{"id":30296,"date":"2023-05-07T07:19:28","date_gmt":"2023-05-07T06:19:28","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=30296"},"modified":"2023-05-07T07:19:28","modified_gmt":"2023-05-07T06:19:28","slug":"la-naturaleza-nosotros-el-tiempo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2023\/05\/07\/la-naturaleza-nosotros-el-tiempo\/","title":{"rendered":"La Naturaleza, Nosotros, el Tiempo"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20161128174902_1200.jpg\" alt=\"Las constantes del Universo ya pueden definir el sistema de unidades\" width=\"425\" height=\"682\" \/><\/p>\n<p>Las m\u00e1s afinadas mediciones nos dicen que todo el Universo se rige por las mismas leyes y constantes<\/p>\n<p style=\"text-align: justify;\">Las leyes de la naturaleza son las mismas en cualquier lugar de &#8220;nuestro&#8221; Universo; todo est\u00e1 formado por part\u00edculas elementales que se unen para formar n\u00facleos, \u00e1tomos, c\u00e9lulas y materia. Todo ello, se produce en un medio que no conocemos bien del todo, al parecer existen algunos par\u00e1metros desconocidos que hacen que las cosas sean como son. Algo puede estar permeando todo el espacio y no sabemos lo que pueda ser, existen lo que llamamos energ\u00eda y fluctuaciones de vac\u00edo que no sabemos bien lo que puedan ser, hay (seg\u00fan nos dicen) m\u00e1s materia de la que podemos ver, y, tanto el mundo infinitesimal de lo cu\u00e1ntico como el macrocosmos, existen fen\u00f3menos que debemos descubrir si queremos saber, lo que la Naturaleza es.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Las cuevas Reed Flute: descubre un paisaje de otro planeta - Mi Viaje\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSxVEx7ETWoM9vT34X3vuyaRvX5wviOgHC92A&amp;usqp=CAU\" alt=\"Reed Flute Cave en Guilin \u00bb Creciendo con mis viajes\" \/><\/p>\n<p style=\"text-align: justify;\">La cueva\u00a0<strong>Reed Flute de Guilin<\/strong>,\u00a0<strong>China<\/strong>\u00a0fue descubierta durante la\u00a0<strong>Dinast\u00eda Tang<\/strong>\u00a0hace casi 1,300 a\u00f1os. Y, de la misma manera, hemos descubierto otras maravillas en el mundo f\u00edsico. Leucipo y Dem\u00f3crito conjeturaron, 45o a\u00f1os a. C., que la materia estaba hecha de entidades indivisibles, los \u00e1tomos y, Plat\u00f3n, ense\u00f1aba que el mundo material s\u00f3lo era la sombra de la realidad.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" 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alt=\"Teor\u00eda de la relatividad especial - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"El principio de constancia de la velocidad de la luz \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se inspir\u00f3 en la invariancia de la velocidad de la luz para regalarnos su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial con su sencilla y asombrosa f\u00f3rmula \u00a0E = mc<sup>2<\/sup>, que nos dice la igualdad entre masa y energ\u00eda. Nos dijo c\u00f3mo se ralentizaba el tiempo al viajar m\u00e1s r\u00e1pido y, con su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, nos dej\u00f3 una profunda lecci\u00f3n de c\u00f3mo se formula una teor\u00eda de la m\u00e1xima eficacia mediante unas ecuaciones de bella factura y, sobre todo, de un extenso e inmenso mensaje que hoy, 100 a\u00f1os despu\u00e9s, a\u00fan est\u00e1 dando sus frutos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Los Diez Lagos Subterr\u00e1neos M\u00e1s Fabulosos del Mundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQm6XoZb57fg4P1dc5a_OP6ckC42dnj_1BgpepkGNT5QkvUGgKWVeJbC0FWpxqTC79EnoA&amp;usqp=CAU\" alt=\"Cinco destinos subterr\u00e1neos, no aptos para claustrof\u00f3bicos\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Cheddar Gorge<\/strong>\u00a0es el mas grande ca\u00f1\u00f3n brit\u00e1nico que se encuentra dentro de las\u00a0<strong>Cavernas Cheddar<\/strong>, donde en 1903 se descubri\u00f3 el esqueleto humano mas antiguo y completo que data de 9,000 a\u00f1os de antig\u00fcedad. El poner estas im\u00e1genes que, al parecer, nada tienen que ver con los temas aqu\u00ed tratados, es para hacer ver que, son muchas las cosas que desconocemos y que est\u00e1n aqu\u00ed, a nuestro alrededor. Hay cosas que nos llaman la atenci\u00f3n y nos hablan de la inteligencia humana: Hace 5.500 a\u00f1os que en Per\u00fa y M\u00e9xico se cultivaba algod\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Los grandes n\u00fameros de Eddington y Dirac, Los n\u00fameros infinitesimales de Planck, y trabajos de otros muchos personajes, tales como Maxwell o Lorentz, son los que,\u00a0junto a otros de otras disciplinas cient\u00edficas han facilitado al mundo el avance intelectual\u00a0del que ahora dispone, y, a lo largo de mis escritos he procurado ir reflej\u00e1ndolos\u00a0para facilitar al lector datos que no conoc\u00eda y aspectos interesantes de las ciencias f\u00edsicas y de otro tipo de saber.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"La Incre\u00edble Piscina Natural de Hamilton Pool en Texas\" \/><img decoding=\"async\" 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\" alt=\"Hamilton Pool Preserve: La gu\u00eda completa\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hamilton Pool<\/strong>\u00a0una piscina natural formada de por la naturaleza cuando el domo de la caverna colapso, es frecuentada por naturalistas. Una bella piscina natural. Ante la presencia del agua, uno recuerda a aqu\u00e9l fil\u00f3sofo natural, Tales de Mileto (uno de los siete sabios de Grecia) que fue el primero en darse cuenta de la importancia del agua para la vida.<\/p>\n<p style=\"text-align: justify;\">El espacio &#8220;vac\u00edo&#8221; del universo, las fuerzas que lo rigen, la simetr\u00eda original en el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, las familias de las part\u00edculas con sus <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> (<a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a> y <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>), y las part\u00edculas mediadoras de las fuerzas, <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, part\u00edculas W y Z y el esquivo <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Tour por las Cavernas de Luray - Opiniones de viajeros sobre Luray Caverns - Tripadvisor\" \/><img decoding=\"async\" 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\" alt=\"Cavernas Luray en Virginia, 2021\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Estalactitas<\/strong>\u00a0que adornan el techo de las<strong>\u00a0cavernas Luray<\/strong>, Virginia, las aguas siguen mostrando un perfecto reflejo<em>. Uno puede pensar en el tiempo que fue necesario para construir lo que arriba podemos contemplar, y, al mismo tiempo, pensar que, hace ahora 40.000 a\u00f1os que los humanos pudimos inventar el lenguaje complejo con la aparici\u00f3n de los seres humanos modernos.<\/em><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><em><a href=\"http:\/\/flickr.com\/photos\/adinges\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSnKZwZ-E_B3zIVtsTLGAKJLJPoKSt9iQs1bg&amp;usqp=CAU\" alt=\"Archivo:Interacciones del modelo est\u00e1ndar de la f\u00edsica de particulas.png - Wikipedia, la enciclopedia libre\" \/><\/a><\/em><\/p>\n<p><em>\u00a0<\/em><\/p><\/blockquote>\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas y las interacciones con sus par\u00e1metros discrecionales y sus muchos beneficios con su eficacia como herramienta de trabajo que, a pesar de todo, debemos mejorar. Durante un largo camino de observar el mundo que nos rodea, los cient\u00edficos han podido llegar a la formulaci\u00f3n de modelos que nos hablan de c\u00f3mo la Naturaleza se comporta en ciertos medios en regiones de lo muy peque\u00f1o y, tambi\u00e9n, en el macro-mundo del Cosmos de las Galaxias y todo lo que en ellas existe.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRaglsYR7MLUU6qeubik7a4Wv4GOzqCRplMpw&amp;usqp=CAU\" alt=\"La Teor\u00eda Cu\u00e1ntica de Bucles (LQT). | Blog de Jose Antonio Martin\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ9oFFXVEmQGpwYthSVydCcl_WgL96B6Ek_Mw&amp;usqp=CAU\" alt=\"Gravedad cu\u00e1ntica, pesando lo muy peque\u00f1o (Tercera parte) - Naukas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las nuevas teor\u00edas de supercuerdas, la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, sus autores y el final que pretenden unificar todas las fuerzas del universo, la materia, la luz y la gravedad (la teor\u00eda cu\u00e1ntica de Max Planck con la Relatividad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>), la explicaci\u00f3n de &#8220;todo&#8221; lo que en el Universo es.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n\u00a0otras veces\u00a0hemos comentado sobre el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a> de Heisenberg, la funci\u00f3n de onda de Schr\u00f6dinger, el cuanto de Planck, el positr\u00f3n de Dirac, la exclusi\u00f3n de Pauli,\u00a0la nueva teor\u00eda de Witten, el radio de Schwarzschild que, a partir de las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dedujo la existencia de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> con su <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> y el horizonte de sucesos, punto sin retorno de lo que pueda traspasar sus l\u00edmites.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Dentro de Wookey Hole cueva en Wookey Hole, Wells, Somerset, Reino Unido en julio Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Wookey Hole cueva Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuenta la leyenda que la\u00a0<strong>Cueva Wookey<\/strong>\u00a0fue habitada por cavern\u00edcolas en Somerset, Inglaterra. Por otra parte, tambi\u00e9n se cuenta que hace ahora 3.500 millones de a\u00f1os, c\u00e9lulas vivas microsc\u00f3picas evolucionaban sobre la Tierra y que, poco despu\u00e9s, la divisi\u00f3n sexual aceler\u00f3 el ritmo de evoluci\u00f3n biol\u00f3gica. Algo m\u00e1s tarde, aparecieron las plantas, el ox\u00edgeno envenen\u00f3 la atm\u00f3sfera de la Tierra y proliferaron los organismos aer\u00f3bicos (amantes del ox\u00edgeno).<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Contact: contact | Glogster EDU - Interactive multimedia posters\" \/><\/p>\n<p><strong>La Protagonista de Contac y la m\u00e1quina del Tiempo<\/strong><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">He dedicado algunas l\u00edneas a explicar la teor\u00eda de los viajes en el tiempo, permitidos por las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> a trav\u00e9s de los <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> que nos llevar\u00edan desde este universo hasta otros lugares muy lejanos y en otros tiempos distintos. Se habla de la materia ex\u00f3tica que permitir\u00eda mantener abierta la boca del agujero para permitir dicho viaje,\u00a0 Kip S. Thorne y el f\u00edsico Stephen Hawking\u00a0 tuvieron largas discusiones sobre si eran o no eran posibles dichos viajes en el tiempo, el primero dec\u00eda que s\u00ed y el segundo argumentaba que ten\u00eda que haber una censura temporal que los impedir\u00eda. Sobre estos viajes que hoy d\u00eda son pura teor\u00eda (no tenemos los medios ni las energ\u00edas necesarias para poder realizarlos y tampoco la tecnolog\u00eda ni el conocimiento), se han escrito muchas historias y realizado muchas pel\u00edculas dentro del g\u00e9nero futurista.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Cueva de Melissani - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRnGPgO3clxwADBKl-Nirp_B5Njt6b0YAtK0A&amp;usqp=CAU\" alt=\"Cueva Melissani | De resena 'Cuevas Fant\u00e1sticas y Coloridas Dentro de la Tierra'\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Este lago subterr\u00e1neo en las<strong>\u00a0cuevas de Mellisani<\/strong>, cerca de Kefalonia, fue encontrado cuando el techo de la cueva se derrumb\u00f3 tras un terremoto en 1953. Como pod\u00e9is ver, no siempre es necesario hacer un viaje en el tiempo a trav\u00e9s de un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a>, aqu\u00ed mismo, por casualidad, podemos encontrarnos con lugares como el de arriba que al haberse formado en otros tiempos, nos llevan a mundos remotos dentro de nuestro propio mundo.<\/p>\n<p style=\"text-align: justify;\">Es bueno para el ser humano que sepa el por qu\u00e9 de las cosas, que se interese por lo que ocurre a su alrededor, por su planeta que le acoge, por el lugar que ocupamos en el universo, por c\u00f3mo empez\u00f3 todo, c\u00f3mo terminar\u00e1 y qu\u00e9 ser\u00e1 del futuro de nuestra civilizaci\u00f3n y de la Humanidad en este universo que, como todo, alg\u00fan d\u00eda lejano del futuro terminar\u00e1.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRyQf5KltpnQ4dSHR55A6ZZbPMIJHuNw4mMvg&amp;usqp=CAU\" alt=\"MUERTE T\u00c9RMICA DEL UNIVERSO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtnED4oBLIOr-T-fNiCvhNjF-OUuuqCIkmfg&amp;usqp=CAU\" alt=\"La Entrop\u00eda y el fin del Universo - VIX\" \/><\/p>\n<p style=\"text-align: justify;\">Finalmente, cuando las galaxias se separen entre s\u00ed y la temperatura del Universo alcance el Cero Absoluto (-273,15 \u00baC), llegar\u00e1 lo irremediable, el universo como sistema cerrado ser\u00e1 fulminado por la Entrop\u00eda, y, ni los \u00e1tomos se mover\u00e1n, no s3e crear\u00e1n nuevas estrellas, nuevos mundos, ni nuevas formas de vida.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/univerzoocuantico.com\/wp-content\/uploads\/2021\/11\/La-Muerte-Termica-del-Universo.jpg\" alt=\"La Muerte T\u00e9rmica del Universo\" width=\"518\" height=\"389\" \/><\/p>\n<p><strong>Cuando llegue ese momento, ni los \u00e1tomos se mover\u00e1n. La Entrop\u00eda se adue\u00f1\u00f3 de todo<\/strong><\/p>\n<p style=\"text-align: justify;\">El fin del universo es irreversible, de ello hemos dejado amplio testimonio a lo largo de mis comentarios, su final estar\u00e1 determinado por la Densidad Cr\u00edtica, la cantidad de materia que contenga nuestro universo que ser\u00e1 la que lo clasifique como universo plano, universo abierto, o universo cerrado. En cada uno de estos modelos de universos, el final ser\u00e1 distinto&#8230;,\u00a0 claro que para nosotros, la Humanidad, ser\u00e1 indiferente el\u00a0 modelo que pueda resultar; en ninguno de ellos podr\u00edamos sobrevivir cuando llegara ese momento l\u00edmite del fin. La congelaci\u00f3n y el fr\u00edo del cero absoluto o la calcinaci\u00f3n del fuego final a miles de millones de grados del <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, acabar\u00e1n con nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las 7 cuevas m\u00e1s incre\u00edbles del mundo\" \/><img decoding=\"async\" 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\" alt=\"Cueva Lechuguilla | De resena 'Los Lugares Menos Accesibles del Planeta'\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>La Cueva Lechuguilla<\/strong>, en el Parque Nacional de las Cavernas de Carlsbad, Nuevo M\u00e9xico es la quinta mayor caverna descubierta con 120 millas (193 km) de largo y 489 metros (1604 pies) de profundidad, lo cual la hace ser la m\u00e1s profunda en el territorio de Estados Unidos. Aqu\u00ed estamos hablando de Densidades cr\u00edticas, de un posible <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, del final del Universo. Sin embargo, \u00bfnos hemos parado a pensar en c\u00f3mo se formaron lugares como el de arriba? \u00bfCu\u00e1nto tiempo se necesit\u00f3? Pienso, por ejemplo que, hace ahora 100.000 a\u00f1os que las estrellas adoptaron las formas de las constelaciones reconocibles. \u00a1El Tiempo!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-Vn3WfitBxY0\/VTCpVeRXt8I\/AAAAAAAAAR8\/klacaMvxcWc\/s1600\/big-crunch-theory-big-bounce.jpg\" alt=\"La f\u00edsica en m\u00ed.: El Big Crunch\" \/><\/p>\n<p style=\"text-align: justify;\">Si se produce el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, algunos, postulan que habr\u00e1 una especie de &#8220;rebote&#8221; o fluctuaci\u00f3n y a partir de esa contracci\u00f3n final, se producir\u00e1 una nueva expansi\u00f3n y comenzar\u00e1 un nuevo universo que, desde luego, nadie sabe, si volver\u00e1 a ser o tendr\u00e1 las mismas fuerzas y constantes y materia que este Universo nuestro presente.<\/p>\n<p style=\"text-align: justify;\">Para evitar\u00a0la desaparici\u00f3n de la Humanidad\u00a0se est\u00e1 trabajando desde hace d\u00e9cadas. Se buscan formas de superar dificultades que nos hacen presas f\u00e1ciles de los elementos. La Naturaleza indomable, sus leyes y sus fuerzas, hoy por hoy son barreras insuperables, para poder hacerlo, necesitamos tiempo y saber.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ3C8f0FcgouGxvhs_MtUzG6fiMTLU_ZON782I6Qbtb5dZw0_FjwvUrbs4eq68GPBc4FyA&amp;usqp=CAU\" alt=\"Viajar m\u00e1s r\u00e1pido que la velocidad de la luz es posible\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTEGy8Fh75wt3FlDNLhlM7Ui09PtPNHw-BioUWLXM9YK8IauYpt0_9Elhy3rSKf17sdDFk&amp;usqp=CAU\" alt=\"Otro estudio demuestra que es posible superar la velocidad de la luz\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nunca conseguiremos vencer la velocidad de la luz pero&#8230; \u00a1Burlarla s\u00ed!<\/strong><\/p>\n<p style=\"text-align: justify;\">El saber nos dar\u00e1 soluciones para conseguir m\u00e1s energ\u00edas, viajar m\u00e1s r\u00e1pido y con menos riesgos, vivir mejor y m\u00e1s tiempo, superar barreras hoy impensables como las del l\u00edmite de Planck, la barrera de la luz (para poder viajar a las estrellas) y el saber tambi\u00e9n posibilitar\u00e1, alg\u00fan d\u00eda, que nuestras generaciones futuras puedan colonizar otros mundos en sistemas solares de estrellas lejanas, incluso se podr\u00e1n habilitar mundos y viajar a otras galaxias, viajar a otro tiempo y, finalmente, viajar para escapar de nuestro destino, a otros universos.<\/p>\n<p style=\"text-align: justify;\">S\u00ed, lo s\u00e9, algunos de los que esto puedan leer pensar\u00e1n que estoy fantaseando, pero la verdad es que no he hablado con m\u00e1s seriedad en mi vida, ya que, si no fuera como estoy diciendo, entonces, \u00bfpara qu\u00e9 tantas calamidades, desvelos y sufrimientos?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"LuGaReS mas ImpResiOnanTeS deL MundO: Macan Ch\u00e9 (Yucatan)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtsgd6ZGf2S0U8OvHRemS8-WBy1NQILi9ViQ&amp;usqp=CAU\" alt=\"Fotos y opiniones de la piscina del Hotel Macanche Bed &amp; Breakfast - Tripadvisor\" \/><\/p>\n<p style=\"text-align: justify;\">Este lago subterr\u00e1neo cerca de\u00a0<strong>Macan Ch\u00e9<\/strong>\u00a0en la\u00a0<strong>Pen\u00ednsula de Yucat\u00e1n<\/strong>\u00a0es uno de los muchos que se consideran regalos de los dioses Mayas, y por tanto, sagrada. Hace 800 a\u00f1os que estaba presente la cultura Olmeca en M\u00e9xico, \u00bfser\u00e1 de aquella \u00e9poca \u00e9sta maravilla de la Naturaleza?<\/p>\n<p style=\"text-align: justify;\">Creo que la Humanidad tiene que cumplir su destino, primero en las estrellas lejanas, en otros mundos dentro y fuera de nuestra galaxia, y despu\u00e9s&#8230;, \u00bfQui\u00e9n sabe? Y, a todo esto, no debemos olvidar que para conseguir lo que necesitamos, lo que en verdad tenemos que procurarnos es \u00a1TIEMPO! Claro que, seg\u00fan lo que podemos ver cada d\u00eda, una Sociedad deteriorada y mal encaminada, ese tiempo se nos acaba, tenemos que poner remedio y retomar el buen camino para que todo lo que deseamos en nuestro futuro se pueda hacer realidad.<\/p>\n<p style=\"text-align: justify;\">Nos referimos al tiempo en m\u00faltiples ocasiones y para distintas situaciones y motivos, como al referirnos a la duraci\u00f3n de las cosas sujetas a cambios, \u00e9poca durante la cual ocurrieron unos hechos, edad de los objetos, estaci\u00f3n del a\u00f1o, el per\u00edodo de vida de alguien desde que crece hasta que deja de existir, ocasi\u00f3n o coyuntura de hacer algo, cada uno de los actos sucesivos en que dividimos la ejecuci\u00f3n de un trabajo, y otros mil temas que requieren la referencia temporal.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/i.imgur.com\/YAt8ase.png\" \/><\/p>\n<p><strong>Corre inexorable y no lo podemos frenar<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">La configuraci\u00f3n de esta formaci\u00f3n de Caliza en este\u00a0<strong>lago subterr\u00e1neo de M\u00e9xico<\/strong>\u00a0se asemeja a una cascada convertida en piedra. La Naturaleza no tiene prisas, tiene todo el tiempo del mundo para conformar bellas maravillas que, mucho m\u00e1s tarde nosotros encontramos y admiramos. De la misma manera, muy poco a poco, a transcurrido el avance del saber de la Humanidad, recordemos, por ejemplo, que Aristarco de Samos (hace ya mucho tiempo) adopt\u00f3 la hip\u00f3tesis de una Tierra girando alrededor del Sol en un universo gigantesco. Eso fue mucho antes de que llegar\u00e1 Cop\u00e9rnico.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Aristarco de Samos y los Planetas Errantes - SobreHistoria.com\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 Aristarco de Samos<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">En f\u00edsica, el tiempo es la cuarta coordenada espacial en el continuo espacio-tiempo. En gram\u00e1tica es la categor\u00eda que indica el momento relativo en que se realiza o sucede la acci\u00f3n del verbo: pret\u00e9rito, lo que ha sucedido; presente, lo que sucede en ese momento y futuro, lo que a\u00fan no ha sucedido. Nos referimos al tiempo meteorol\u00f3gico para explicar el estado del clima (hace mal tiempo; qu\u00e9 tiempo m\u00e1s bueno hace hoy, etc). En mec\u00e1nica, el tiempo puede estar referido a las fases de un motor. Tambi\u00e9n est\u00e1n los tiempos referidos a cada una de las partes de igual duraci\u00f3n en que se divide el comp\u00e1s musical. En astronom\u00eda nos referimos al tiempo de aberraci\u00f3n en relaci\u00f3n al recorrido de un planeta hasta llegar a un observador terrestre. El tiempo est\u00e1 tambi\u00e9n en la forma de c\u00e1lculo horario que empleamos en nuestra vida cotidiana para controlar nuestros actos y evitar el caos (\u00bfQu\u00e9 har\u00edamos sin horario de trenes, de comercio, bancos, oficinas,,,?).<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-_7gU49ruY3I\/UVcefpsAOEI\/AAAAAAAAQhA\/Ylplsn3dXeA\/s1600\/la+misma+persona+a+diferentes+edades+la+visi%C3%B3n+real+del+mundo.jpg\" alt=\"Resultado de imagen de La misma persona con 25 y 60 a\u00f1os\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 S\u00ed, el Tiempo transcurre inexorable<\/strong><\/p>\n<p style=\"text-align: justify;\">El tiempo es tan importante en nuestras vidas que est\u00e1 presente siempre, de mil formas diferentes, desde que nacemos (cuando comienza &#8220;nuestro tiempo&#8221;), hasta que morimos (cuando &#8220;nuestro tiempo ha terminado&#8221;). El tiempo siempre est\u00e1. Es algo que, simplemente, est\u00e1 ah\u00ed. Sin embargo, a pesar de lo importante que es el TIEMPO, no he podido leer nunca una explicaci\u00f3n satisfactoria sobre el mismo; una explicaci\u00f3n que lo defina con sencillez y claridad sin restarle la importancia que tiene para todos y lo que en realidad es dentro del contexto &#8211; no ya de nuestras vidas, simples e insignificantes puntos en la inmensidad del universo &#8211; de la naturaleza c\u00f3smica de la que formamos parte.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Banff, Canad\u00e1 \u2013 4 d\u00edas entre lagos y cascadas de hielo y nieve \u2013 Contando kil\u00f3metros\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMeIc055XcqdDIdCPy7xIGFE9vbzTuvKZ1tmglKjMMbtlPgM72Is4LT53uKqXDoNoES9E&amp;usqp=CAU\" alt=\"Cascada Nevada - Plana Lama Las Ca\u00eddas - Monta\u00f1as Apalaches - Kentucky Foto de archivo - Imagen de paisaje, invierno: 111640822\" \/><\/p>\n<blockquote><p>\u00bfCu\u00e1nto tiempo ha tenido la Naturaleza para formar\u00a0 esta peque\u00f1a cascada y su entorno en\u00a0<strong>Banff<\/strong>, Canad\u00e1<em>?<\/em><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><em>Bueno, seguramente mucho m\u00e1s tiempo del que tuvo Pit\u00e1goras para ense\u00f1ar a sus disc\u00edpulos que &#8220;todo es n\u00famero&#8221; y que, &#8220;la Naturaleza es armoniosa&#8221;.<\/em><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em><a href=\"http:\/\/flickr.com\/photos\/pvanb\/783825695\/\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRXTv4SU0Duyn6HfHrJ5uvdjEtpX9lX44ACeQ&amp;usqp=CAU\" alt=\"RELATIVIDAD ESPECIAL Universidad Nacional de Colombia Fundamentos de f\u00edsica moderna Nicol\u00e1s Galindo Guti\u00e9rrez C\u00f3digo: 25472096 G1E09Nicolas. - ppt descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSM3IafdFNUXSps_24ohNJl53d7BN39n2xcIw&amp;usqp=CAU\" alt=\"Teor\u00eda de la relatividad especial. | teoria de la relatividad especial\" \/><br \/>\n<\/a><\/em><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0Los postulados de \u00e9sta Teor\u00eda sac\u00f3 a relucir el escepticismo de la f\u00edsicos<\/strong><\/p>\n<p style=\"text-align: justify;\">En el a\u00f1o 1.905, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> p\u00fablico su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y desde entonces, el concepto de &#8220;tiempo&#8221; cambi\u00f3 para el mundo. <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>, un antiguo profesor de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, cuando repas\u00f3 el trabajo de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, se dio cuenta de que a partir de ese momento se tendr\u00eda que hablar del continuo espacio-temporal; el espacio y el tiempo dejan de estar separados, dejan de considerarse como entidades distintas, para pasar a estar conectados; conexi\u00f3n que, desde el punto de vista matem\u00e1tico, la dan las transformaciones de Lorentz.<\/p>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz ponen de manifiesto c\u00f3mo var\u00eda el tiempo, considerado como una cuarta coordenada.<\/p>\n<p style=\"text-align: justify;\">Estamos acostumbrados a considerar el mundo como tridimensional. Para especificar exactamente la posici\u00f3n de un objeto en una habitaci\u00f3n, por ejemplo un reloj encima de una mesa, partiremos de un \u00e1ngulo de la habitaci\u00f3n e indicaremos las distancias del reloj a las dos paredes que forman el \u00e1ngulo y la altura respecto al suelo; la posici\u00f3n del reloj queda globalmente determinada por tres n\u00fameros, esto es, tres coordenadas espaciales.<\/p>\n<p style=\"text-align: justify;\">Pero al hacerlo as\u00ed no tenemos en cuenta el hecho de que el reloj en cuesti\u00f3n, que estaba encima de la mesa a las diez, puede estar en el dormitorio a las once y ser colocado en el mismo punto de la mesa que ocupaba antes a las once y media. Esto no importa cuando se considera un tiempo absoluto y, por tanto, hay un \u00fanico reloj para todos los observadores, pero resulta esencial cuando sistemas de referencia en movimiento relativo tienen distintos relojes no sincronizables. Por tanto, todo observador tiene un espacio cuatridimensional (el espacio-tiempo) relativo al propio sistema de referencia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTg7vWo5z9cvHyq8b8Qal9CCvKkMquG0UvcwA&amp;usqp=CAU\" alt=\"Underground Lake | Adventure of the seas, Tennessee road trip, Tennessee travel\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcREsbyvDlZgYCNHBp438d0iHC92uxpkcEZTmw&amp;usqp=CAU\" alt=\"That Lost Sea. \u2022 Deep Fried Kudzu\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Lost Sea en Sweetwater<\/strong>,<strong>\u00a0Tennessee<\/strong>\u00a0el lago subterr\u00e1neo m\u00e1s grande del mundo. Pero, yo al menos considero que es mucho m\u00e1s grande todo lo que nosotros, a lo largo de nuestra evoluci\u00f3n, hemos podido descubrir sobre la naturaleza de las cosas, de la materia, de las fuerzas de la Naturaleza y del Universo en su conjunto, y, todo ello, confinados en nuestro mundo, lo cual, no ha podido impedir que salgamos fuera, muy lejos, para ver que ocurre por ah\u00ed en las ignotas regiones del Cosmos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Evaluar la transformaci\u00f3n de Lorentz | F\u00edsica | Khan Academy en Espa\u00f1ol - YouTube\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz son m\u00e1s complejas que las de Galileo, pero tienen la ventaja de eliminar todas las contradicciones halladas anteriormente. Sin embargo, para velocidades muy inferiores a la de la luz, estas nuevas relaciones se reducen a las de Galileo, y s\u00f3lo se manifiestan grandes diferencias cuando los sistemas de referencia tienen velocidades relativas pr\u00f3ximas a la de la luz; entonces, el tiempo transcurre m\u00e1s lentamente para ese hipot\u00e9tico viajero que viaje a esas velocidades relativistas.<\/p>\n<p style=\"text-align: justify;\">La diferencia fundamental entre la mec\u00e1nica cl\u00e1sica y la mec\u00e1nica relativista radica en el hecho de que, en el primer caso, la velocidad de un cuerpo es diferente para un observador en reposo y para otro en movimiento, es decir, es un concepto relativo; sin embargo, en el segundo caso la velocidad es un concepto absoluto, no cambia con el movimiento. No obstante, como cociente que es entre dos magnitudes fundamentales, espacio y tiempo, el hecho de que dos velocidades que deben ser diferentes sean iguales obliga a que exista una variaci\u00f3n en el espacio y el tiempo. As\u00ed, se debe producir un acortamiento de los metros y una ralentizaci\u00f3n del tiempo. En la mec\u00e1nica de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, por el contrario, los metros y los segundos son invariables.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Lorentz Transformation\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz son un conjunto de ecuaciones que relacionan las coordenadas espacio-tiempo de dos sistemas que se mueven a velocidad constante el uno respecto al otro. Efectivamente, las f\u00f3rmulas predicen una contracci\u00f3n espacial (contracci\u00f3n conocida como de Lorentz-Fitzgerald) y una dilataci\u00f3n temporal, cuando la velocidad relativa de los dos sistemas se aproximan a la de la luz. Sin embargo, Lorentz se vio obligado a introducir el concepto de tiempo local, que supone que el paso del tiempo var\u00eda seg\u00fan el lugar. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se bas\u00f3 en la transformaci\u00f3n de Lorentz y la mejor\u00f3 para el desarrollo de su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQOjCsPk5PTF9jBtJoCSu4ZDvez3nTmVhgmGw&amp;usqp=CAU\" alt=\"O C\u00e9u : Tycho Brahe e a Supernova por ele observada, em 1572\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSsZWj8RxE7KHjE3MqUalWkUEXCTxg-5Rn8Gw&amp;usqp=CAU\" alt=\"Supernova. Estrella en explosi\u00f3n que libera una gran cantidad de energ\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Im\u00e1genes impresionantes las podemos hallar en cualquier parte y, siempre, sin excepci\u00f3n, est\u00e1n presentes los mecanismos de la naturaleza y la luz. En 1572, Tycho Brahe pudo ver el resplandor de una supernova en el cielo, y, por mi parte, cada d\u00eda puedo ver el resplandor que emana de mi querida esposa que, para m\u00ed, brilla mucho m\u00e1s. \u00a1Qu\u00e9 paciencia tiene conmigo! Me sumerjo en mis escritos y me olvido del mundo.<\/p>\n<p style=\"text-align: justify;\">El Diccionario Oxford-complutense de F\u00edsica explica que, cuando se viaja a velocidades relativistas, cercanas a c, se produce lo que conocemos como\u00a0<em>contracci\u00f3n de Lorentz-Fitzgerald<\/em>\u00a0que se concreta en la contracci\u00f3n de un cuerpo m\u00f3vil en la direcci\u00f3n del movimiento. Fue propuesta independientemente por H. A. Lorentz\u00a0 (1.853 -1.928) y G. E. Fitzgerald (1.851-1.900) en 1892 para explicar el resultado negativo del experimento de Michelson &#8211; Morley. A la contracci\u00f3n se le dio el marco te\u00f3rico en la teor\u00eda especial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> como antes hemos rese\u00f1ado. La ecuaci\u00f3n est\u00e1 definida de la forma siguiente:<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" title=\"contraccion_l-f\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/contraccion_l-f.gif\" alt=\"contraccion_l-f\" width=\"86\" height=\"20\" \/><\/p>\n<p style=\"text-align: justify;\">De donde se sigue que,\u00a0<em>L<sub>0<\/sub><\/em>\u00a0es la longitud en reposo (por ejemplo una barra),\u00a0<em>L<\/em>\u00a0es la longitud cuando el objeto se desplaza a velocidad\u00a0<em>v<\/em>\u00a0y\u00a0<em>c<\/em>\u00a0es la velocidad de la luz. La mec\u00e1nica cl\u00e1sica estudia los fen\u00f3menos a una escala tal que\u00a0<em>v\u00a0<\/em>&lt;\u00a0<em>c<\/em>, por lo que estos cambios son apreciables.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRPagxqgGAsFtIkRxH6WNxK2Hoyb7a2H9oT8-92U0WEBSzC3S8kQTeqzRjp2mowE8etrWs&amp;usqp=CAU\" alt=\"Mirando al mundo con sentimientos: Rarezas de la naturaleza 2\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSGdGZ9Mhd-SLDjVse6DzdaicVn4P_mbPgD60V8bFNgSRQJZfohYHlAgaW23dbZbgz5YkA&amp;usqp=CAU\" alt=\"Los 20 fen\u00f3menos meteorol\u00f3gicos m\u00e1s sorprendentes (Parte II) | entelequia...\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSK3hcQ9whT0BKSx2qzt6BDgs4LmKStgTzr4hhaIFimaklcoW4ceVqiGycUqGXRHPQAJDQ&amp;usqp=CAU\" alt=\"Agosto 11, 2021. Nubes Mammatus sobre Saskatchewan \u2013 ASTRO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQS8ejmws14Nb0GqpmbXGkAsctNrbIVytWzluneeXVUTf9uBebHVRa0OOoJoG79lO9KvT8&amp;usqp=CAU\" alt=\"Foto de Rarezas de la Naturaleza - Fotos en InfoJardin\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0La Naturaleza tambi\u00e9n tiene sus rarezas<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"SIMULTANEIDAD DE DERECHOS MINEROS - ppt video online descargar\" \/><\/p>\n<p style=\"text-align: justify;\">Esa variaci\u00f3n que experimenta el tiempo en la mec\u00e1nica relativista cuestiona el concepto de simultaneidad, ya que bajo ese punto de vista no es f\u00e1cil afirmar que dos fen\u00f3menos son simult\u00e1neos. Si lo son, deben ocurrir en el mismo instante, y para medir ese tiempo debe emplearse un mismo reloj para cada uno de los sucesos.<\/p>\n<p style=\"text-align: justify;\">Lorentz supuso dos sistemas de ejes coordenados que se mueven uno respecto al otro con velocidad\u00a0<em>v<\/em>. Las coordenadas de ambos sistemas est\u00e1n relacionadas entre s\u00ed seg\u00fan muestran las ecuaciones siguientes:<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" title=\"lorentz_coordenadas\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/lorentz_coordenadas.gif\" alt=\"lorentz_coordenadas\" width=\"287\" height=\"59\" \/><\/p>\n<p style=\"text-align: justify;\">Siguen otra serie de ecuaciones que, al no ser el presente trabajo de tipo t\u00e9cnico ni para entendidos, no me parece procedente rese\u00f1ar, y me limitar\u00e9 a explicaciones escritas, no num\u00e9ricas que no estar\u00edan al alcance de todos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, en realidad, tanta numerolog\u00eda nos viene a decir que:<\/p>\n<ul style=\"text-align: justify;\">\n<li>Los objetos se contraen en el sentido de su marcha si sus velocidades son relativistas (cercanas a\u00a0<em>c<\/em>, la velocidad de la luz).<\/li>\n<li>El tiempo se dilata para el viajero que ocupe una nave espacial que corre a la velocidad de la luz o similar. Su tiempo transcurre m\u00e1s despacio que el tiempo de los que quedamos en la Tierra.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">De esta forma, podemos demostrar c\u00f3mo el tiempo es distinto para cada persona, lugar o circunstancia, tendremos tiempos unitarios y tiempos universales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una impresionante animaci\u00f3n muestra c\u00f3mo migraron los humanos a trav\u00e9s de toda la historia - VIX\" \/><img decoding=\"async\" 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\" alt=\"Sigue desde el m\u00f3vil el 'minuto a minuto' de la Estaci\u00f3n Espacial Internacional | Lifestyle | Cinco D\u00edas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<strong> \u00a0 \u00a0&#8212; Y pasamos de estar en la copa de los \u00e1rboles a&#8230; \u00a1Construir Estaciones Espaciales!<\/strong><\/p>\n<p style=\"text-align: justify;\">El transcurrir del tiempo en el universo est\u00e1 referido a un tiempo uniforme igual para todo y para todos. El transcurrir del tiempo de personas individuales o de grupos, en realidad, puede ser distinto del tiempo de otras personas o de otros grupos.<\/p>\n<p style=\"text-align: justify;\">Lo que llamamos tiempo es otra de las inc\u00f3gnitas que tienen que resolver los seres humanos. \u00bfExiste en realidad el tiempo? \u00bfEs una abstracci\u00f3n? y, \u00bfpor qu\u00e9 el tiempo no es igual para todos? y transcurre en funci\u00f3n de la velocidad a la que viajemos o podamos estar en reposo.<\/p>\n<p style=\"text-align: justify;\">As\u00ed lo demuestra\u00a0. Son los efectos predichos por la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>; los tiempos son relativos al movimiento de los observadores. El reloj viajero es m\u00e1s lento en un factor = ecuaci\u00f3n arriba rese\u00f1ada.<\/p>\n<p style=\"text-align: justify;\">Para poder contestar la pregunta \u00bfCu\u00e1ndo comenz\u00f3 el tiempo?, nos vemos obligado a retroceder 13.500 millones de a\u00f1os, hasta lo que conocemos como <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, el origen del universo. All\u00ed, en ese preciso momento, naci\u00f3 el tiempo y el espacio.<\/p>\n<p style=\"text-align: justify;\">El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es la teor\u00eda m\u00e1s acertada del origen y evoluci\u00f3n del universo que se origin\u00f3 a partir de un estado inicial de alta temperatura y densidad que, desde entonces, ha estado siempre expandi\u00e9ndose, y es precisamente esta expansi\u00f3n la que da lugar al espacio (cada vez mayor) que abarca el universo y, al mismo ritmo, crece o transcurre el tiempo inexorable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Los sitios en la Tierra que parecen sacados de otro planeta | Digital Trends Espa\u00f1ol\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La Tierra, nuestro mundo, es una maravilla<\/strong><\/p>\n<p style=\"text-align: justify;\">El paso del tiempo lo cambia todo; los sistemas se transforman, viven y mueren para dar paso a otros nuevos sistemas. Estrellas que brillan durante miles de millones de a\u00f1os y con el paso del tiempo consumen su material-combustible nuclear y mueren explotando en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a> o supernovas para, con su material complejo, contribuir a la formaci\u00f3n de nuevas estrellas y planetas e incluso formas de vida.<\/p>\n<p style=\"text-align: justify;\">Todo envejece, se deteriora por la acci\u00f3n de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>, del paso del tiempo. Sin embargo, \u00e9l no cambia, es invariante, contin\u00faa su camino mientras que, a su alrededor, las mutaciones son continuas y lo \u00fanico que permanece inalterable es:\u00a0<strong>el Tiempo.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/d6\/e8\/a1\/d6e8a12c2c9ae4f8a7f62aa8a19c5f10.gif\" alt=\"Tiempo Reloj De Arena Gif - TIEMPOSOR\" \/><img decoding=\"async\" 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\" alt=\"La relatividad del tiempo (1) \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p>\n<p style=\"text-align: justify;\">Me encantar\u00eda tener sabidur\u00eda para poder exponer de manera m\u00e1s amplia y precisa lo que es el Tiempo. Lo que aqu\u00ed dejo escrito (despu\u00e9s de documentarme), es corto y no me deja satisfecho. Cualquier persona mejor preparada lo habr\u00eda hecho mejor pero, de todas formas, la voluntad que he puesto en este trabajo compensa sus posibles deficiencias y el lector sabr\u00e1 disculpar las mismas.<\/p>\n<p style=\"text-align: justify;\">De todas las maneras posibles en los que me he detenido a pensar sobre lo que es y supone el tiempo, la que m\u00e1s me impresiona es aquella que me hacer ver claramente que no podemos impedir su transcurrir, que su paso nos llevar\u00e1 hacia la eternidad convertidos en polvo, dejando atr\u00e1s a los seres queridos que nos gustar\u00eda seguir protegiendo, sin llevarnos la certeza de lo que el destino les tiene reservado a sus vidas. Esa incertidumbre me causa una aguda impotencia, casi infinita que, en no pocas ocasiones, llego a sentir como un dolor f\u00edsico y real causado por un pensamiento profundo del significado y las implicaciones irreversibles que el paso del tiempo nos trae a todos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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9t7W8sVTSwhWn2RdKolVFQCRI94YJFGuFnXC8AdJHoTEfHA39WQZFvpiS9rVB+qPqfM3wMAyHZPNOkBlLkG4CMD528JgcDgvM1aj+7TeSLa1Isd5i24m5+uFP+sVAD4t+gM+sYvPtC5VQUAM7kkwOAsBbBUkZpgeaytSIefUcRwO0b74sFNggWFYG4gN\/+sfPDD\/WKYtUXUx20x8IJkHe2IVe1KBEaaqQNrfXhw4euMqXYMiouwBhyBx0mPjF+PTDDLJWqAKrOU5T4RHEmIF+JxXlu2qaS1OkA1oaoZ+m2\/ywVmPaZ4KEBTf3YiOAkC4jbzwNyNQf\/ohRS5OplEhVkgHpYybjhHM453OZ+szAIVheGgG4PG3E\/bBDdpVHPvNJ5Wv0PDGMChVgpke8FO\/mQRHX1wsvgdAdFKzGXUOJvKwwBPAxJ4nY4cZbMkufCYGzeERtv5QdxtO8WT1e1yCNNILGxB4zwvHxk4Ly\/bQqJ3ZdtRiZuCd5sZnGjjsEs9DF6rNJbQacHSREC9yx4jr59cSSiFAkeGLCfket\/WJxDKpoWdKyVM6ZJNjuCAQQR85xF82+ptKqJAEkiJFxMkTv59MVUvItEczlZbRBt4jIuJ+5t8TgCvlaYYltRG5iDv0m43vbDOrm6ML3lYCSeMkiNuEaZ3v73DCWv2jSCsyd7duMRvwYXE8sLLaGNk30h7sfCJVFtA2258b4ZU+0NCRoLXsYsBFt7R\/OOer9qgLHik7eW98bpiow1wCOMtEDC7+kg7Rp2nmlgSRqmdKGwFjcA732nhhV\/VMTsL9eA8t8SpUC9+fJTEefxxs0YkWPCZwkhkEDNLEkBzaxHy3IJsL4HqMp\/wDtweh35yYEcOGIrTtMRfEKR8V79MCw0bLLBhI9T85N\/wCMVs54jfBSUpbcAedsCZlBO5j82\/fChLcvUUIJvuPnjZALCB6T13xTQUTFj++Ck8J6mdxseeNaRuSYpJO8G1iY4Yt7oEWif84gifqU7cMRWppYQCBx\/OGFcs5GSCkSbHjI+WOk7KFOmniBljq4cQBy6Y5qoviB4cPn+euG9CtCqImwvi+k6JzPXFJ1SDA4nrYztfzvvjzv22znd9\/TLlqtd11R7vdIAVB\/5SFHo3r6FmClNWqtr0iDABMD\/wAVXYbzJ47Y4\/8A6i9kl6ZzAYk09PhtCqxAOwn3oNz+o45orOSsnjB5liQTGtOL0QYsTKxTjjjX9PqODqCBjB2+BxN0VRC79fwYKTZm0BjLjFZEcMEZtojTMcT15emKEQtf5YyZqIhLTbGu6vODkyrETFuXE8cWp2a5EmAOu++CAARcWkHgB63w4pZWkgH\/AHGaD7qzFon4\/bDJclT0FDTGoxckalEADUecge7zxRRdCNnEtQ54g+WWIAHVpk\/xhrWy7LIYXHDh6dOuJ5XspnltLHyG2EoYU0ezXdgqySdhxJw4yHsy5BZ6gAi0XknYco5kHDmjlFpASPGQSeQgSB6tpHW+GFLOqlNWqNBgSDdjPEaee8QbfHDx01yxHLwCJ2fToAKFLljBaCQPqficK+23XTqCBWnxbCQeJBgnzGN9o9u1WtSUot7tEn0G3xOENQl21OxZuLG+BNroMU+y1ENTwLcxa\/x9P4wvq5dwSIjr64a5Z4EWFtwIv58PXFNTVJBvHpiQ4serUsWd7RzP3viOYztSYDWBiQBeYknh8Bgqqgnb0wO6AiwM9MYIG6knxGTzN8WOSBEyMWKp\/wA4wgYxirebXPLaPTDVO1BpRTTsogkESbRxUgCbxhYExPR69cBNo1WG5btl6YaB4T+kG3zGBTngxnSFHIcBxjaN+uIFBGNLptx+WNbDSChXv\/bMExM7HrG0+WIuZMyJ6YC2MiYwWhWJODYKDGeABJg7DEGQmLE4HyeZTVJMKDBJwxq5qmqk03FSDcAEmNuRgYDyEDpU9JDHYEYIz5\/UpPUYqr5rXJAIEC3Xa3pjMsikWMeduOFGIUmvb8OGeWy3eGCdpJttAJv5\/fC+hT0nSCDJESd97DDnJt4QyyNRjygrPyNvhhoJSeQSdIh3a92tgCHYczbSb8JvxwbSrKABf5\/YRjeZCapVQOkyLfQcB5Tgc1G4IjDmTf6Y6Ywrok5HUZZM8dFJadWze6QVWSSTqYi46GR0x3J7BpsG74NUequhzAhQRJgfpuPe5gRGGFLOkgWjpy8uYxfTr8yMcycSrTPn\/tTs16FapSf3kYrtEgbEdCIPriqih447T\/qNQpJnSTY1KaNLAhSRKWO1go8p645h6aACWA5nfhw54dQd4E3GZbLjcGCbb4qqZQgzqB\/zgl81RZNAM87RePP74G74ABVvaTq3n74eMZR+hZOLId3c6tjF+A5HFxQICFNzy+WAquakQ07iCOm041rUwdVh1v8AS3AYq4RbsVSaVDpHVQPEJiY9PkfPliOezQDQDJ2MfHynCakhdo1wBvubbb8cHZfJqATMoJvx\/LYaMV4FbDOz69RnJHhUKJIjxcCPXDTI5gxoqeIy7S8txBEE3nhE8cLWRwNVObkDabQTw23\/ACMddleyKIA104XQh1GowljMiNVuB9emHUG+AbkhbXNEr3hA3B2ABuLHltFp9cAZnte7imjBCAqm4AEcFgWnDb2hTL0aaFQBLQACzzY2E6o84xzPaufNM0whBV0kgrsTLGLD\/aJnAa2ugJ2bRmqDVUU2M6ZngAJ524YGzmaYm9+nAGf2xfR7UWQpQkQt1BIE3MDngupllqFhAMRDTFo4zBmY4WvOJyhJ5HTRzlTMEm4xpaimxwbW7PubkNex3+X5GFr5SpNlZv8AxUn7Yk7RTAYo9fzrOKqtUAkWJG8nFQy1WPElQdSpHDGOhYiFMgXPGB+HAAVVHDHaDtguhTEaoFhO\/G+IDKOJtq8uGJ0ldV9wg61F1Bt4piQemGilZmwfOUwGBI3+f598DZ7LgQefpEc8NgGdwpTw94RcEeERBG3xwPnkaoS2homT4T8duONKNoykJ1FsXUuP2ON90QTMjkItgjK5JnkIjMeOkEwTPS38Ykoux20VIgIsMSOXZ2VFA1MQALCSepwz\/wBMdY00ql4mQd+PvYLyWRcVKTMrAI6NcGRDAn0xlFvozdCtvZvMKJZAFNpmfpON5TsKrGuAyDVqkGB4Z2YQdxjva3aGX7vSwdAwJXWlRLz\/AMgP1H8GAezawfL1aayahQmFUmCKai5AK7rxxZaWcE\/cKPZJIzFRahDL3SECxUNMNp+Xxx0dNXFQyKfdSYAUTtbhOEHspQdHqValGpTTQIqSSHG8gqo8IA3NsOjmVUq9TukpMTpd3ClhfTGprzb446Iqoq75\/tkny\/r+0cl281OrmqfeHu1amWYoNWkIrvcQCWgR8MMW7EydCnRqMj1e9dFEnSJqAkEgRYct8C9nd3UzIMrUUAqURdQ0imwIcBYG533g46DM+0+VogKWUBRAAanYARGkPqHKAuGjCCuUl3+gtvhB57Cy23cp6SPvjgs9mUSoy0wEUswUC4ADwek6RbjOOw9oO1lRRS1aajidMkEJF4YWmYG83xx2a7PUVAtMrspIgxzuJ3MTE8RONrJNpRRoOlbKsw4HjDH3WOoiTyFv2jG1qNAjSRH6hf1+vrhicqWBkQApAtt+W+GF6U5Hv0rWMi89euDTQLR7gHHGMWCG4xjnX7T7pQwpkyRZdzM7TaJ5kYj2X7TLUzD0mQjSiNrVgwBYxpaCQjcYkyL48c9AL9rewRnsuaY0iql6bkbNaRI2VgIPoYtjwTOo1J3p1BoqISrAiCCNx18xvNpx9F0p4VCR5D59f3xxH\/UP2LfO1FrUCgqhdJVtqig2OrYMASNriL2xSOp0TlDs8mp54DY\/XF9DtHSZg4h2r2BmMowXMUWTVOk2KtHJgSDwtvcYqy2RZ6lNIIDuqk2YgE3MC9hJvyxWMpdEmkGVO1kOytzuLT+2B6WbSSxseETHHfG+3MgKNZ6aFmRT4WYQWETNrbyPTCsmOGGk5J0wJJq0em9mdj03y2XqgVGNYsp0mAo1lZ90nbngntHsJaBqBCxRUYlibCF1QfM4p7K7ealRy1NXhFp0ww0g3JloMcowwyvtE7s+oh0uIhQd7TIuI+2PSjCPtp2rrzk5HJ7ms8+BDU7Qp1KSojGRrJIFoIUDbyOOjyHtJQWo5ao5UqgRNB8OlYbaZm3lHXHN0MpFR2UJpeZ8UXZixi3XpirOEKFRVuJhjv8AEenxGIRvkrJLg7LN9tZapTqIGYs6sF1U2sxTSIlbXvM7k4472gpa+9Kqb1CaYvMSbADaxJgYBy9VgQ5LASJJBi5gdMM651FASIJOq99uYNjgt7lkCjXBPsPNU6NCpSqwKrligBHhmmqi5MiCpNpw0yWZyoZWaqS3dqhQxGsBQWu1zI5T4sJO9CuSEWFOkfqi3K8W5c8UL2kqMxEKGFwqjcfKYPywlq8j0+jo83VyoqGoakDRHdwIneR4rmOmA8\/WouDPdi4M61HBr79cLT2iW2qemkbYCqZdBU7yYlCrAj\/cukxyEcL4O9JYSyDa+x\/2NmKVKnUUvSJZADDBpIZzI9D8sSyOTpVq1Nu9pIEfUVYwXBD2XnET5Rjlshl6dOolTcKZuI2MjHTezfYNOvWBowGRg7MxA\/Us\/GAI\/wCRwI6lx4RnB2V9jdhgVu9qVl1KxZEBkaA7BS0bgcvidxgjs7sqkjmpmczTqUyhp6UDKFBZSAoFkUEDb1x6XW7EyqEHQF8NvFAY3I1Xk3JMTxOEL+yorUquuDmQXKaG0qoDMFXTOmGC3Jv4ibYZeoXgz035FvbeZy1ek1Pvwuo2eC2lr8bRuOIwKMvlu7pIK41gU4ZbFysedmIv54Cyqupei6lXWW0MIvEeewBxD+qVZDJcXH7fHFrddUToVZilrXUASLCYwy9gUWoMx4mVZo+JTpllNQxOx3EjkeuF2Y7SQ5WlTpk60YK4jcCBY7QdsU+z+eoUKdTLV6fe06j6y0kXGmAQPKd8Rm47kMk6Z6F232Sa+jxhdOrcTOrT16Y5ntfsfuqagsrHWJERbadzbwn44c0vbHKMP+5Df7dLH5gRjn8\/nqjklgxUz4tJ26Dhg6kIO2uWGEpLD4DPa3tJDSKU\/HUQqdpAEgEecGLYh7GVYquXGkGmPe2BLCxPx+GEgZiWCn\/G9zjT5kItSmRPeKpknbSwYcLzEcMK5PduCo4o9JOYoqujVTVQI0yoAG0RtHTHK+3Zp1KNNKbpAb9JB0gFeA2AjHFDOI0hZBFyCNhsZ+IvjWYzqhbzMi0bCJ9fPGnr2mgR06Y\/9ks1TTMrSpz4lqNUa8s4RomR7tzAEbXk45ftZu+YNtCkXmBJZrT+m4wy9n86lCsMwTrCCp4AADDAjn1wurZmnUapUUQD4jN4m3D8tiU5bo\/z+iiVM6z2noCpnMsSwAVSxJ\/4lWxrK5KoGdwykMzRI38RvI4H7YB7c7WXMVKdVGA0IQSDMyBcWsZUiI44NFUutJy7Q41MA0RIttsD98WUo+42I09tBFfOB\/7QgHTdieXBef8AONpQdRGhD1YX9efniY7JWVddwbDodx9sMHyRYze1j4uItjpUW+SVrodZTtSmw0ioHnUQykSRqjha1hbeMH01S+kKRu0AXMRJ\/wCVo9Mc+\/ZgJL6m1MLETqEAA6YixO4g+8YjDMUCiFUEEkggg8REmYPO8\/bHg0elY5FYAASL7db\/AGkfLEKeavpBXaQJuR5cBPG+OZ7UzeZpyUAAC6iKYLOSGBNjpAAUbBpa8Rhj2F2kKwJAqEhrmpTNMnY2GkTeee18aggv\/UXKd5ku80FjTdXIF4W6sbcBMk9Jx5fk+2KVPanDf7wTJ6QeGPYe3WapSqUkUsXR1Np0yCpJXci+3HHj3afszXpPpC6xMAxpJ8wdvicdOhu22kc+o47qbL852jRYB9JLkiQ3AXMzHO8dTil8zSa5DNIGoCBtw6jAQydQGCADtBdBfrLWxKplKin9BHNXU\/CDv5Yvcnlr9E\/x6Yd\/qItpQwvBiCCNhwBm4vPDED2iFYtTm8TaIMC3XAQpVAtkMeXT+cVU0cmI85sPnA+eM22qZlS4CqnadRrXA5D74r\/qmiCSR1N\/Q8sQNNlOwuI3B+htirQRYKSfjhcoNjHLdoMo06oHKcUv2iJI02vsAJm5n1wBUpsZEH+MaVI3P+MHdLtgpDTKdoncCSCTpJMEERHlt1tgrL52lDd5TOshoBP9u5G5J1AxzkWwlNoi37Y0JO+ApNBaQaX0xDyTvHQ2xMux8TE+uBFS4AvPxJ2+uOo7K9nXb+7mQ9LLrd3IhiNQWFU+K5MTEedhhJyKQVCGmjVHFNAWZiAqjcmbDHpHsn2bTyDlszVUs4AdRJCW1AFp8RuCQBAtvbHL53M5anUU5XLuoBP9zvKmpxcaQQYpyDeLjpcYt\/1ysERdcFNUMN5bckmST\/yN+uJ5Q9o9c\/q8me7A7ty48CkAwDewIsL\/ADwxoVVEKBpAiwgdOH25Y8O7Ozx7+mzud99zM8ZN+Xl5Y9b7NzWoKSVMibEbfHz2xOU2mFQTQu9o+xQlYZpSfGQrBjZbWK9DBkHiRjm81k1LRwg7G35\/GO+9oP8A6WsWPhVC3\/x8X0GPKVzrKzOrHUdpG+2849DQ1ltpnNqaebRuuFYOopqQrQGjgBMjULRuT164Q9qgF5VBuREWjnaxODe0M2zk6mkngOHly+8YpFFVAjeJPM9MGct2AxjSA\/Z\/Kl6jOVACcZ\/USQBHS+HGfRYjvIN7XE36bRhJmnKA6QpB3kzHSBzxVT7UI\/7ksP8AcCSR5ibjFIOMY0Tkm3YcuZKrKiZHujbnP8YBzD1Hb3Yvby39cEHOgiVIA+JJ5AkiDHxjE8jm3cleQk8I3iYj84YWUVJpWMnS4BKeVRZMS7gRdgDNzwkHbn6YooLJJKr4RYzaBz4Tfc4trudfd1AumZ1BZIHXn\/OJCmInuwFO7e6fO3D44RpddDIGq5RW\/uCov\/IKRYehM8DGLu5QCE49bzFpGw3m1sDmnpJIu3AmfKCJgiMEV3SVVFgKLmLkwASb8Tt0xCUlWEOk7KXyj3AUHruI2vyNjh9kGPcpJuF0n\/1bwn4W9MQyqju94Mfk+n1wLnq2hNNgGI0xeBudt7\/XDxSWRZNvB2FHOINHiEG4M7nTM\/8AyxKnntJa25n4gY4Bc8QR5ceWC6fbDgRIx1+\/Eh7bPSMzXRQDuoMA6xJbkFm5uDbhe2DMtmAwh1ZP9xO+m5B3m\/C+2FvanslU1pXy7MlSnUDQxMALvAAJJkCxJsYnB2TyNe5qKimJDKSJBmQQePqfLHis9EJNVJvI1bTtaJBPA3xj0JdQr7gEkXiCZNrRFpP8Yry3ZzNTmqyMRqkqO7vvsWMnfjBxL\/SSg\/t1VDeHddS23tbe+xEb8MFJvhCOSjyy1KpV4VhuYO3hgbc\/Fv6esK2Xq1JAab8WAB63I+mJ0EalJ1ksbMRTgRGygsSo47nffFVULcmm2roR+5x6HpoTjGmjyvVasZStPAszfYLt79NW\/wDdW++A8t7K0XnWVp\/+w+Ag\/bDcIxaylVmwJ4ekYsfIyZ1QOWqcdbg3yzkjqJPCf8s5bOey4DEUyXA4gT9sAp7M1STGkdWkDbnwOO5TKwRPiHLT97HDHK5WkT4qXh43I+p++EnaR0aepbPKs32JVp3buz\/4uD98B910vj3Qdi5RhPdqY6\/X+cVP7MZM27tPSMRWqlydWyXVf9PDv6WeQHli\/LdhvUJ0rIEmQOA3m+PYKvY2TognuUeTZYBiN5J5C+2FTdnU07xgQjOzEBdICpM6CtwItwEgHyxOfqYrEVbKw0Zf7M41PYqqil0E2vYQAefvcsU5P2Gr1ZapURJvMM5+QAAt\/u9MeiZftDRTJbU2\/Aagsxv+oA7GJPHEqXaJZmCoyztqQjUY1eG4mB+HEJ68pKkki0dKKd2cDl\/ZtqHeVKVTRVplSr1E0eEtoMSxQSSIm\/AxNkPamczCN3Ts5YQJJghdfeCIaACSDxtABx3vtQyVUKioKRDIXW0uisGEmJnUdh534Hdl9i5NVRO6pMHXxMygsfU3HO0YmppZlyM4t4XB5rTzdTRoLtpkkrJI1GCxPAyRPpgepUi\/HHX9pey9RKjtTy5emCdJSoukg7aQzavSTfnhdk+ywag7yi\/kxtwuRYcdpM8tsO5RqxUnwJKOY0srD9MH5g\/DHZ9m+1LtRuKY7sDTUFxfgVYzIteTscRfszLtTC9y2tXF6aiSombEqGBSZEkyBG1x+0exaFJAAtUhwGK6lBgNYOrNYT1vG\/A5OEkb8kzsPZ\/tta9GotStTqhlIvTNOQQA0hmYEAmCRa4xyvauQDFe7NGmCSPfCi3UzsRHwGKaWdzcOadAgGV1uwB0sR\/tKqIEiZJusG2Oe7Uz0V2CaRSCyFFx4gCb3mCWmTEbYMNN7sMEpYHTeyWaUggK5JEjvF8O9+A3BBgn64Xv2fWQMzUnAUxq08Z2B4i8WxantzmEQwEY+KGK+IBrWkm4sbk7RtgfPe1TkJpqVAQU1S0SVgAwLDrz0zxOGTmnlG\/GgCvrkW8J3kjbyxV\/RBlJ0HTwYK0ejRHxOK2rapYndoieckn6fHE2rEs24AGwJIFtIgEycV4JtgX9KBYLU35AybjlOx58cVuGpsdLmT8\/zpiymVZzJbTy1EH64k1JGQzK3lWMlQNrnl18sa7yjfYLUctE3OCKLECJYgGbmcCV6DoYYQeF9+o5jFtO0Cb4k27KKgvMKDcXMEffAeSqEyW2m3CMEZd295QYHHbcEYFrhr2iZO84zyjDs1hpgcLefPC7PZhD4T5x5YpTNW6\/vgOrz48TwjBTYGgw1lAJvIFr3iRik9onGJSNwGm0nAgi8qCZ3j+MFya4Akj6JqaR+oeQ2xS1UDYj0wPrBO2INVHQeeOyOjF8I8mXqJLll4qE7DEjUYDr+WOA\/wCoIvfE3zOrccPLF4aaXRzz1G+y01HPl1\/L4wTO9+FxgcVBYajGNHMEG22w54uoXwc0pVyMdEnc4KTLA3Bjpc4V0Mwf1An5fTBzZoHp5f5xKcZLgtpyi+Q00Uja\/OeONhQLWEcScLzWafC1uqz++MNR4iVi9gAOOJOD8l1NeA5s5wA1cgCTiFepmFpu1KgzVACVUwonqSRMbwLmOs4WMIIIUg\/8WI+5wZQzlTSysGcMCDLnja1rYlqQlX4o6NLUjdyZy\/Yna+vV3lT+7La7C4O45bybdeWHIRDqcKDIgtzCiYIFyIH054hT9n6EmEemWsV3WbCeBH+cM6ORCp3ZeViPdg7zvz3E73x5mp6aW5tXR6mn6iDjVojlqSKDKtDXmxm2mw4fxgPtHPLTYEUxAAKvABssTP5scPslkEHuuG6XHnx2n8OI5vsc1CElQnrJA524cvrhHpy8FFKL7OaTK9+HNhZp1WDSefW9+HphR2JS7pnQmKigC9wdRZQyjgvhBiee2O7fsKI0BQBwAj0H7+fOcA9sZFUpmo6wF2IibwI5QSRva84G2SVUPhu7Aa\/aWhojcXgj\/wBfS0emKqb6UYU0kgEkyJjfwjhYi28HbbAmSz9NJP8ATsWuajuPdB90wdhY8DffB60qdRmqJShvcJkjhaYBBseA2IuMLtr\/ACNfgBzi0qpSnTqBdJLU0A0tUYIQQZMMsCCoIiTvjm88mYclMwqhXSEcwiC9oLGSdcnTqkXx2WW7Pe5anSOgyhiYmx0nTrU2BvzjCrO+ymYrg01qXUBpcNDTYAMLW4kibdcVhPNJE5RxbOa7I7GzVGolSmaWm4Gol1I2IIjYkWI4xjfbnY9R63erTARk8RLSodQysNRJ4KSJItbeBju+w\/ZzMUURWWmdiV1yASILDrYWuINr4l2n2Tm6tGtQNPSrmQwZWuDqW0yFJABHn54t7jTuiexNcnkbdh1VRXOhUYOVLPMhLEKVkFha0gnEsv2OtRKrGpHd0y4AUeK4G+qYvMgHYY7aj2PmEVKZoORfUrowW8AnXdRI\/wDw8sCVEB0inSdkcMqkKDFyImRPQzc9cM9auTKFnnqppW3M2A\/OWNlzFjc8cdD2n2eiWDt3bDUnhHISD1uLjmMIszlwKkKwtaYI\/wA4ympcAcaNBo0yAYO0bicXZbM6SADHvCCJG5i3K3zxWuXbeDwuNvS+KzTP6Z+f3xaKEZfVY1AWiDyH5tgUiY4csEMrKLgXnj+2BWc6vw4nJOxk8BoIFODgRK8nyMeeNO0x5D9zgesjKfdPMAg8RONs2g3WZVcTsQyt8vLnikMCYk\/n58sMOyezmruKYF2IluQG58+XPA+YyrUqjKQZW23TljSg6T6CmuDVNgDME3nbhwtitF64uZpMR+dcQdYMR8sCkaz3BxP+bY0UvwHWMZjMeqpM8OUEVMJ3aPzljUjmcZjMVXJCXBV3mI654jyxvGY6UcsiynU\/BifedZ9MZjMBpAstWufzlixcyRyxmMwrih1Nm2zU88aFYzjMZhdqH3uy5MywvOCFzhiDccjjMZiMoRsvDUlRr+oG8fXFgzZ4F5mRxE41jMTlpxrgtDUlfJcnadQWNSPOMQq9qPsTqHIwR8sZjMRelHwdC1J+QcZozNp6AA4tp5pTvqHOSI+mMxmJy0YPoMdea7Jf1+lrPI4Aj7j7YjW7YqXjV5TI\/nGYzE3pRQ69RPOStc6+5O\/OT8iZxN+36gMr8Lj5YzGYy00M9WRW3b7HiIm5i4\/fE6farCT3gAGwCqY5RyHljMZgy040Ktad8ivtpqNaDUpqxGzxDAWsYI1c9\/THN\/6FkZ8XerJ3WpeJHBgRabfeMZjMZQRT3ZWKs32EgY90X7scWYAx1Gnz2OAq+SKaW0FoI2v1gDSDxAv1scZjMOuBtzsgxoMDIqqeBlSItwKi\/wD7HFVHs2nUn+4QAOKLeL\/77cpvjMZii04tg3uhvkK9Ckq\/2KfeAeFtWpgQJ1RxPmB0jBGc7W7wsHXU8Ag6FDDeZ1KbdMZjMWWEI2UdhutPMU3NFVUTaCWLXjSdp25YM7UXL1DpXLsN5Zt45i0C53kb4zGYooqjbnYDmPZ6n3YYmkRe7M1NoubwGUxz5DbAqey9WP8AvUR01f8A84zGYSXp4eB1Nn\/\/2Q==\" alt=\"El Pro\u00ecs de Candelaria: el pueblo dentro una cueva en La Palma\" \/><img decoding=\"async\" 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\" alt=\"Por\u00eds de Candelaria, el lugar m\u00e1s impresionante de La Palma\" \/><img decoding=\"async\" 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\" alt=\"El pueblo chino que vive en una cueva con cancha de baloncesto, escuela y granja \u2014 idealista\/news\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZ8LbXnEXhePFCNAi8LjKPY7Ps4EsKzw9POw&amp;usqp=CAU\" alt=\"Por\u00eds de Candelaria, el lugar m\u00e1s impresionante de La Palma\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfC\u00f3mo puede existir, a estas alturas, un pueblo dentro de una Cueva?<\/strong><\/p>\n<p style=\"text-align: justify;\">Individualmente hablando, el tiempo est\u00e1 bien mientras nos acompa\u00f1a en nuestro recorrido a lo largo de nuestras vidas; despu\u00e9s \u00e9l contin\u00faa su camino mientras nosotros desaparecemos. Colectivamente, el tiempo es muy importante. Cada uno de nosotros hacemos un trabajo y desarrollamos una actividad que se va sumando a la de los dem\u00e1s. Con el tiempo, el trabajo, ese conocimiento adquirido, contin\u00faa aumentando y ese tiempo &#8220;infinito&#8221; es el que necesitamos nosotros y los que vendr\u00e1n detr\u00e1s para resolver problemas muy graves que se presentar\u00e1n en el futuro y que, de poder o no poder resolverlos, depender\u00e1 que la humanidad perdure.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSVD_WCRki2skEwKGWgR-ynW2YWLj9uGXI92g&amp;usqp=CAU\" alt=\"El Tiempo inexorable : Blog de Emilio Silvera V.\" width=\"420\" height=\"330\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>&#8220;&#8230; Con el paso de los eones, hasta la misma muerte tendr\u00e1 que morir&#8221;<\/strong><\/p>\n<p style=\"text-align: justify;\">El tiempo ser\u00e1 la mejor herramienta con la que podemos contar para resolver todos los problemas. As\u00ed lo dijo Hilbert:<\/p>\n<blockquote><p>&#8220;Por muy inabordables que parezcan estos problemas, y por muy desamparados que nos encontremos frente a ellos hoy, tenemos la \u00edntima convicci\u00f3n de que debe ser posible resolverlos mediante un n\u00famero finito de deducciones l\u00f3gicas. Y para ello, la mejor herramienta es el tiempo; \u00e9l nos dar\u00e1 todas las respuestas a preguntas que hoy no podemos ni sabemos contestar&#8221;.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Es mucho lo que hemos avanzado en los \u00faltimos ciento cincuenta a\u00f1os.\u00a0 El adelanto en todos los campos del saber es enorme. Las matem\u00e1ticas, la f\u00edsica, la astronom\u00eda, la qu\u00edmica, la biolog\u00eda gen\u00e9tica, y otras muchas disciplinas cient\u00edficas que, en el \u00faltimo siglo, han dado un cambio radical a nuestras vidas.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/jennifergonzalez95.files.wordpress.com\/2011\/02\/tecnologia-futuro-avances-tecnologicos.jpg\" alt=\"http:\/\/jennifergonzalez95.files.wordpress.com\/2011\/02\/tecnologia-futuro-avances-tecnologicos.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfHasta d\u00f3nde podremos llegar? Ah\u00ed tenemos que estar ojo avizor, no podemos consentir que, nosotros mismos, construyamos seres que sean nuestros destructores.<\/p>\n<p style=\"text-align: justify;\">Con el tiempo suficiente por delante&#8230; no tenemos l\u00edmite. Todo lo que la mente humana pueda idear&#8230; podr\u00e1 hacerlo realidad. A excepci\u00f3n, claro est\u00e1, de las imposibilidades f\u00edsicas que, en este momento, no tenemos la capacidad intelectual para enumerar, ya que, incluso en ese campo, se avanza para que, poco a poco, y, cada d\u00eda, podamos creer m\u00e1s en el hecho de que la inmortalidad podr\u00eda, alg\u00fan d\u00eda, ser un hecho cierto a trav\u00e9s de la rob\u00f3tica.<\/p>\n<p style=\"text-align: justify;\">La verdad es que nuestra especie es inmortal. S\u00ed, lo s\u00e9, a nivel individual morimos pero&#8230;, debemos tener un horizonte m\u00e1s amplio y evaluar una realidad m\u00e1s global y, sobre todo, a m\u00e1s largo plazo. Todos dejamos aqu\u00ed nuestro granito de arena, lo que conseguimos no se pierde y nuestras antorchas son tomadas por aquellos que nos siguen para continuar el trabajo emprendido, ampliar los conocimientos, perfeccionar nuestros logros y pasar a la fase siguiente. Este es un punto de vista que nos hace inmortales e invencibles, nada podr\u00e1 parar el avance de nuestra especie, a excepci\u00f3n de nuestra especie misma.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos.muyinteresante.es\/uploads\/images\/gallery\/5911c1215bafe86a033c986f\/nebulosa-dumbell.jpg\" alt=\"Las nebulosas m\u00e1s espectaculares del universo - Nebulosa Dumbbell\" width=\"566\" height=\"425\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div>\n<div>Ninguna duda podemos albergar sobre el hecho irrefutable de que venimos de las estrellas y de que nuestro destino, tambi\u00e9n est\u00e1 en las estrellas. de una u otra manera, nuestro destino est\u00e1 all\u00ed, formando parte de los \u00e1tomos que conforman las estrellas, el tiempo, nos devolver\u00e1 a ellas.<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">La humanidad necesita m\u00e1s energ\u00eda para continuar avanzando. Los recursos naturales f\u00f3siles, como el petr\u00f3leo, el gas o el carb\u00f3n, son cada vez m\u00e1s escasos y dif\u00edciles de conseguir. Se ha llegado a un punto en el que se deben conseguir otras energ\u00edas. Estos combustibles, en su momento cambiaron el rumbo de la Humanidad, sin embargo,\u00a0est\u00e1n quedando en el pasado, y, a estas alturas se necesitan nuevas fuentes de energ\u00eda que posibiliten otras formas\u00a0de avanzar y de profundizar en los secretos de la Naturaleza, y, para eso, s\u00f3lo necesitamos&#8230;Tiempo.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"MUTACIONES GEN\u00c9TICAS Y C\u00c1NCER CEREBRAL MORTAL, NOTICIAS\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00bfMutar\u00e1 nuestros cerebros para ser mejores?<\/strong><\/p>\n<p style=\"text-align: justify;\">S\u00ed, es el Tiempo el factor que juega a nuestro favor para conseguir nuestros logros m\u00e1s dif\u00edciles, para poder responder preguntas de las que hoy no tenemos respuesta, y es precisamente la sabidur\u00eda que adquirimos con el paso del Tiempo la que nos posibilita para hacer nuevas preguntas, m\u00e1s profundas que las anteriores y que antes, por ignorancia, no podr\u00edamos hacer.\u00a0 Cada nuevo conocimiento nos abre una puerta que nos invita a entrar en una nueva regi\u00f3n donde encontramos otras puertas cerradas que tendremos que abrir para continuar nuestro camino. Sin embargo, hasta ahora, con el &#8220;Tiempo&#8221; suficiente para ello, hemos podido franquearlas hasta llegar al momento presente en el que estamos ante puertas cerradas con letreros en los que se puede leer: fusi\u00f3n, <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, viajes espaciales tripulados, nuevas formas de materia, el <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a>, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, las ondas de energ\u00eda de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, hiperespacio, otros universos, <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, y otras dimensiones.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"CASTRO CONFIDENCIAL: diciembre 2013\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La Part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> que puede estar inmersa en una mara\u00f1a surgida de las explosiones del LHC. \u00bfCu\u00e1ndo aparecer\u00e1? Pero, \u00bfexiste? Se preguntaban en aquel entonces de pruebas interminables.<\/p>\n<p style=\"text-align: justify;\">Todas esas puertas y muchas m\u00e1s nos quedan por abrir. Adem\u00e1s, tenemos ante nuestras narices puertas cerradas que llevan puesto el nombre de: gen\u00e9tica, nanotecnolog\u00eda, nuevos f\u00e1rmacos, alargamiento de la vida media, y\u00a0 muchas m\u00e1s en otras ramas de la ciencia y del saber humano.<\/p>\n<p style=\"text-align: justify;\">Aunque es mucho lo que se ha especulado sobre el tema, en realidad, el tiempo s\u00f3lo transcurre (que sepamos) en una direcci\u00f3n, hacia delante. Nunca ha ocurrido que unos hechos, que unos sucesos, se pudieran borrar, ya que para ello habr\u00eda que volver en el tiempo anterior al suceso para evitar que sucedieran. Est\u00e1 claro que en nuestro universo, el tiempo s\u00f3lo transcurre hacia lo que llamamos\u00a0<em>futuro<\/em>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Vivir en el pasado - \u00a15 CONSEJOS para EVITARLO!\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>El Pasado enterrado en las arenas del Tiempo<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Claves para vivir el presente de verdad | Espa\u00f1a Fascinante\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>El Presente para vivirlo sin desperdiciar ni un segundo<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"ASI SERA EL FUTURO EN 2050! VIVIR EN MARTE? - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0El Futuro que nunca podremos conocer<\/strong><\/p>\n<p style=\"text-align: justify;\">Siempre encontramos las huellas del paso del tiempo, aparecen sutiles efectos que delata el sentido de su transcurrir, aunque es algo que no se puede ver ni tocar, su paso se deja sentir, lo nuevo lo va convirtiendo en viejo, con su transcurrir, las cosas cambian. La misma Tierra, debido a las fuerzas de marea, con el paso del tiempo va disminuyendo muy lentamente su rotaci\u00f3n alrededor de su eje (el d\u00eda se alarga) y la distancia media entre la Tierra y la Luna crece. El movimiento de un p\u00e9ndulo, con el tiempo disminuye lentamente en su amplitud por las fuerzas de rozamiento. Siempre est\u00e1 presente ese fino efecto delator del sentido del paso del tiempo que va creando <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> destructora de los sistemas que ven desaparecer su energ\u00eda y c\u00f3mo el caos lo invade todo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Romance a la Vista: 10 Se\u00f1ales de que Est\u00e1s Enamorado - Blog\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enamorados.com \u2013 Tierra de Parejas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfLe dijimos \u00a1Te quiero! lo suficiente?<\/strong><\/p>\n<p style=\"text-align: justify;\">No pocas veces, nosotros mismos, distorsionamos el paso del tiempo con nuestro quehacer. \u00a1Insensatos!<\/p>\n<p style=\"text-align: justify;\">Nos podr\u00edamos hacer tantas preguntas sobre las m\u00faltiples vertientes en que se ramifica el tiempo que, seguramente,\u00a0 ni un extenso libro ser\u00eda insuficiente para poder contestarlas todas (de muchas no sabr\u00edamos la respuesta).<\/p>\n<ul style=\"text-align: justify;\">\n<li>\u00bfPor qu\u00e9 consideramos que el tiempo rige nuestras vidas?<\/li>\n<li>\u00bfC\u00f3mo explicar\u00edas &#8220;qu\u00e9 es el tiempo&#8221;?<\/li>\n<li>\u00bfPor qu\u00e9 unas veces te parece que el tiempo &#8220;pasa r\u00e1pido&#8221; y otras veces &#8220;muy lento&#8221;?<\/li>\n<li>\u00bfCrees que el tiempo estaba antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>? \u00bfPor qu\u00e9?<\/li>\n<li>\u00bfEn alg\u00fan momento se acabar\u00e1 el tiempo?<\/li>\n<li>\u00bfC\u00f3mo el ser humano &#8220;fue consciente&#8221; de la existencia del tiempo?<\/li>\n<li>\u00bfQu\u00e9 cosa es el tiempo?<\/li>\n<li>\u00bfPor qu\u00e9 no lo vemos ni tocamos pero notamos sus efectos?<\/li>\n<li>\u00bfPor qu\u00e9 la velocidad relativista puede frenar el transcurrir del tiempo?<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">Bueno, creo que hay otras formas de mirar el cuadro en el que estamos inmersos y que, nuestro Universo es un Sistema Cerrado que se regenera, y, por eso en las Galaxias las estrellas mueren, nacen Nebulosas de donde nacen nuevas estrellas y de esta manera, el Universo se defiende de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> destructora y, de igual forma nosotros, de alguna manera, actuamos igual que el Universo, unos nos vamos para posibilitar que vengan otros que, como las nuevas estrellas vendr\u00e1n llenos de energ\u00eda para poder seguir en la lucha de conseguir&#8230;nuestro destino, el destino de la Humanidad que, como tantas veces he repetido, est\u00e1, ineludiblemente, donde est\u00e1 nuestro origen: \u00a0\u00a1las Estrellas!<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2023%2F05%2F07%2Fla-naturaleza-nosotros-el-tiempo%2F&amp;title=La+Naturaleza%2C+Nosotros%2C+el+Tiempo' 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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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+Naturaleza%2C+Nosotros%2C+el+Tiempo&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2023%2F05%2F07%2Fla-naturaleza-nosotros-el-tiempo%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>&nbsp; Las m\u00e1s afinadas mediciones nos dicen que todo el Universo se rige por las mismas leyes y constantes Las leyes de la naturaleza son las mismas en cualquier lugar de &#8220;nuestro&#8221; Universo; todo est\u00e1 formado por part\u00edculas elementales que se unen para formar n\u00facleos, \u00e1tomos, c\u00e9lulas y materia. Todo ello, se produce en un [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/30296"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=30296"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/30296\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=30296"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=30296"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=30296"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}