJFIrctjRqjMbNfU7iszozuLClKkAhIy+FMGwEf8AjWo2cwEKOVME8omJMfGsf2QQs4jvJskKzE7yoEAet\/Ktgp8lQI3fURXTKqJL8Y4SqRa\/DnVa0Hhel20G1hxWRxYHARAMXi28yfOg1qeFu9c930rjeSJ2LYdimMyVAjUEVmkuJQsJ9gxmSdIvy4a0yWlw6uueWX5ppHt1KkKSozlAAzHWRqq3PWq45KdxI5VVSHKHCpRSkJLkkLQIyuQdU3id8DjItahNo7KIM5Ftz+qtJBHqL9R7tKjsh9KVpKkpMmyjJjikgbp87daK7abWaSsJS0LjUZgN1rnW4Om8calT5VEfVWxIrD5TeCD7qrwy4UVAg5Y4dYNB7TxZSQMiYImcxPA2jkQeihQ2CxNlJ0zA+VdeOMktnPk4voeLxsmYAPFNudimIqMg6jz9k+o8J8xSTDvrSeI30xaeBv7PwqcoOJSMky97Z6Teemax8iPCfdQD+z8upy\/vW9DofWnWEZKkqhSUkRGoCtbHcD1r1G0XWZTlCTzBIPOJg+lLGchnFCIYlaLE5hwP5+NSStleoyHkY\/D4VbjSpZJJAngkClr2GVuPwq0af2IytBL2ziLhQPWx+lCLwit6D6fSoNYp1oQQcvu9dKZMbVTGvrb3TTvnH7ipwf2PssgACQEjRKbAdALCoNvBRhAnn+NKXcc0CSt5BG4DMU+oF6Fx\/bGBlw6Qbe0QAB0Fee4eTrvwaXEd20nM+4AOAMT81Vncf2sWr7PCNlINgqJWf3Eiqdn7KQ+e8efS+vUoCwAnkROb4VpMPhAiyUpSOCRr1O\/zNHhXwazLYXs664St5WUneo5lk8xu6TPSnmzuzLaDmjMb3Vz4JFvWetOWmwNUk9AZ+go3+9oAthldStWvO3zrcfLA5eEBIwqQLmq3NYTfrpXPd4dUkDpA9TSzaO32MMJWoKVubSZKju0199R4t6SHv5YctgAFa1AJGqibCsrtbtUVy3hfA3op4+0riG+HX37qSbd209iT9qYSNGhYDfCr+I8Rp1qh4hCA4paQLhMlN4gEJTINp3A6iY3XhgrpWzN6uTpFzTEghItqSTE6CST7Rk1LEBWqjJ42PpFqt2XtbAZQHUYtbh1U2pETH6qS2bdSflQ21nW21ZkOEJN0JWqXIIsT4EJPlYaTxd4cnY8c2JaIZBN7nhR+BWgGbk8jFwdEkXTB1WLp0T47oTtYgrSYChxJtM7p0HMgk3EAXIMbeDaJJF4AFpVFgEpF43cBpqb7jKPxbC3GS8IcPOiAoxfwoTEA5RoI9ltIifIC5kPuyHY5xTgxL5hvKUpRopzP7SjHsp0jebxAgm\/sb2LVnTisaJWB9kwdEDcXBpmuTk0GYkyomPog50Gqf+zmlPl10DJw4QlKUpSlIASlIEBIFgABoKkljjRBI1NerXampCWDqb3DfWI\/tfGXAEcXED3k\/KtqtZmb1gP7bH\/+TbQNSsqPRKCPiqtFJtG6PkOExigIQSLzatv2LbccV3ilHKgZr7zo2P5pV\/AayGx9kOLAOUgcTavqux8IGcOlEQV+M9I8A\/lv\/GatnmoxdE8UeUtlIZkk1BzDTuoxKgKsAFeU2eghS9h6D2lszvmSgWV+qeB1E8joaevJSreBQmSN\/Ty\/CspOLTQGlJUz592deWHu7KYUklKkncRb8PSj+2rBU4uQAoIQsJG4CG1g8CQW1dBRHbLDFtScYyBnT4XBHtJPsr8rJPlWdTtkuu9+6JuM418BT3K455D7hXqYlzl6i8fqcUnxXB\/xHYZHetFG9OnW\/d+pKm54qb4UvwifF5TRORTTqkKkaoVHCdR0ICh0FXYtkhRcMeKQqNAvf5KjMOIJ4VewUChUCKm25l58RRex9gYrFBRwzC3gggKyQcpNxN+R9Kr2vsTFYXKcSw40FzlK0xmiJA9RW42hbSYx2Y94CU6Tfhpce+mLT2YZYEfdVdP8J1TWQwePW2ZQeqTofoa0Ozcahz2TCt6D8uNcebE4uzohNPRditnJP6MlCvuKOv7qt9Kn2lJMKTB509Lm6P4T8qrLk+Gx\/YVr\/CanDI12M4pmeWjyodWHG9I9Kdv4AE+A5T9xXyNAONKSYKSDXTGfhkZQCGS2D7AUeKiT7qsfxkkAQdwAGlCtYPepcDrQ68chJhA86Xim9bHi6WypawSTzq8LH5ihUG9GoiqSokrLG1ToBx3UywDi+JHC08Ji1LhReHtMWqUqH2djVLM5nFiJnXcYgaX\/ABpdg8S2hXhEHetRlXPKIhPrNTxgJkXPShcNhEpVndiNyePWqQUa2K2\/gg\/jX2yXG1uIQtRhSVGFZSfCqLSJkpPEGLzUEbdxEKHemFXUIEKI0KhEE86DxjoU4ogQCZioCuqlW0QjJp6YxZ2ivWR\/KB5iBrvorE9psSpIRmTlAj9G2SeZKkkzFrRSxkAbp9flVbhFKkvBaTbVsk9j3Fe0tR+HoK1X9mO0cOxiFvvtqcKAnuyBIbJJlcaZrAA8zWLXTXs5jVNrUlJsoCQbzH+5rZI+x0RjNuaTPvbHb3Bne4Oqfxq4dtcNxWfJP+qvkjAMzApgh2P+mn8+debbOvR9Sa7a4OIUlzTcUellVVie3WDH+ZHQH\/yr5wMSP8pPv+tVYpwR7AH560ecqrQvFXZtMZ\/aewgfZsuLO7MUpHxNZHF9qV459KnUpQ22LJEn2nG9SeQNZzEnlQqHIQv+H4mqxXkzPozGIYVYAVLGbdcSB3mGQ8gABLrayDlGgXG+IG6sFgnpuCR516cUpK4lSTPGxG4jyrZYtgxPs2Y2+0RIZWOWb55auwvbBLaSkYZpZkmXEhZ6aC1tKzDT5Kfa+P1oYrPH3VCMadlG29M0e0e0wcUFd023AiGk5Abm5F7315CluL7RECzc9VfQUqzk0BjRTLGpPYFNpaLsZ2ldVCCUoQTCoEnKSJ1PCp7dbw6XMjcBMSDwCswy9AfjWcfN4qzHrFlTO4\/H612wxqKpIhKdu2MWloXAcBGXw5ki5CbJzAkCQAB9aYMYhDakqDneRaFJU2tMSBdKiNCdFTakyn8xCiACd4EBWgmNJteIuavfbTEpWDpYhQV7PiPs5YmQPFOlBpp6OtcXHaJY9SlLW9OsgFMCNwmDPmdaVPvOH2nFK\/eVMetGOtcwek\/MUA82RTwkQyKPwUKHOppfiNZ3H8aqWK5tIkSd9Wo5uTT0bPA4zM2kOaka8fxq9wcfEPeOhrK\/4kUrMXRYR0AvyNOcFtAEWMjeN4rzsmGUXaOuGRS0GZyf2h7xTjCeyIWI\/aEn\/alKIVcH01oppSgIgH1+VRasoZTEpIFzE0vUuK8fxhVVKEk16kINLZwSyL4D8KumKFUoZO7Wi+8CRKoB4b6nODZSM18jNtQo1gxpSBG0kcD7vrRuG2w0OPnHzNQlil4H9SPktxqlUnWgpUFOTB0HGjcVtVF8tun4UmxL+Yz8atihL5EyTiePuBSiQIk6V6hNXv7NUhKSSCpQko3p4Zt08t1UAGugjF7C8PI0JFiLcCCCOhBI86pdFXMW1uL6GN1rwd8br8taoe61NdnRJqgddF7IH2g6fShFURswfaCnn+FnPF+9G3wopiMPO\/30owpNMUhUV5DWzvLjhuY9TVWJZgXPvPzFTDSqqxDSouaABK+KCxHsmOXxFF4lMUveO6d9dWNbQsnotw6iKbq2m25CXG\/ELSNaSoNPHy2qMySlUajQjcRyo511oXE+wphKctvhVDjR\/JqxsAJsRVJWa5ijKyyeJ9fwpfjpo1xylmNcqsFsVifEa86pxKrmrMTQ7mtejE5MjD9l4sjwGCk7jcUU4UmwGXoTHoaTIVBmmiVEgGJ6H5VLJGnaOr6fJcOL+Cb4SEiFKKt4KQAOEKCiVeaRQS1UW4gwDBvpz6UM4itEMwZRqG+rFCq1VZHHM8UqTNSadKTKTBqEV1MTt3ZoNn7TCjB8KvcafNYtQGlYGm+D244hOXwq5qBnpYiuTL9Pe4nVjz\/EhehjjRTTM6U5a2dO6mLOyhGlWciPEyi0\/dtzodWHPGtc7sgbhXjGykgyUBXI6edbkbiZH+7GvP7ueVfQGsA2dGG+pE+6iMLsZA3e4VvUBwPnrOzXFaJJ6A0Yxs\/uzKvaGnL8a+jOYcBMAR0+dKsVssK3UHkCoGPxbRVob76WOYdY3Vs3tjKGlDK2QvcKKmZxMkUq4H314EHgfStsnZIgAtnrmNenYCibCBzvR9QXgYxOFWd3rR2AwaknNy\/H5Vs8L2bBFwZmxn3EfnWitpbDyMKKRBIA63v7ppXO9BUa2ZFnbwTbWOX0miR2yiwakcc8e7LSrEbKE70nhQ52Yfve6l9HEO8sx8rtof8AKV\/7n\/5qtXa0rsUlI\/eJ+CaSDZp40T\/gKv8AMa\/m\/Ct6WIHqzJP7WB0+FVoVJkmof4UoGCoW3i48qOwuDAN70eMV0HnJ9lzDNpq3GPJThyMvjKwQb2SEieu7XiatApzsLZCH0OJcBsUlJGoMKBjiNKW0bZhRtZyCJjzNQ\/xR775930rY4\/sYR7Kgocxf3Ulf7OrT+oPWqLh4EfLyKf8AFXvvn0H0qCscs6maZu7AdGrKx\/Cr6UM5swgwUKB4EEH0NH2eAXLyLi4Sb12UmmCcF+zVimaPJGpiopqxvEEUWpivEYYTcSK1p9mVx6PDtCUhJzQLgTIBOpA0BqhboO6mL+w1ASAr0ketKywayUR3lm+yJNcE1IMGphg0bE77IFNQyGiktxXpFDkGgMivKIWmqslNYjR9Ow+DHKj0MCK6uqRY8Vh+FRRhFb4jpf411dQoFnpYVuSatS0r7p9K6upWg2WpQr7p9KtbY\/ZPpXV1aglgwM7quRs4V1dWoxanZqd0V7\/chwrq6sYsDMaCqsXh8yYrq6sYS4nYyTuFLl9nk8K9rqBilfZ4VX\/w91rq6sArVsM1yNj3rq6hYUGMbIG8U92ZhwgEcYrq6tZgh0c6pdwyTrHpXV1MAqxDSyZ7xf8AOr60txGCCjKjJ4m9dXUDA52eOAql7Zg4V1dRMCq2aOArk7OHCurqFho0OwUpIyHUezzHDy\/OlV7f2G3+kCBB9qwsePn8a6upvgVmfTshiTmRI3QSI9DQ2J2UzByoUD+8a6uoGoXObLoVzAGva6imaiheDNVnCmurqewH\/9k=\" alt=\"Vox acusa en falso a TVE de &quot;esconder&quot; los ata\u00fades de las v\u00edctimas ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Esta realidad se nos ocult\u00f3 y s\u00f3lo nos dieron escenas de balcones y palmeros enga\u00f1ados<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRHPXSIyyvUP9HiDys8Df5JtErISFg1wkdJUQ&amp;usqp=CAU\" alt=\"Aplausos para homenajear a los sanitarios que luchan contra el ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS3YowcaH0lEAFDdPwV0bYQLQ2pFncpig1iog&amp;usqp=CAU\" alt=\"Fin del aplauso sanitario? | Gasteiz Hoy\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Por otra parte, la pena que se siente por tal situaci\u00f3n est\u00e1 fundada, principalmente, en la impotencia que produce el comprobar la cantidad de maravillas que se pierden este n\u00famero inmenso de personas que, desgraciadamente, nunca disfrutar\u00e1n de los enormes logros y descubrimientos cient\u00edficos que desde hace miles de a\u00f1os, fueron y est\u00e1n siendo conquistados por la humanidad de la que forman parte.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Si preguntamos por el significado del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, la expansi\u00f3n del universo, c\u00f3mo nacen y mueren las estrellas, qu\u00e9 es una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>, a qu\u00e9 se refiere la <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, qu\u00e9 son los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, qu\u00e9 significan las constantes universales, qu\u00e9 es la mec\u00e1nica qu\u00e1ntica, el modelo est\u00e1ndar, la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, el significado de E = mc<sup>2<\/sup>, el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a>, la funci\u00f3n de onda de Schr\u00f6dinger, la exclusi\u00f3n de Pauli, el cuanto de acci\u00f3n, <em>h<\/em>, o el l\u00edmite, la energ\u00eda o <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>&#8230;, cualquiera de estas cuestiones, todas tan importantes, ser\u00e1n desconocidas para el 99&#8217;99% de los encuestados. \u00a1Una aut\u00e9ntica calamidad!<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/edithbarba.files.wordpress.com\/2014\/04\/descarga-1.jpg?w=640\" alt=\"La ignorancia se apodera de nosotros!! | edithbarba\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Esa es la penosa realidad en la que estamos inmersos. Esas personas desconocedoras de las preguntas de antes s\u00ed podr\u00edan contestar, en cambio, cualquier tema que se les plantee sobre una famosa cantante de la copla y de lo que hizo o dej\u00f3 de hacer el novio vago de aquella famosilla por ense\u00f1ar el culo y, en verdad, necesitamos pol\u00edticos honrados para poder cambiar todo esto.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Para seguir avanzando habr\u00e1 que eliminar esta clase de sociedad aberrante, lo que de nuevo nos lleva a la misma cruda realidad, necesitamos tiempo&#8230; y buena voluntad. Pero sigamos con lo nuestro.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"La F\u00e1brica Organizada: Explorar la dimensi\u00f3n del Tiempo\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0;\">El tiempo es una dimensi\u00f3n que permite distinguir entre dos sucesos que ocurren en el mismo punto del espacio y que de otra forma ser\u00edan id\u00e9nticos (espacio-tiempo). El intervalo entre dos de esos sucesos constituye la base de la medida del tiempo. Para prop\u00f3sitos generales, m\u00e1s cotidianos, la rotaci\u00f3n de la Tierra sobre su eje sirve para definir las unidades del reloj (el d\u00eda y la noche con 24 horas) y la \u00f3rbita del planeta Tierra, alrededor del Sol, (el a\u00f1o) se utiliza para definir las unidades del calendario con 365 d\u00edas. Para fines cient\u00edficos, los intervalos de tiempo son ahora definidos mediante la frecuencia de una radiaci\u00f3n electromagn\u00e9tica especificada<a href=\"#pie\">*<\/a>. Tambi\u00e9n es interesante pararse a ver lo que es dilataci\u00f3n de tiempos, que en p\u00e1ginas anteriores explicamos que estaba dado en un factor <img decoding=\"async\" loading=\"lazy\" class=\"alignnone size-medium wp-image-467\" title=\"variacion_tiempo\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/variacion_tiempo.gif\" alt=\"\" width=\"52\" height=\"19\" border=\"0\" \/>. Por otra parte, podr\u00edamos hablar de la operaci\u00f3n de reemplazar el tiempo <em>t<\/em> por el tiempo <em>-t<\/em>.\u00a0 La simetr\u00eda de la inversi\u00f3n temporal es conocida como invariancia.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2014\/07\/Dibujo20140711-Crystal-structure-of-UPt3-Measurement-of-Kerr-effect-and-Tc-in-UPt3-science-mag.png\" alt=\"Se observa la rotura de la simetr\u00eda de inversi\u00f3n temporal en un ...\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0;\">\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como estamos comentando asuntos diversos que de alguna manera pueden estar relacionados con el tiempo, y comentamos tambi\u00e9n las diversas perspectivas y formas o enfoques de mirar el tiempo, no me puedo resistir aqu\u00ed una rese\u00f1a de lo que es el&#8230;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como estamos comentando asuntos diversos que de alguna manera pueden estar relacionados con el tiempo, y comentamos tambi\u00e9n las diversas perspectivas y formas o enfoques de mirar el tiempo, no me puedo resistir a explicar ma\u00f1ana lo que es el Tiempo de Planck.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">emilio silvera<\/p>\n<hr size=\"1\" \/>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\"><a name=\"pie\"><\/a> La medida de tiempo elegida es el segundo, que en las unidades del <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> tiene el s\u00edmbolo <em>s<\/em> y su duraci\u00f3n es igual a la duraci\u00f3n de: hertzios = 9 192 631 770 periodos de la radiaci\u00f3n correspondiente a la transici\u00f3n entre dos niveles hiperfinos del estado fundamental del \u00e1tomo de cesio-133.<\/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%2F2020%2F07%2F29%2Ftiempo-de-ayer-tiempo-de-hoy%2F&amp;title=Tiempo+de+ayer%2C+tiempo+de+hoy' 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; 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