{"id":9074,"date":"2021-12-15T06:00:00","date_gmt":"2021-12-15T05:00:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=9074"},"modified":"2021-12-15T06:01:36","modified_gmt":"2021-12-15T05:01:36","slug":"%c2%a1tiempo-%c2%bfque-es-eso","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/12\/15\/%c2%a1tiempo-%c2%bfque-es-eso\/","title":{"rendered":"\u00a1Tiempo! \u00bfQue es eso?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00bfQu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es que, sin embargo, no ser\u00e1 -seguramente- lo que es el Tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es el Tiempo? | Jano 2.0\" \/><img decoding=\"async\" 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\" alt=\"6,101 Evoluci\u00f3n Del Hombre Vectores, Ilustraciones y Gr\u00e1ficos - 123RF\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00bfTranscurrir\u00eda el tiempo si viaj\u00e1ramos por los t\u00faneles del hiperespacio? Sabemos tan poco sobre \u00e9l que, no dejamos de preguntar: \u00bfQu\u00e9 es el tiempo? Lo que sabemos a ciencia cierta es que, nacemos, crecemos y alcanzamos la ancianidad. El Tiempo transcurre y se nos escapa, y, su prima, la Entrop\u00eda se encarga del trabajo que lleva hacia el Caos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Espacio-tiempo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La Tensi\u00f3n de Hubble: nueva controversia sobre la expansi\u00f3n del universo |  Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> (nacimiento del Universo(\u00a0 y la expansi\u00f3n. El intervalo entre estos sucesos es Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, se podr\u00eda decir que es la 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. El intervalo entre dos de esos sucesos constituye la base de la realidad del tiempo. Claro que, para prop\u00f3sito m\u00e1s generales, nos agarramos a la rotaci\u00f3n de la Tierra sobre su eje que nos sirve para definir las unidades del reloj, es decir, el d\u00eda. Tambi\u00e9n la \u00f3rbita de la Tierra alrededor del Sol es utilizada por nosotros para definir las unidades del calendario que conforma un a\u00f1o. Para fines cient\u00edficos, los intervalos de tiempo son ahora definidos mediante la frecuencia de una radiaci\u00f3n electromagn\u00e9tica especificada (ya hemos hablado aqu\u00ed del reloj de Cesio).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcSrwAadFET6D6lgZO1mlyrZKVXIHJnedrZa-TPuTYBNEgMQzL8Q\" alt=\"\" width=\"293\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/kotorra.files.wordpress.com\/2011\/04\/madre-e-hija.jpg\" alt=\"\" width=\"262\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como vemos en una de las im\u00e1genes de m\u00e1s arriba,\u00a0 e nos escurre entre las manos, no sabemos si es el tiempo el que pasa o pasamos nosotros y, en su transcurrir, unos se van para que otros vengan.<\/p>\n<p style=\"text-align: justify;\">Claro que, en esto del Tiempo, no podemos estar seguros de nada, se nos puede acabar en cualquier momento y por cualquier causa inesperada. Los f\u00edsicos se refieren al tiempo de generaci\u00f3n para expresar el promedio transcurrido entre la emisi\u00f3n de un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> por fisi\u00f3n y la fisi\u00f3n producida por ese <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"La Teor\u00eda de la Relatividad: Las escalas de Planck\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7Cient\u00edficos hacen viajar en el tiempo a un fot\u00f3n - Viajeros en el Tiempo -  Tienda Friki y Regalos Originales\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n tenemos el Tiempo que necesita un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> (viajando a la velocidad de la luz, c) para moverse a trav\u00e9s de una distancia igual a la Longitud de Planck, es decir, L<sub>p<\/sub> = \u221a(G<em>\u045b<\/em>\/h<sup>5<\/sup>), el valor de este Tiempo de Planck es del orden de 10<sup>-43<\/sup> segundos. En la cosmolog\u00eda del Big-Bang , hasta un T<span style=\"font-size: 10.8333px;\">iempo de Planck<\/span>\u00a0despu\u00e9s del instante inicial, es necesario usar una teor\u00eda cu\u00e1ntica de la Gravedad para describir la evoluci\u00f3n del universo.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gravedad Cu\u00e1ntica de Lazos, la prima fea de la gravedad cu\u00e1ntica. - Naukas\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Tiempo de reverberaci\u00f3n se refiere al Tiempo necesario para que la densidad de energ\u00eda de un sonido que es 10<sup>6<\/sup> veces m\u00e1s potente que el umbral de audici\u00f3n disminuya hasta el propio umbral de audici\u00f3n, es decir,\u00a0 una disminuci\u00f3n de 60 decibelios. Es una caracter\u00edstica importante de un auditorio. El valor \u00f3ptimo es proporcional a las dimensiones lineales del auditorio.<\/p>\n<p style=\"text-align: justify;\">\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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a1\/Foucault_pendulum_animated.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">P\u00e9ndulo de Foucault oscilando en el hemisferio Sur<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El tiempo, inexorable transcurre y las Sociedades cambian, llegan otras costumbres y tecnolog\u00edas que hace de nuestro mundo algo distinto, diferente de lo que nuestros ancestros conocieron y, as\u00ed, en alguna ocasi\u00f3n hemos dicho, por ejemplo: &#8220;Si <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> levantara la cabeza y viera la F\u00edsica de hoy&#8230;&#8221;<\/p>\n<p style=\"text-align: justify;\">Podemos hablar, en otra variedad del Tiempo de efem\u00e9rides en referencia a un sistema de tiempos que tiene un ritmo uniforme, al contrario de otros sistemas que se basan en la velocidad de rotaci\u00f3n de la Tierra que tiene irregularidades inherentes. Comienza a contar en un instante de 1900 cuando la longitud media del Sol era 279,696 677 8\u00ba. La unidad en la que se mide el Tiempo de efem\u00e9rides es el a\u00f1o tr\u00f3pico, que contiene 31 556 925,9747 segundos efem\u00e9rides. Esta definici\u00f3n fundamental del segundo fue reemplaza en 1964 por el segundo de Tiempo at\u00f3mico basado en el cesio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.astroalcoy.org\/wp-content\/uploads\/2015\/02\/Caballo-y-Llama-672x372.jpg\" alt=\"IC 434 (Cabeza de caballo y NGC 2024 (La Llama) | Astroalcoy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">IC-434 Nebulosa de la Cabeza de Caballo. \u00bfObserv\u00e1is la enorme cantidad de estrellas nuevas masivas y azuladas que radian con fuerza en el ultravioleta ionizando todo el material de la regi\u00f3n. Es un lugar de incre\u00edble fuerza para la formaci\u00f3n de estrellas nuevas. \u00bfQui\u00e9n sabe lo que podr\u00e1 existir ah\u00ed dentro de un mill\u00f3n de a\u00f1os. Lo que s\u00ed sabemos es que, las estrellas necesitaron diez mil millones de a\u00f1os para hacer posible que nosotros, pudi\u00e9ramos estar aqu\u00ed, ahora, hablando de lo que el Tiempo es.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Teoria cinetica de gases\" \/><img decoding=\"async\" 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\" alt=\"La ley del gas ideal a partir del modelo cin\u00e9tico \u2014 Cuaderno de Cultura  Cient\u00edfica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos hablan del Tiempo libre promedio transcurrido entre colisiones de mol\u00e9culas en un gas, <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en un cristal, <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en un moderador, etc. Sin embargo, en realidad se est\u00e1n refiriendo al recorrido libre medio que, de acuerdo con la teor\u00eda cin\u00e9tica, el recorrido libre medio entre colisiones de mol\u00e9culas de gas (asumiendo que son esferas r\u00edgidas) es 1 \u221a2n\u03c0 d<sup>2<\/sup>, como en n es proporcional a la presi\u00f3n del gas, el recorrido libre medio es inversamente proporcional a la presi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">En la f\u00edsica cl\u00e1sica de Galileo y <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, el Tiempo ten\u00eda un significado absoluto y pod\u00eda adoptarse en principio una escala de tiempo de manera que todos los observadores estuvieran de acuerdo con el instante en que ocurre cualquier suceso. Diferentes observadores ver\u00edan que el suceso ocurre en &#8220;tiempos&#8221; distintos, pero estas diferencias pod\u00edan explicarse por el tiempo de viaje de la luz desde el evento hasta el observador. Es m\u00e1s, en f\u00edsica cl\u00e1sica, esta escala de tiempo com\u00fan estaba sincronizada con la medida local del tiempo de cada observador, el &#8220;tiempo propio&#8221;. Todos los observadores estar\u00edan de acuerdo en que el tiempo de cualquier evento es el tiempo registrado por el reloj local.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Newton y la dualidad onda-corp\u00fasculo para la luz - La Ciencia de la Mula  Francis\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El experimento crucial con el que Isaac Newton derroc\u00f3 el mundo antiguo y  le dio paso a la ciencia moderna - BBC News Mundo\" \/><\/div>\n<p style=\"text-align: justify;\">Dedujo <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> (al contemplar el efecto de la luz que pasa por un prisma) que la luz blanca corriente era una mezcla de varias luces que excitaban por separado nuestros ojos para producir las diversas sensaciones de colores.\u00a0 La amplia banda de sus componentes se denomin\u00f3 spectrum (palabra latina que significa \u201cespectro\u201d fantasma). Tambi\u00e9n nos habl\u00f3 de la Gravedad pero, del tiempo, se qued\u00f3 en silencio al no saber que decir.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> de la Gravedad aporta una descripci\u00f3n muy precisa del movimiento orbital dentro del Sistema Solar, permitiendo el c\u00e1lculo de la posici\u00f3n de un cuerpo en cualquier instante de Tiempo. Ya hemos hablado del Tiempo de Efem\u00e9rides que se contrapone al Tiempo Universal, que, como el Tiempo Sidereo se basa en la rotaci\u00f3n de la Tierra. El tiempo at\u00f3mico es finalmente el escogido por la Ciencia para tener una\u00a0m\u00e1s exacta noci\u00f3n de eso que hemos conformado como tiempo para poder regir nuestras vidas cotidianas en el devenir del planeta Tierra.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 37px;\" src=\"http:\/\/img.desmotivaciones.es\/201111\/aburr_5.jpg\" alt=\"\" width=\"500\" height=\"319\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que nuestro tiempo es relativo dependiendo de lo que estemos haciendo. Si estamos con la persona amada pasar\u00e1 volando y un d\u00eda nos parecer\u00e1 un segundo. Si vives con tu suegra, ese mismo d\u00eda te parecer\u00e1 un siglo (Bueno, es un ejemplo que viene a decir que todos queremos nuestra propia intimidad. \u00a1Pobres suegras! que, a veces, son un ejemplo de bondad.).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La relatividad de Einstein en tu vida cotidiana\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Cuestionando fundamentos, los 100 a\u00f1os de la Relatividad General de Einstein\" \/><\/p>\n<p style=\"text-align: justify;\">Sus ecuaciones son un prodigio de lo que puede generar la Mente Humana<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lleg\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y en su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo aparece en las ecuaciones de la misma manera que las dimensiones espaciales. Incluso en la F\u00edsica newtoniana, estas dimensiones espaciales son relativas y tienen diferentes significados para distintos observadores. En <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo\u00a0tambi\u00e9n es relativo, de manera que cada observador mide su propio Tiempo propio, perdiendo el Tiempo su significado absoluto. Es todav\u00eda necesario, sin embargo, tener una versi\u00f3n global del Tiempo como medio de etiquetar sucesos acontecidos a lo largo del espacio y del tiempo. Esto lo suministra el Tiempo coordinado, que es el tiempo propio de un observador espec\u00edficamente seleccionado.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/2c\/Rotating_earth_%28large%29.gif\/300px-Rotating_earth_%28large%29.gif\" alt=\"F\u00edsica\/Din\u00e1mica de rotaci\u00f3n - Wikilibros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Con el fin de contemplar la existencia de efectos relativistas como la deflexi\u00f3n gravitacional de la luz, el TE (Tiempo de Efem\u00e9rides) fue reemplazado en 1984 por dos nuevas escalas din\u00e1micas de Tiempo. La primera de ellas es el Tiempo Terrestre (TT, conocido originalmente como tiempo Din\u00e1mico Terrestre). Se utiliza para calcular posiciones geoc\u00e9ntricas de los cuerpos del Sistema Solar, como las publicadas en The Astronomical Almanac. Es esencialmente el tiempo propio para cualquier observador al nivel del mar medio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFBcUFRQYGBcXHCAbGhgXFxgiGhsaGxobGhobIB0bICwmGx0qIBoaJTYlKS4wNDMzGiI5PjkyPSwyMzABCwsLEA4QHhISHjIpJCoyNDIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMDIyMjIyMjIyMjIyMjIyMjIyMv\/AABEIAKUBMgMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAgMEBQYHAQj\/xABFEAACAQIEAwYDAwgJBAIDAAABAhEAAwQSITEFQVEGEyIyYXGBkaFCUrEHFCNicpLB8DNTgpOywtHS4RVDY6Kks4OUo\/\/EABkBAAMBAQEAAAAAAAAAAAAAAAACAwEEBf\/EACgRAAICAgIBBAICAwEAAAAAAAABAhEDIRIxQQQTInEyUWGBQlKRM\/\/aAAwDAQACEQMRAD8A4zRRRQAUUUUAFFFFABRQKcYARrJ51qQDcUsJ8PekzS1E71qoD1bJOxFD2mG4oIHvSIpnX6M2JopQPWkkUlGhRRRWAFFFFABRRRQAUUUUAFFFWPDOFXL5IRdB5mOiKOrNy9tzyFNGLk6QFdXsVqv+mYWzBcm+eZkpbG0jfMW9yu+1Opj8pyW1VAw0a2kb6rrAmTEnNsY0q69PXbF5GZXh90iRacg8wjR+FIu4Z00ZGU7+JSNDsda0P\/UCyS7ag\/fKwCOi3P1Rv196m4Xi1zOqKxZWCjJmDAmAPFLkke61vtR\/YcjHC0SCQCQNyBoPfpSK6CjYXFB1vW+7IGY3LIysDoBmt+WNRrlWfWqzifY57Fs3syXrS694jMEM6ZfLKuDyMCpzxOPRqZkKIqfdwpTwt3YkyGDZtht4SdPcfGopJidB7VOjRqilA7+tJrACiiisAKKKKACiiigAooooAKKKKACiiigAooigCtAAKdC0lRTgWtSA8iK9KEik8960\/Z7BpdRl5x9a1KwMubR3rzKYrrPDexNo2x3hLMYJA0A9BVxgexeFtgwgOcFWza6MIMTtVo4GxHOjhZoqXxLCm1duWjvbdkJ65WIn6VErnaocKKKKwAooooAKKKKAJ\/CcCb91bY0ndo8qjVm+ABrR8RxwRRasaWkHkO56u0eY+o15eECmOyqZLV66JzGLaEb6+JuY6Lt1qDinzGSZ10YbzrGYegifUnfavRxR4Y78snJ2xk3o1k5D11YHWIGwjWIiRPw8ZTBlZKahnY6gncEEaTBGp3NJBgk\/vdCOTL9Pp1pdtJI0ZiDlY8srAwec6E66cqm0zRy5d1cSgzANGUHdlbU5SCBJFe2Gllk2jC5tVKnRSfMFAG3UUhQQBKoPC6mSCZUFo1JPMSKWFaDCI3hVRBGYlgugAads0UtAP4e4QiiCM7DL4iyCNAAykskknmfLrpNaThOOUk2XQXLRAV1bb9rwQMxmVI0IgjYxlRoxCSr6oEbykDzctZltDvJ1nSpuBvCBlOW2AdWkgQczAjcxo6j7oYc2NPFsCHx\/g4sXWthlIJlIzeQ6gydPTXWqi+oUkKwYdYrpnG8CMTgHuBAz2AAGYw2UeYeEwSPWdjXME3Hvy3qWWKT6NR4Tt\/oK80+NKeZJO8896bAqD0MFFFFKAUUUUAFFFFABRRRQAUUUUAFFFFAHor0UkUqmQC7dKamlnlSwpHIj3FFgeha0PZm5kYQdTyqhsyTHrXROzPCkChtCaaHYUbLht8lVB5\/jVzYM1R2vDE7Cq3jHEcSDmtPatD7Kk5nc9SIOldkJaJTiYz8qnCu5xneDy31z+zjwuPoD\/arEVs\/yh4vEM+Ht4nKXS3nlBoQ7H8AgHzrGVxzXyY8egoooFIhi+7HcOtYjF27N7NkeQcpgzGmvIc\/hWzw\/5KHJvZ7pVVd1tQAS6rqGbpIMR1B9JyfYmVxthh9hwT7MwT\/PX0Xj2GZF6g\/gKtGKRHJNx6PlfGYZrTtbcQyEqQeoqOKuO01kpirqnLOcnw5Y1P6ugNVjKNIMk7iIg9PWpyVS0VXRtOF2VGAtmAczuWn3C\/gtV2Iw25nXb1joZ3HPrV92Z4dcfBKw5u+QHmABJ9pDVGuqXXyAEaaTrHofb8K9vFCMsaRwzm1NmZya7dY6baqBzBExUgWOTgxsS7BRlbUNl30aAY9qsGsBRImdTIDEeHxjVRry5\/bNNvZCsVCwPGnkAkRnTV2LbmdByrknGnSOhOzy1hswkKskkmEZobKyv5vCPEo+BFOHAPubY0jXIy6ogVSGXwiDmOvSrXhoCDM+pgasxJnKJMkCOXvvzpy7xUj2B+Ht61fH6W1bIzyu6Rmb1r7MmNFWfOsQQsjcGCZ29oIPtq5rLHqwRfvpLNMaDMszufF6VK4icxJga6GJgjcba7x9aTg7DnVVueYHwW4kZWLyw1I0HxqeTHwdFYT5I1\/ZhSSbRyojB1AcDxbqC0+JsxWZ9TWG41aZJtgZss58qiFymNYEj3NbfsvhlNxf0dyAqiGJnQEHZRrIPPnWJ7TBzfdyXyZii94wMAE+HQkxUciuLZTyUZYREazM8\/amjTjty\/hTZrikOgooopDQooooAKKKKACiiigAooooAKKKKACiiigC\/wCzdqSSsZiwWeYABYkfKpeOwFy5cuIh7zLqQIkRvHNgJAnaTVZwDGd2+u3X6fxPzrXYPh7W3OIVpa5yI2U8tJmfhsK19FIq0YkWilwBhGtdJ7O3AEX1qjxwS4yllBjnU3C3MsCmi62YlujoBsh1HQ9N6jWuzlu34lktBUliT4GOYjX11prgeMYgDlV5xXFG3h7lxVkqsxXVGVqyUlTMN274CL2GzIc13DSQObW93X4eYezda5FXccLx6xaVb924P0h8MjQ9ddgPeK47xprRxF42f6I3GNvSPAWOXTkIqGRbsEV9egV5Xq1NLYxu\/wAmeES5iVzHUMhA65Q5\/EKa7lxQ\/pLYmJ6T\/PKuKfkz4Vf75cQLTd0pnvCIWRoQCdTvynau34hQ1xdPKPpAq7VNHJll2vo+c+3lpFxt4IxaHIMoqxB5FSc\/7WlRuy\/BTiboBJW2sNcYbhZ0A\/WbYfE8qsfyk2gvEb8AAFp0PMgHqetK7FcZtWs9q6SgcqwuAE5SsiGA1gzuNqaEU8lMvfwtHT8G6C3CqFW2AqryUDQCsvxQW1JiBJ0nYyY5cpIGmuvKKssS90tllcqjUrsemg1M6Vm+LtJ330YyFgGVE6SRLToZ09RPpxg4xbRwP5SplPjrmYv4STlkeLKYDrmFwjTNKnaDC77RHN2CdFEuW8J6gHcnWZ1GxFe3XB1IkTMeVBnXI\/qxkeh151FUk6+2yjeCv8Kgl8rOnqNFk9+U9KYsXiWkxHT4UpBKgcqbdI0GldUuTaaJKumKv9BrPSP4++1P4O2hYCE5+Em4rePw9YkIrnfpUcL4I8OWdSeQjXUbaT0En4VdcKwrj+sUzOUpnC6A6HQQIA2+yetQytuSSKQ0jQ8Fwy21uXyYhT5WBys3TQ85Ik1zLjDl7zEsWkxmbc+pOgmuh9ocW2Es27cLnu+PUGGHIFNPnpWD4g6M7Oq5pGZgshEY6RGXQD+TUcqXGiqdNFKRXukVMdI8QQgACd4k+\/4VFcySYj0HKuCUeJROxuiKKCamMBFAoorACKKJooAKKKK2gCiiitoAoooooAoqRg8Objqg3YxTb2yDBFDi6syyTw21maK0zYi9ZTKjyOjCY9p2qg4Xbgzzq\/xD5k16UllorRDsYjQSdau8LcmNaxz3CrVacOx0ESaZCWdN4CsQK1jt4Y3rE8HxYKgitNaRcQhttMcwCRMHaQdvxrrgJI5v+VQWpsBLil1zg211CgkHNpsZER6elc7rR9uMfbu4t+7RUW1+ikbvkJGc\/gPQCs2ajkduzF1QUtBSVFKUURW0DO48AxDBMGqtFnuUWMmhLBMxzddW+tanCY7PiWAMxIMdYH+6sDwHBsOH4Z3UEglxJOltnaOY5E\/A1rOGoy3hczStzUwQAHEBhHupPxrvlCLjf8M8zI6k\/s5r+Vy2BjJCAFlVmfNq0iNV5e\/OsEh1ro\/5XsL+lt3Fghk16jKSAP56VzjLXLJNSTR6GN\/BHZrGJ76yL1q2craAMCrQNDE6OoMiQeVZTjAk+pkbSdwp06yRv90VYdksY5wWv\/buFEP6pUMRvyJPzqnxxLEzsdNSYiDOg3ImdI0XWCCK9XH+DOSUamVrpJ9T8Tr+ADLTbKN\/Y\/Mz7ciKk3B971kdNsxgfdaG1OzUxcXnPv01322HMH61NUUpjtkQIpp1M\/z\/ACRttUnCppzj2n8KcWzJjT5jrGzepP7tdDXxJXsYt3QIB09do2\/V156baxWr7P4Z7jqANPNoNYAne3pJ9RVFYw0HymTp5W03MyrEHVWHxFaBrYt4Nw6li8KgU6k7+ZRI9iKhJ6sojM9o8acRduPevE5GyIpU5UGxEGPEPaD1qlxn6NhbZ3KCIIyglDqPCGI+BNTyjPaJZUm20PcZVDdAupk\/u1HxqqrMLVsZHAhrgViojWCBA94rjknRZS3RXXXDP4swHMTrEb686idf5NLZDMbx0puuSe3ZVaExRFKNeE1OhjyaK9mvKKAKKKKAPYoilUU1AIopUV4RWUYeUV6BSorasDS9juHFmbEt3YtWNX7zNBLBgICg6jzTygVTvbliVMidPblVkj3LWGCZwBdOfJlMxEKxI6gdNqhYawWbSJ\/VYA\/I1bjUUid7bJuBtjmCD7fyKurOCLDwnNPz\/wCaRwtXBgrm9CAG+R0PwIPpWv4bgLVw6iHG+UlLg9xoT8RTezGRiyuJzrH8OYMRlMj0qsaVPSu1vwBydLiXB926ni9g6wfpWf7QcBtWrNy9dw8BBICXfCXLBVXxLImZ0pHgrpm+6mZDg\/aF7Wm4rpHZTtbYPnISBLMToABJJPIVxRnPX5V4zmNSfmaZfFGu2P8AF8Sty\/euKIW5cd1HRWcsB8jUJqVSSKi1odC1Ej2qVgcPnuIkxnZVJ6ZiBP1qJbaDNarAcPVLS4hmKtcDC1bHmP2S5J+zqYG5OvLWuNJq32JN0b1cUt7CK9tDkUG3lU+XI4yjY\/Zy1acKvnu1z7hZHo0ZCNeZhj8qzPYay+tkglLm8DysQRJXp19hWhxNg2rT28sFQWkkQYB0nTX\/AJrsxyUlR5mWO6Xkz\/5TAHsWXJMyy6bRodSCfwrlhA5D8a6zxa13mBuKCpNsI8FtNVGbXYecc+lcqupB2j010+dSyxo7sL+KRpOyPFVRXsXGCK5DKzGFDgRBP2QRz5EetaG\/wtozmMp2bMsdQQQY39x9Z5rXmamx+p4KmUlBM2eKwUAldhGqwY1gEZJgidPDqNJ0qr7s5gNAZIEGASNWKtyA1JVufyELgGNFu8pfyN4X6ZTGsc4IDf2a12N4cbbmYiB4m1XcFSJ0YnXxdGjarY6y7QrXEgWrcRp818M6R4k31I1jaascPhy4JALAfsOIiNj5ZUH98VDsDWco97bGV3nmdvHy5irXD3wASWA65lHrIlZJjKRy\/ox1rqbOGfZFu4XKQY3+9bKk7ag2zocwUyf6yruw9s4e491G\/RHMrAZizCQRnTWfUjSaqAwDRCgzHgulDPlHnO2cgbf9v2FSuHY1UuEZtWH21ZXGeSfICrGFOp9Otc+RWWgzO2C5BxC4bOSTnBDkBPeN+rAz6VU4+4gK92ERSCf0ZeYP2WzHWK3nEMBcu30sqzHD21z94SkAsNWLB9R\/MVjLnC3LsbaHIJPeXPJAOpDRBFRlFeCqe9lA6kb869tWSxgED1JgVIfDxJkMB0Mb9KispGhEVyTjT2tHQna0Ka2BPinTkDv0pGTSZG8RzoYjkI+NJAqTq+jRNFKiiKWgE0UqKKKA9opUV5FV4mWeUV7XoFHGws8FdF7Ldk0t4Y4rFIC7ibNtxsok52U75tIB5CedTewHYhcqYzGLoYazZb7XMOw6cwvPc1d9qMablzuweX4fz+FVxY7lZDLk1SMJxLvLtwu+vQdBy2HwpeH4cp3QNH7wq+GFHT\/SpmFweorqeNdk1LRH4dwwwAG05C4MyH011B9jV1bwJygMoBG0y1v+y3mtmrbBYIZdqknDxqOXz+NLoxsj4a3cUBSGK9D41+DjxD45q5r+U7jS3btuxbuZ7dpZeGkd4SQQeRKgAT+sa6rfe4ti49sTcVHKDQAuFOUGYETFcG4pwXFWyXvWbgkks5WVJOpJdZX61KY+OioY0gmlmmyKjI6Ee15RRSDBWgxnEy6WPCcq21QzMF0lZB\/ZCEjqaz4qW5IRBPhJYxOgbQHTkYC0y0rFezo3Y3tTbtEK9stsJgE\/SPlXSeK4O3dR1MSQQpMz4lge\/mFcR7NYRrjqNh6fjXbb6kohnkoJ25an33NdNdSXZ5uek6RisNbKO9k+EOmTyNBkMinN3ZGxTns3rXMOL4E2rjW2y5lMEKQQPiDv6V1btBh0F0ZwxkypBAy5jBgmft6R+tb+7Wd7fcNL27eKUJkICEjQ5hzOmsiqTjyX2dOOdpM52wFNmpDr6U2xERAnrrPtvFcUlR0JjddE7N4j84wbq2Uvh1CywmbZPhG3LVecada53Wi7HYopfyTAuqbZ0ka6rpz8SqPia6PSSqVGT6LBRrMc9GVpBMiJ13ICaSPMasVvtlAFxG6ZgTO0aleZNs\/22qNiEAOYaaasmqxruJMafDRRGleWyeWWR91SdfiIEMR08leo4nDPsfuGQQPFBEsLKmBDCdADsHYERq4pdvDsWC25tT5lDOA2UAQAYKKsgZlnWdDFKs2cwkidPDMtGxEEkKNEQ89VPWlW7fdwwAABBOwEL1CsCBAiWBA6HU0koGxmka\/hF+zct9zdtrcbLEXGD+LbLoI1I209hXNeNWEtX2R1e2JIKHZJ5qqmI9JrVYTF3FclQWnQAo+RdAYlmVcpmAygT6jWl4rD\/niZXlboUhGK7kalGIlTHKY0I9q5pQpsrF2c9Itlipe4UGx8Mk8tBOlRlJUklCSB4SdB7mdzUrFW8j5WRvCYyswzSOkDQe1eYp+8I82Y6EO2v4fjUpRKplWRJJPvSKnNhinnkTpAifiOlM3bcRpA\/H1rmeNoopIj15ThWvCtJxGsRRSstFHFhZP8Z\/7iP6Eqf8YoNpudkH1Sf8pI+lIbJztMPZ\/9ymj9HyNxfgp\/AiuniTEsqc1dT6wfxAre\/k97G27sYy\/4rKHwW2Ed46nduqA8vtERsDOX4Dw98Tft2EvHxnUkN4UGrtrI0UE107tHxcW0WxYm3btrlBGhIUQMvQfrbnlG9ZwvQs58SbxzjSZspuANOi8wOpAmKocOQSXLat1PrP8APtVJgxnObrV1Yw8x\/r\/CrxpIjRIW2Jq1wGHk7VGw+C57enKrrBgbRBFbKWgSLGwsCi9FID0y17WoRTsyQ+rADX4DlVWl82Cs\/wBFcOUE\/wDbeYynqs1NR5YU7h7C3Ldy24BDEyPf+M07ddiVZhu2XYy1cBu2UyO3JR4S3MFR1MiRrMbzpye\/YZGKsCCNwa+i8FZzWwjashKE+2gP+E1ie3XZYXEe7bEXbRgj76EZwv7Qkwfh0icoplseRrTOTFK8y0+1sgwQQRuCNRSSlK4HQpDQFSApIBOgGg0HOT8TSFSp+DwveaT5dRJMakAxW+22jHNI13YXDBrqEqCo3DEyRy0mN4611Z1GgAhVmB6ztWB4FatJbUXA1u4NA6KxVxyzCND61uMDbi2gNzPuc0byZ\/1qklSR52Xdsz\/a0MFtsomA0nwzlBUMMx8pIbNOnlrzhV3vEaxcuSboyggsTmgsCI6jxb826VM7V2gyW2J8KEmAJOU+EjfmI3rL4B8twBUJ7vNmJLE5d7b+GNj9CBzqqVwsrh2qMd2l4S1m4y6ZVMaZtPfNtVFlbyj5TA099K6x2pwiXrfeM7pcSFYWVRoUgEswWCw5eauXXra5iMxKyYYrqehInSfeoZI3s6IOtMhyYiTG8cpq77KYJ3xNsqJCMrt0CqwY\/hHqSBzqsTDkkSDrXTeD4VcJaCgTcYS7EACQJCydIG3oZMGq+mwNPk\/6DJkSVBc4UWgyo6GAD81OvzqKcIoiWzGdt9v2ttJ261ZvdJBZiY68vrEn2A9+dUuLx5BCrEnb9Kuo68\/ltodK9KLdbOCabdIs0kfZAB6gGQSR9qf5NRcRicxGQBYPhEEHMCp+x12kDmapVxgYtBMKDH6a0JJIWZKaHUtvypOd8i+G5AZtf0bhRCQYygETPMVCWRNjrG0Wn5utweJVaE8Odbg1UnI5JfkCVPT2p\/A4YW2zkJnbxgKzKc4BkDMSJMsYX74qpOIXPcCZAVYuAyskEHUDIYgr1+6Jq14biNpzZcufwtnAAJ0JGoCnNuTpOh8MIPehjtjw\/PlvopAdY1USHHKF2JHM71neHWfMtxgq\/bJt5ip3Eag610s4LPYuIC2njWJ3HIEN4Z\/hsK55+bu9wrccWyAxdrgJMcpMeLoKmq\/4O5FdjYuOxEjX7R0C+k61HxVkKQFuBxyMER8DtUh33yiZ0LGTtsQTtQWk5ufqOf4UjimPF0QGQnX602UqwuISZPP5U21qpPGUUyDloqZ3VFLwN5ig7DbED4m5\/Fa9Lv8A1ttvcp\/mFPC0OeG\/+wfgTSUsKzBVtMCxCgZzuTA3HU11e2xOSN3+T\/Bd3Zu4u4qjN4EKhNVGraryLAT+x7zQcXx5u3SATE6zW+7SYUYbB28OpCqiBdZEmNddtTO5rmeHwrliwWdfsEMPmpNRvWvInctmk4XaBjQ1o8OmUbVVcHtaD09f4VdqOQFDZpJw9zT2qHieJ5B3mxttluD0Ox\/5poX8txQfLclD6E+U\/OqjirgXBPluju35anyn4NWeANp+cZlkbEf8VDfEVTdlMeXw+VvOngM9VJQ\/QL86mM\/IfOngLJFphL3iFWeAaGYVSYA6irnCf0hrMiFSJVhIuOPvAN8djVN2ztZMPduAxCNMbk93cVY9ZcfKrtG\/SH9mKpe3Lj83SRINxPCN3jMwQe7AD41BXYz6MfxDgC4+7duPc7t7bBC4Wc57tCARImGJ8W8aa6RjuIdmL9kxcUDodcp9mjKfnXUOH2u6ti2SC5LPcYf1jmSB6AQPgKtN1iAQ2hU6ggzuDvVuhVN9JnC24dc+6T+zDf4Zq74PhClm47QDcYIFOjZV8TGDykrHUj0recR4BZMtBtEamJZf3SdOe3yrEte75u7C5CgyhSNXIJJkfe1MdYim5Ro229MuOD8au4Y\/pV721tGua389R7H4VvcBiLT2BctQyExpyMbEdawmCuZlCuudQI0\/pF\/ZP2h+qavOB4Jkl7TTbYHyGFYgEiVPlcER8TWONk57Racdcd1La669BIgn1gxWRuoVW49wn9GgttbEaqXXWBovMTuIUwa0mIvBrbZWBIEjpAOU6+0e2YnlWfxL93ZmYZmgFlkAQfC46\/Db6UiqjQuB0xK4ggoRbBFybYzal1mVUKdM4kwYjSJgg1UYjs1bV2a5cXLJhbSiSswDyCzpEAySKtbCFRcOuYlSQTIzZACA066HKehca6VV4m6ZLZj9ph8+7t\/LU\/E+tVxK+zpyPeh3AWrYuKtu2ojUsfE2RDLnM20mEEQCSand6blzyS06li0zvzjqDr1IqNhcMEtux0zQk\/qWzlJB9bgn3RetOYB3kZuug6mfL7BpHpFdca7RGY3xrHjOLWYwNDlIHqzE7CANBG3Ss\/exYYu\/droMolnOraciPshqlYnEM5uMi5mBygqmYmTEmQd1U\/Oo5TEBF0u6sSRD7AKF05CS1Ryy\/wAUZH9ke26d3rbHibkzA+Ab6kj7dPXDby2\/OhhiCIbTMRP2eamn7i3wqALc8pJBDESWO4II2ApjF32BVWVDCAwVAPiGbdYPOoKNaNuyWWPeAB1fwCVeOdsAjxj6KTT9qLfd3Gttb8R8pOitAght9FbmKi2cjX8pVlOfLKmRqcuza\/WncCAiEC5CkBoMiYOUyD4Y8fXlTxWhJM2vZriGRQGeZ8IJQAkqSrTqZ8pOvWqftVw9u8AsBczjWFVC6sJG7Et8hUrB4n1BUgHNbVCdfO0rv41A9cxFXv5zbNs3NZtgARl1BgjcqNPcaVOa4uzLbRzbB8HuEFWtNmPlEMCT8NJ9DTI4NiJM23UqY8YI+rafWtZeBd+8dycxkEFQD+znxBHwAqtu3UgiVAJJJJwup9QWbX1rEgWRlEcHcHmKCfvXLQ+haj8zE63LfwLt\/gU1bC6oGjKPa5ZX\/Bbrxr\/\/AJP\/AJD\/AOVKbiNzZVf9OH9YP7u5\/soqy75f6xf76\/8A6UVnFG82USZp\/pD83\/hWg7I2M+MsBrpYB8xBL7IC\/wBoRy60ymFBGlpT8XP8RWh7FYA\/naHu8oCsZi6OUfeI51bIuMG\/4D3E5UXnbYkrn1E9M8xy1tsfqDWDwwBYTBPr3ZP1CPW97dqCNQCR1Fsn\/wBip+RrF4W20wc0f\/kj\/wBw6\/WuDwisfJp+HMQBM+k5\/wAHDD61YWGBbKdcwOo6j9kn8KreHLyEfCOn\/jYfhS8ZcKFW5qdzG39tR+NOY2NcRtyrRIO41B1GoOsHcVT8dcvaLTyDiZXXc+bTcGtFxJOYEqwzAamJ3+8PpWVvt+juIN0naNiJHkYev2a1pUKpOybwabb3iQcrFrixt41tXN\/eascNcJMaGPMeh6epqgXGZCrcxbA1jdkUfaCHQKOdXGAveET8SZP1YN\/irYDSmzRYBdquMP5pqp4a4I\/0\/wCCauLQ1rJGKSHUMEmqjtUR3AuHXunDj3IKD\/HPwFW5XSoPFsMbli6keZGA94MfWKnFbCTMXg+Jy2\/8zWmwGJBjauTpjihrRcI42ZA+lWdSJKLi7Og4107sk68gBuSdFUep2rnXaPhvd3O8Jy+UEidJPm6wH\/EHlW3wOJDwxIJGg6DrA\/jvVb2stKyBW+0Cp9hH\/NSrwWT8lHhHzHxgi71ERcH3lOxbqOf0rY9lUGVnH2m8Q1AaBq0Hyt19jXOuEuyMbLAXIMC25jMQYOR\/sPI22NdH7PXkyeHvFuIfHbu6OoPlY\/eHLMK1yuIOOyFxHCd3cuIGEOpKgzGwWDyjRPmay\/FLv6RB5YXNqJBCoGNtwRuAo3BrpHHsCt2wzx4lHLfK2jfH\/QVzjEMjuTmIcwp0Hk80kPoWVQ2ggw0a6TTHPlG\/0EIcWx5LgRdcshcxyqDLFQ0y\/OTb26VFRO8bukZgcyLItoAoCuznwxIBBNLvXizNqgnLIcID42zwQw3y5R8KtOzqMtu\/eZkljkQqE8x8TklRvBA\/tGrXS0bLWyFxO8vkzLGg1BkQVAMDwkwdzzFQrTMAXXMWyk5m6kEDf9aNzUl0uXGIDqCZggj7rmSVH66b1AxqeBh3gLFl8zRpAMSTr5a6E6VEOytxAuZAHMyx3dYAAAESfU\/SmsThTlTLEhdfEnNmYc+hFO8Qw+buxmWAv305sxnU\/wAwK9xODfMoCEjIgBGuyKDt61PuTRvhDOKsXCVIQmEUSon7I5jbelYzGXEIUlgIXRpjRRyOhFM8UsFbhEEQFGo+6oX+FLe44uQHYDw7ExOQcqnbuka0qscxOLIxDeBP6TQxB8\/6pE\/GaawzqzGVcAqw8ytspbosRl61Mxt4G8SVUkXIMos6Pocw1n4\/Ok4BrRuS6GQxXKrEAjUGcwO4J51jT5VYKS43RZ8PtomV0uARmA0OmzqGgGPEJkVuMBZAR1Kq3gAIkbgQCI9Nd9NuVYXhRtnNlzhSy6FRp4X0kNrp+FdB7NJlS5EE6xJiQSW3Ow8X40Z9InFtvZlMbh7gli5ZQY0uXC3yAOlRWkAhu8nkQ17QesW6ucZaXNcDLbA+73YKgk+bN3Yk+pJqscKxiV9IS3p8mBrYI5+ZEuMw0zMPXvbuv\/8AOmmun+sP9\/cH+SrD81cgCIA55bo+quZpQsRu7f3t0f4lNU42askUVXf\/APkP\/wCy3+2vas\/zc\/1rf3y\/7a9rODG9yJXd6dAWf98x8jNavsTgYxAcNujDyjoOYjpRRT+o\/wDJ\/QY\/zX2P9vb+RJMn0BgfJgw+lZfAYSVzggRyywfmhX8K8orzY9I7mW1nEQQCCeW\/rHME\/WpnErH6PNPmGu4\/Aj8KKKcSQzhb3eYdZGobLJg6fEVmePW+6N3WQUOmv+YsPpXtFD\/EF2V2GliCNAFXTX7o+4VH0qywt3M+U79dPppI+dFFEBpmv4cxG+vz\/iTV9hmmiimmTXRMWkMNaKKkjZHJuJ4bKGYmQCdCJPzcsPpSuE4RLgBChdPWf\/UqPpRRVfIj6LfhB\/Sd2pYRzJB+kD8aY43dYs5Jnu7YK+7XEBPyJFFFZLopDsjYjArexOIQ6C2VYED+sCyPgxmfh0I0PA7rXbeZmPeYd8i3DqzIy5wrdQPKeo6UUUiKM1XFLxGDusuhCZhzgiCK5zcQYhbjsIMSY6wDpOw8OoM76RRRVcC1L7C9oiXLRXchhlBAIOhBG0HbfTbWtNibYt4VFA0Od\/DpqC3WZ0AE+lFFW\/1+wzdEfgyIC4ynUMZnbl0\/VFUeIwKsboJPhdh+6ABXtFXXb\/o4m9sosWNfZU+iL\/pUzEbufUj5UUVkPyY8\/wAUM452S42VmEEjzGn8RbLXLgJUwTEop2JA135daKKWvkNfxC9ZQs7ZQIuxoWkyxE6kgH4UnhuDV7zMJGQkkGCDqdNAI+tFFE119An2aPhHCBA8WmYGMun9G46+tbAKtnDspXOAuuwnSeh9B8KKKh6h2xcZjlw5GRs7AXdQqkjJHIEkz9KesudWUxyg+L4yaKK6UebN\/I9a5IByrrP2R\/CKb\/Oo3B2nR2G3Lc0UU6Wgj0TFv6Dzfvf8UUUUtAf\/2Q==\" alt=\"El futuro de la humanidad, la inteligencia artificial | La Huella Digital\" \/><img decoding=\"async\" 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\" alt=\"La Tierra se est\u00e1 inclinando debido al cambio clim\u00e1tico - Scientific  American - Espa\u00f1ol\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBB2jd8vWkU3w6YwTNCUdpZpMenJA6zR9ykA&amp;usqp=CAU\" alt=\"Viaje al clima del pasado para evitar el colapso del futuro \u2013 Tercera V\u00eda\" \/><img decoding=\"async\" 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\" alt=\"Mundo futuro: las ciudades ser\u00e1n las grandes protagonistas - Infobae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con el paso del tiempo todo cambia: nosotros, las ciudades y los mundos&#8230; La Tierra estuvo congelada y en unos cientos de a\u00f1os&#8230; ?C\u00f3mo estar\u00e1=<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Tiempo at\u00f3mico hemos dicho que\u00a0son escalas de Tiempo\u00a0utilizadas para medir de manera m\u00e1s precisa. Se basa en la frecuencia at\u00f3mica y es la m\u00e1s precisa y consistente disponible hoy en d\u00eda. La unidad fundamental es el segundo del <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> (Sistema Internacional) que se define a partir de una linea espectral particular del \u00e1tomo de cesio-133. La frecuencia de esta l\u00ednea de microondas se adopta como 9 192 631 770 Hz y fue adoptado en enero de 1972.<\/p>\n<p style=\"text-align: justify;\">Claro que, adem\u00e1s, existen muchas otras &#8220;clases&#8221; de Tiempo\u00a0y, podr\u00edamos hablar del Tiempo at\u00f3mico Internacional, de Tiempo civil, de Tiempo coordinado, de crecimiento, de cruce, de integraci\u00f3n, de relajaci\u00f3n (en relaci\u00f3n a la \u00f3rbita de una estrella en un c\u00famulo), din\u00e1mico, din\u00e1mico bericentro, din\u00e1mico terrestre, tiempo de uso horario, est\u00e1ndar, tiempo local, Tiempo luz, tiempo medio, medio local, tiempo propio, sidereo, aparente, sidereo local, sidereo medio, Tiempo Solar, solar aparente, solar medio, tiempo terrestre, Tiempo Universal, Tiempo Universal Coordinado&#8230;<\/p>\n<p style=\"text-align: justify;\">Cada uno de estos &#8220;Tiempos&#8221; tienen sus propios significados que, en realidad, son aquellos que le ha querido dar el hombre para de esa manera, saber a qu\u00e9 Tiempo se est\u00e1n refiriendo en cada momento y en cada cuesti\u00f3n que se est\u00e9 tratando, pero, \u00bfqu\u00e9 es, en realidad el Tiempo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_D14xuoFVbrQ\/TDcgs6hffAI\/AAAAAAAAACo\/Ur1yaDqjNEk\/s1600\/16331.jpg\" alt=\"\" width=\"614\" height=\"461\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Conforme a la pregunta que formulamos, y\u00a0 a lo que arriba decimos, con el paso del tiempo se producen fen\u00f3menos y se ponen en marcha mecanismos que hacen posible que, la imagen que vemos, pueda ser posible gracias a la presencia de fuerzas que, aunque no las podamos ver, su presencia se hace patente por los resultados. Adem\u00e1s, \u00bfEn qu\u00e9 lugares estamos en ese futuro lejano?<\/p>\n<p style=\"text-align: justify;\">El Tiempo es algo de la Naturaleza, no es nada que hayan inventado los hombres, y, ese es, el verdadero Tiempo que me gustar\u00eda conocer. Sin embargo, de ese Tiempo, siempre hemos o\u00eddo vaguedades y explicaciones escurridizas que nunca han explicado de manera satisfactoria, lo que el Tiempo es.<\/p>\n<p style=\"text-align: justify;\">Para nosotros, a nivel propio, nuestro tiempo comienza cuando nacemos y finaliza cuando morimos y, en ese trayecto, en eser corto espacio de &#8220;Tiempo&#8221; que se nos da a cada uno de nosotros, tenemos que <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r una sucesiones de hechos que conformaran nuestra propia historia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La primera ciudad flotante del mundo se construir\u00e1 en medio del Oc\u00e9ano  Pac\u00edfico | Emol Fotos\" \/><img decoding=\"async\" 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alt=\"Amazon.com: Stargate Atlantis Arte Digital Glossy Print &quot;La Ciudad Sunken :  Hogar y Cocina\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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tCm\/dC66ByABp91d+6KQxPEEQFEJUHRiVBLazrI202p5TfgYxXpaH0odv+phbLjmcoG\/XJNRXiuFf2sAg\/KU\/wBKoMPZturqXAXRjmVhJEgRlBk6nTtpq1ZS8CACAqL0\/VlcqrPPnMxzJqcpXQ8Y1bOp4Q+Gdy1rDqgUdJ+jlQHbMZ0JjQDU0\/d40i6IAQN2Ohgdm3ZXE4jFhVWzh4FsANIOrsdczEanc69XZT0hbLliC0QFGw6yBEHl21o9WSpHLJK+C\/8A4krgl0Rh25SCTMBZGpMRpI+FVnGLsZVTDWsr6Z2QEIYBYMFG4nTr84oftrLoCCpBlSTGgESza9GND36VY4bEJcRrbkwwJ1BLgD2XUNoCGPLfQzGlXm+RqKBm1hEXIc7seebL+kLqKUdMKSJS5p1Zj8cv71icMxVlc7DOg1JE3I30I9pfGKXu30yI2d87hmYW2KqgmFBmekYYkTpp10fkL1F\/jt9MaThuGfazd8c4HwNH+xrystH9f1qlfH5dPtF3wOb4hhTeH4fiLih0fEFTsSCJ7RLajtGlVvxXaI\/Hk\/Sm+x2xOZ0VgYyZGLbwSZAA01iZMUVVwyt7TssHa2iNm5QCzALHM69ldTc4v68st9EuotvpM4HrEfLulxQGQFo6J32iZA5ZUBOgMnsP0pRhki5amJPC4wIeimcSTDDoxyzRE+Yqxt8Wfryy2Y5IVp6s8SAO+q66Au7GeoEzS1zFDYQPnV7MV2RvPw6H7aHTIwCoCWMKzux11Y8zqeqkLmLVSwVCeQzQsGNyAevtqnZutz4VoXNOiZ57TTUYx4RMpSkW44te0ylE59DID4mST50uuLLu5Z1LSMxyyD1a5TMTStoZhJ07BR7dkdvZRYJBGKzyP5UA794mpu6sAGRjG3sqAfBSfjW0TTTzHKipaEiZOk6dkT+1DYKIa1i2X2URe9cx\/wA5IHlRLeMuzIeD+FVHyWt2QCY16tI08BV\/wzgzXGiQgG5fQ+A3O9TlZeCRSoj3Gl8je8zqJCjmWWDTIx6IwtKuRJkMNhIJXNmGYkyDG8dm9hxy5aw+eyhLXdBmYLkWDBmfaO57MvOuaxjqWGQszaKudQNelLDrmN\/9KlysTVdDOLxVtTnL58+hJDE5okEzMQYOkwYpJMMxPrAOiChLtBckwQBsF6p0oltc4y5WkbE6dpI6tiNOsUEXVSPaLExGmXQn2tJO5ArNyb4Kq3ySVkt6l87Kw9k8tIzFtRroQJpVrSSGLzLGQGDgwPe005czuOVHGAhc+ZekCd5EAajqPierSgWiueDMADsExsOYGvnSsGr7HOHyzkXXQK09JmVdwfZMSer+4rbYdVLhCjKI6WcN0vu9HfNvpvrQL4RrfRkNmUEOYhROon2hsTQOHvdDMVU5IhpGgEaa\/dPaO2gHxwMWr7KMrupDTEnN3abLBjcVa4h2trndApdYDDNkYEZQGEwQB8tqo8RZGXMRIJB0kRI13G21O8PwwIysoKmGUhl0iQRLkBeUjQ6U8gSfRfcH4sYVScuuUKzFgdcwKsTqNSIPd3Ovw1CZVbeskjpjKZ1EBxp4VR2cIcgPqzBjXmp5ECdZkHTxqxwHFwGm6hzEAExldHAjVT0SCCJ225VcZJ80HK4HBgI+4h\/\/AF\/96Ys4e2D08PI\/A7j4Mf3q\/NlCFOqZlDAkSpB27RQ7vDniVAcdaQa3UYszcpI5vE4EboLUdTm4jDxzlT5iud4sjDe2qGdxmIMdRzkGu1uWXOgt3CexCB4sQAPOqDimDQQHe3b6UkZvWPsScyJI7NTzrOUIrplRnL1HK4bEOpIknlz\/APEir\/GJegpYDXEGk2z60MNznUGV13BXYVX4nE24ZcsvmOVwvq1y6R0BMk9\/Oq9rwmZIrNRS6Lcm+xkcPxGdWa3cYrC9NLsafdnKYXsowsXmKIyX2SdQqPmOUjNukE6767jupX7U41Dv4MQaAMS2b2nJE8zoTB+OlGDsVoubXDMTELh8Rzgm243A1Jyg8o\/3NG\/gWLLAi2VM\/wCI6IIG2jEGCpiNdRPOkeH4p3cICZYwSZgCJZj2AA1LinE4uEW9EGgBkkgaSTO53prTb6ByS5O44Zinw1si8yO7FeihYwoXfMRE9gkdtCx+Iw15Gc21dx7KEpbYk6znJ0HmeznXD2eKk6M7L3SR4if2p1LiNq2Isx2q4b4KNamWhIuOvErcZh8pDPhnIOrGzLhfiQfPlWXMSRAGJuFYGX\/nXFheQylQR3RV3ZwlhxCXPWHnkDt8ADVPxT0exWf\/AJVq7lgfcffnyq46KS5dkS17f6qhqywUQoA7Bp400mKIoK4c9VEXCnqrsOPkK15G9tEb8ygnzpW7wvCPBNsqfwMQPIyPhUrmFYDY1BOG3nMBYHW2g+tJqPo05eAH4NY+5eZfzKG+RFV9v0eCmRibZHUcy8u41fW\/Rufbdu5B+5+lFPo9hlGpY9cvHyArNuJolIprfByNfW29Opz1flpleFiRN5B2Ak\/tTV3hmBXe4ynsuAny1qtujDI0pcuPHLKD8dKEosTckWuG4Mh3dm7hFPJg7NvWJ56mTVDc9ICBCJlHWxk\/Cqu\/jHf2mJ7Nh5CqUUJykdPieOonRQCfwgfEis4PxxxdDuSVOhA907+I665NWpnD3INNxTVEqTTs7vi32e9cm8rJcG1y2FyvmGjujaMYO4I1mqW\/6Oswi3ibLrB0ctadmPWGGUDXk3KmrNw3MM5UIz21k5llshmSpkEEb+dUXD+LOCQ6IwUZZGdSSPvHpakj5Vy406OvJPkfTgOMAByMwB2s5LkxsZQnQ7a9tU+M4ZiUAY2L4bUdK2+kEa7dRFXacWT+Uw7nP7g07h+MW\/fvp3PI\/wAuvwowd2GUTj7F50IVkOXchlK7Qx5fhE0IuGBJMEnrAHnHdXpNrEswzJibzL+cnwpe\/wAbCGGxF5iOSuPiTpScGClE4NbiAyXOuxWTC6gzI3jqO805ccqIRXIO5jpcoheWnzrprnpU\/wB3P\/VcY\/ARS7+luJ2Dx4sT8WNS9NjyRQYbBXmLA277dEhStu4yg8tvGrm9wfFvkCYW6mTQs8IrDQT02AkgdXOoXvSLENvefwYj5Uldxzt7TsfzMT8zVYCyLnhvovfVunibaAzI9aWeNhGSRz66tsLwvC2WXO5vPuA3sn7slF1YDNzI8a4j7QDz1JgDmT2DnTeGw1wt0gE90NJcjrCKC4jtAFH6x7DmXR3vGuMYe2huMXukFQVQBAoJAETyjQAdnfT2E9IcGqlbTMOvm2aNzmMkivOrzYZB\/wA93c7ZM+siYJRCQD+ZxVfd9IVErZtZTsGZtSO1UgfE0nqq\/Slpv+HacVxiP7WIvN2FIX9KsB8K567ZT7r+akee9c\/f4g7buV6wkJ55YnxpMhm1BJ8zSch4l7csmDly6ncluXVpS5wbGfY\/Vy58qo72Fc7Kx\/pNBXD3JHQfxU\/ShSZLSOjXAvyKx1ZhUbvD70dECRrupn41SZWjYjvFQt3TOpMcwNDHZTyYYo6nCM6WmlHFx+joJyoDyjYn9hVTcR51R\/0t9KC+PJmCRPaRG8RBEb\/AVjY14A9Y867M2s+OtNajQPSTJ5W91v0mtQfdbyND\/iD69N9PxGoDiVz3286rel8J2V9HbOJuJqjOh\/AWX5U+npJjAIF+9Hn8SJqibiVz32861\/Ebnvt50brfgbSXpdNx1+oVrDcXd2hmKrH3dKAmF0IiQfPwpV8OEJLEhesA9fYprfUtRdGGni5JMdxOJdW\/6jxyOYj96Bc4i\/O6\/i7fWk2xlpdgzd+nzYg\/pqLcRiMioO0kz\/ky\/vXLnJ9nXgl10NG85\/mH9RFQZHO6\/qYD5mljjrhM5lH9KifGM3xrX2y5\/Oun8jN+xqrkS1Fj1rBXGKqqBmb2QjIxPYAGknsqdnA3WMC2+aCcpBkgSTl96ACYGtAwuNu5hpfbWZfMw8iDVuMRdF1b9u24LnM411YROYbq\/PNsTqNyA4zl0RLTiuSmmsmrbiPDrhc3FXMrksMi5SCdw6Eyh7pU8t4pP+G3f5beUfOtoyTMXFoADRENTHD7v8t\/Kt\/Y7o19W\/gpqskLFstuF442XVyIXfrBWYMTvzFVb3hmYgZQWJAnYE6Dw2q1wli+iG6ivlZspDWxnBAB1mZXXcRQ\/wCJXU1KL\/Un+1YqcW7Rs9KUVTK0Xu2j2LLuYVGbuBjz2p1PSN13t2z3Ar+9NJ6U+9b\/AEt9RV8Ecltw7C+rQKfa3aOs\/SqLF8KdCSoLr2at4j6V0CYxGAIO4BiNdahd4gqCW6Pa5CD\/ADEU3QldnHtc1g8uusNwVd4\/HWrgnIH7UU7fnaF+NIpZRZZEUAay59c\/hOW2PJqylJLo0jFsVsWXcSikrzcwqDvdiF+NMJhEC5nuZhzKEJb8briD3IppHFcRuN0lUuInOx9ZA5ZVgIndlpUI955OZ27STHZ1KKhtv+FqKRaNxZE0tqP6JQf1O3Tf\/KKUbG3H6CkifuWxE98at4k07Z4KiDPiHCD3V3PZP0FGfi621K4a0qfibVj4b+Z8Kz76Vmn\/ACuXQmOAXAmdyttR7x18h+9KKltHUkZxOx6IbskVC9ee42a45bvO3cOVTJ21On+1aRg\/9ES1F\/ksBi2A6Fu3bH4UBbzbesvYq6f8Z56hA\/7YpMXtYPfNSDnl9D571WMV4Z5SfpD1lzUs7nq6bz86W+1XZ0dx\/W\/1pjN3nxouGwj3DlRCx7Nh3k6DxpqKYNsU\/iFyIDuTzOdo8po9vF3NJZojnB18Qa6TA+iwGt19fdT92O\/gK3xXEYawpREUvtCjMw\/Mx2puHAKfPRVYDhKYkODeCXIGQOFVH6wWC9HTntVfj\/R3FWfbsXFHvKpZO8OkqR40F8U5MzHd9aNY4xeQyl117naPKYrBwknwzoU4tcoqjaJ01\/3rdywxMkk9vcIGngBXRJ6W4j75S5+dEf5ilrnH8xlsNhj\/APUg+UUJyXaG1B9Mo\/s++88tRHbNQ9Qf7\/2rpV41hj7WCt\/0vcUeQaKw8QwR1+yEdgvXY+dUpr1Mzem\/GgpuW0HScA9+tAfjVpdAGbwj51zU1ldTkzlxRe3OPrysr\/VB\/ahjjv8A8KeUftVLW5qbKOis+kSD2rAP5W+oq1wvH8M24KH8Q08xIriJrYoA9NTFIRK5SOsaii\/a16hXmdjEOhlGK937irfDccOzjxH7iqWPpLvw7f7aOoVL7YvUK5dMcCJBkVJcbVYonNnVDFL1CiJiU6hXMW8YuUydeVYmN7aWCBTZ2SYteWlFS6kzXGJjj10ZOInrqHoota0jtldDuqt+ZQfmKle4fhnIYWbQbsRB+1ccnEyOdGXjBHOoeh8Za116i8x3BLT7h+4XHC+QaKRHojaJlCynuX5gA\/GlRxsjnUv483I1OzP6Pej8LK16DO3SFxJ\/GDPnJqOI9Cr4GhRu5j+4qu\/4lcfejxoNz0mue+aNif1D3o+DC+jF8fdQf1j9qLb9HLpMPctW155Tmc\/5YHxqlvcfc\/fNI3eMsfvGmtB+sl668R0t\/wBDcOTmOLynnmHrD4EkUpxD0awqIcmJd35KqpB7IBmuZfiRPM1CzxBg4adqt6bS7JU030AvWmQwyFT1MCPmKEzHrFdPjvSkMMrWWPipHxqmbjVmQPs89fs1CbfZo4peiQI7KZs4K4\/so0dZ0Hmd6ct8ftLouHg\/0D41u56Snla83+gp0KyH2exZZVvv0jrlAOXxbc1evjktIDKovIARPcBvXDcd4u93KrBQBr0ZnzNJ2HdjmmevNrz6zziKExNWdLxH0hd5VJRev758vZqnFItdZXIOs+AA+tFt4lTtRdhVDBFKYljMAUwXoTqO2ih5AC8HWtC4am9oddDyid6VBZMOK3mqCpWQeunQWQmtzUKyaoROaya1UnSNmB56T5aiiwNTWwajWxQImDWwaiK2KYB7DsD0TToxPI6H4UgGy7Vhad6E2iHFMsxdqQvVWI5G1EF6tFIlxLEX6kMTVeLlbz07JxLL7VW\/tdVmesz0WFFl9rNROKNV3rK16yiwxH2xR66E2INKZ61moseIy12oF6BmrGeKTY6CM9bR6Vz0RHqG7KSG775h\/fxpNYJkHvoxpdrUEkVDXJpdoK0ExvULp310I0oSmBrQrnIHakBAjpAbn+96IrkaA8z\/AGKXukTpU7VwzET\/AHvSXY2av6sfD6Uayka71p+k2nVrz58qxlyzy5U0gbMbEHlpRg8\/60EoAK3bft2piCO2lDI51ODEj9q0RTEQc6aULXto2vOoZxSaQ0ESyCB01EiYPLXatiwsTnWeY10+vhWqygCS4Ye+vZoez+\/CpfZ1\/mr5H99KysoAnh8MpglxGm2m\/aancw+RhDgd\/VyO5B8Kyso9G+gfqQT\/ANRe\/X5f3tWigCznBOmnPXfy\/asrKZIIGtg1qspiZKaya3WUAZNbDmsrKBG\/WVv1lZWU7YGesFZnHXWVlOwNesHXWjdrKylbAiblazVqspAbzVtWrdZQMZV5Wh89KysqRmOIMHSoYkiTBkbisrKQxGNfCpLcAAA8xWVlIoJauDMeQaJ7KK7S0dQ3msrKEAJ031rLZrKyqJN2Z7+2itW6yn4IE3dUMorKykM\/\/9k=\" alt=\"La ciudad futurista que busca prepararnos para vivir en Marte mientras nos  ayuda a sobrevivir al cambio clim\u00e1tico en nuestro planeta\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkQFzeCpJF971ozLldYDwho7uSQojR2f2wGg&amp;usqp=CAU\" alt=\"6 ciudades ut\u00f3picas para reimaginar el futuro en la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El tiempo, posiblemente, posibilitar\u00e1 construir ciudades en el medio de los oc\u00e9anos e incluso, en otros planetas. Los campos de fuerza de Faraday han dado lugar a que, la imaginaci\u00f3n se desboque y corriendo hacia el futuro, haya imaginado inmensas ciudades que, situadas en lugares imposibles, sostienen sin problema a sus habitantes que, resguardados por un \u201ccampo de fuerza\u201d est\u00e1n al resguardo de cualquier peligro que del exterior les pueda venir<\/p>\n<p style=\"text-align: justify;\">Claro que, aunque en realidad el Tiempo siempre sea el mismo, en &#8220;nuestra realidad&#8221; siempre ser\u00e1 un Tiempo diferente para cada uno de nosotros y, depender\u00e1 su transcurrir de \u00a1tantas cosas! En momento felices veremos pasar el tiempo como un rayo, y, en los de dolor y tristeza, el tiempo ser\u00e1 eterno, nos parecer\u00e1 que no pasa, que no fluye, que est\u00e1 est\u00e1tico y congelado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT0x9VzYMZeXwNLtFJcKL1whKQcknI2518F7Q&amp;usqp=CAU\" alt=\"Hijas Felices Madre Riendo Juntos Adorables Dos Ni\u00f1as Peque\u00f1as Disfrutando:  fotograf\u00eda de stock \u00a9 hurricanehank #372618066 | Depositphotos\" \/><img decoding=\"async\" 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\" alt=\"Qui\u00e9nes y cu\u00e1ndo pueden acompa\u00f1ar a un paciente Covid-19\" \/><\/p>\n<p style=\"text-align: justify;\">En el primer fotograma el Tiempo es ef\u00edmero, en el segundo Eterno. Ambos son Tiempos Psicol\u00f3gicos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para resumir, al menos a m\u00ed me pasa, despu\u00e9s de hablar largamente del Tiempo y de muchas clases de &#8220;tiempos&#8221; que los humanos nos hemos inventado para cada cosa u ocasi\u00f3n, la \u00fanica verdad es que, el &#8220;verdadero Tiempo&#8221; sigue su discurrir oculto, no quiere que sepamos lo que es, y, lo \u00fanico que deja ver es que, siempre va acompa\u00f1ado por eso que hemos dado en llamar Entrop\u00eda, y, ese compa\u00f1ero, nos destruye, lo destruye todo a su paso.<\/p>\n<p style=\"text-align: justify;\">El Tiempo transcurre inexorable para siempre mientras que, todo lo dem\u00e1s, en el Universo que conocemos, se transforma y cambia, nace, vive y muere, mientras que \u00e9l, el Tiempo, nos observa y sonr\u00ede con esa mirada del sabio que sabe lo que todo es, siempre, desde el principio ha estado aqu\u00ed y, estar\u00e1 hasta el final, mientras que todo lo dem\u00e1s, habr\u00e1 desaparecido.<\/p>\n<p style=\"text-align: justify;\">\u00a1El Tiempo!\u00a0Un misterio por desvelar.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F15%2F%25c2%25a1tiempo-%25c2%25bfque-es-eso%2F&amp;title=%C2%A1Tiempo%21+%C2%BFQue+es+eso%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1Tiempo%21+%C2%BFQue+es+eso%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F15%2F%25c2%25a1tiempo-%25c2%25bfque-es-eso%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00bfQu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es que, sin embargo, no ser\u00e1 -seguramente- lo que es el Tiempo. \u00a0\u00bfTranscurrir\u00eda el [&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":[235],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/9074"}],"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=9074"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/9074\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=9074"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=9074"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=9074"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}