{"id":27065,"date":"2025-06-03T18:21:47","date_gmt":"2025-06-03T17:21:47","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27065"},"modified":"2025-06-03T18:21:52","modified_gmt":"2025-06-03T17:21:52","slug":"creemos-cosas-que%e2%80%a6-%c2%bfseran-ciertas-17","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/03\/creemos-cosas-que%e2%80%a6-%c2%bfseran-ciertas-17\/","title":{"rendered":"Creemos cosas que\u2026, \u00bfser\u00e1n ciertas?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/30\/la-verdadera-historia-de-la-teoria-del-caos-2\/\" rel=\"prev\">La verdadera Historia de la Teor\u00eda del Caos<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/5b\/Lorenz_attractor_yb.svg\/300px-Lorenz_attractor_yb.svg.png\" alt=\"\" width=\"313\" height=\"313\" data-file-width=\"750\" data-file-height=\"750\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La teor\u00eda del caos\" width=\"207\" height=\"315\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Diagrama de la trayectoria del sistema de Lorenz para los valores\u00a0<em>r<\/em>\u00a0=\u00a028, \u03c3\u00a0=\u00a010,\u00a0<em>b<\/em>\u00a0=\u00a08\/3.<\/strong><\/p>\n<p style=\"text-align: justify;\" title=\"Ciencia\"><strong>Teor\u00eda del caos<\/strong>\u00a0es la denominaci\u00f3n popular de la rama de las matem\u00e1ticas, la f\u00edsica y otras disciplinas cient\u00edficas que trata ciertos tipos de sistemas din\u00e1micos\u00a0 muy sensibles a las variaciones en las condiciones iniciales. Peque\u00f1as variaciones en dichas condiciones iniciales pueden implicar grandes diferencias en el comportamiento futuro, imposibilitando la predicci\u00f3n a largo plazo. Esto sucede aunque estos sistemas son en rigor determin\u00edsticos, es decir; su comportamiento puede ser completamente determinado conociendo sus condiciones iniciales.<\/p>\n<p title=\"Ciencia\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/neofronteras.com\/wp-content\/photos\/montaje_monopolos.jpg\" alt=\"Foto\" border=\"0\" hspace=\"10\" vspace=\"5\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s3.abcstatics.com\/Media\/201402\/03\/iman-un-solo-polo--644x644.jpg\" alt=\"Crean el im\u00e1n de un solo polo, un sue\u00f1o de la F\u00edsica\" width=\"465\" height=\"465\" \/><\/p>\n<blockquote><p><strong>Crean el im\u00e1n de un solo polo<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>Montaje experimental. Foto: HZB, D.J.P. Morris y A. Tennant.<\/strong><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/monopolos-magneticos\/\" rel=\"next\"><strong>\u00a0<\/strong> Monopolos magneticos<\/a>\u00a0.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Hubo un tiempo, el el Universo muy temprano, en el que la temperatura estaba encima de algunos cientos de veces la masa del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, cuando la simetr\u00eda a\u00fan no se hab\u00eda roto, y la fuerza d\u00e9bil y electromagn\u00e9tica no s\u00f3lo eran la misma matem\u00e1ticamente, sino realmente la misma. Un f\u00edsico que hubiera podido estar all\u00ed presente, en aquellos primeros momento, no habr\u00eda podido observar ninguna diferencia real entre las fuerzas producidas por el intercambio de estas cuatro part\u00edculas: las W<sup>\u00b1<\/sup>, la Z y el Fot\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_JePpiU6YLYc\/SfRpnm99CXI\/AAAAAAAAAzM\/DtRr2FUFAZs\/s1600\/untitled.bmp\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Muchas son las sorpresas que nos podr\u00edamos encontrar en el universo primitivo, hasta la presencia de agua ha sido detectada mediante la t\u00e9cnica de lentes gravitacionales en la galaxia denominada MG J0414+0534 que est\u00e1 situada en un tiempo en el que el Universo s\u00f3lo ten\u00eda dos mil quinientos millones de a\u00f1os de edad. El equipo investigador pudo detectar el vapor de agua presente en los chorros de emisi\u00f3n de un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0super-masivo. Este tipo de objeto es bastante raro en el universo actual. El agua fue observada en forma de mases, una emisi\u00f3n de radiaci\u00f3n de microondas provocada por las mol\u00e9culas (en este caso de agua) al ser amplificadas por una onda o un campo magn\u00e9tico.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRqZ2d-zNw2nzcBnp5-DjbALtz6IJB45EZsWQ&amp;usqp=CAU\" alt=\"La gravedad desde el punto de vista de la Relatividad General\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRSOhsUEOeqNcYPONniVLW4TbSjfP8CxBJ7XCYybzlqsAHDpOqoOKQWSz2OQ-2CIr5KYZs&amp;usqp=CAU\" alt=\"Qu\u00e9 es la Gravedad? - EspacioCiencia.com\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Siguiendo con el trabajo, dejemos la noticia de m\u00e1s arriba (s\u00f3lo insertada por su curiosidad y rareza), y, sigamos con lo que hemos contado repetidas veces aqu\u00ed de las fuerzas y la simetr\u00eda antes de que, el universo se expandiera y enfriara para que, de una sola fuerza, surgieran las cuatro fuerzas que ahora conocemos: Gravedad que campa sola y no quiere juntarse con las otras fuerzas del Modelo Est\u00e1ndar, el electromagnetismo y las nucleares d\u00e9bil y fuerte.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"mundobrana\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/mundobrana.jpg\" alt=\"mundo brana\" width=\"455\" height=\"298\" \/><\/p>\n<p style=\"text-align: justify;\">Las fuerzas de la naturaleza que gobiernan la electricidad, el magnetismo, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>\u00a0y las reacciones nucleares est\u00e1n confinadas a un \u201cmundo-brana\u201d tridimensional, mientras que la gravedad act\u00faa en todas las dimensiones y es consecuentemente m\u00e1s d\u00e9bil. Seguramente ese ser\u00e1 el motivo por el cual, encontrar\u00a0 al Bos\u00f3n mediador de la fuerza, el Gravit\u00f3n, resulta tan dif\u00edcil.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Las cuatro fuerzas fundamentales de la f\u00edsica | Enterarse\" width=\"305\" height=\"171\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRkE2iUm-nrnMbvPOCz2OYBcOOxFAgGxDNKMeviXJt6Nwl4uYzrOp1AIdGjivu7CMGcrj0&amp;usqp=CAU\" alt=\"Ciencia Simple Para Todos: Fuerzas Fundamentales del Universo (Primera Parte)\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">De manera similar, aunque menos clara, las teor\u00edas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>s conjeturaban que las cuatro fuerzas tal vez estaban ligadas por una simetr\u00eda que se manifestaba en los niveles de energ\u00eda a\u00fan mayores que caracterizaban al universo ya antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. La introducci\u00f3n de un eje hist\u00f3rico en la cosmolog\u00eda y la f\u00edsica de part\u00edculas (como dec\u00eda ayer en uno de los trabajos), beneficio a ambos campos. Los f\u00edsicos proporcionaron a los cosm\u00f3logos una amplia gama de herramientas \u00fatiles para saber c\u00f3mo se desarroll\u00f3 el universo primitivo. Evidentemente, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0no fue una muralla de fuego de la que se burl\u00f3 Hoyle, sino un \u00e1mbito de sucesos de altas energ\u00edas que muy posiblemente pueden ser comprensibles en t\u00e9rminos de teor\u00eda de campo relativista y cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSb8I3Ch3jZuP2uWYeqTjIcuDrxdSTCxTInMbi3rX1XZ-NVqvMAQo__LuykNbH78FhH7Uc&amp;usqp=CAU\" alt=\"M\u00e9xico podr\u00eda tener su acelerador de part\u00edculas \u2014 Applelianos\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT-YUjn3jfp6tXLgCFIsJ-x7WAby8FJILHUPA&amp;usqp=CAU\" alt=\"Los aceleradores de part\u00edculas \u00bfPara qu\u00e9 sirven? - Teresa Versyp\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRno1C2Tv0Y64qg2uCyMGB6JkBgTDyP-HQxXA&amp;usqp=CAU\" alt=\"C\u00f3mo funciona el LHC y por qu\u00e9 deber\u00eda importarte lo que hace?\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La cosmolog\u00eda, por su parte, dio un tinte de realidad hist\u00f3rica a las teor\u00edas unificadas. Aunque ning\u00fan acelerador concebible podr\u00edan alcanzar las tit\u00e1nicas energ\u00edas supuestas por las grandes teor\u00edas unificadas y de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>, esas ex\u00f3ticas ideas a\u00fan\u00a0 pueden ser puestas a prueba, investigando su las part\u00edculas constituyentes del universo actual son compatibles con el tipo de historia primitiva que implican las teor\u00edas.<\/p>\n<p style=\"text-align: justify;\"><strong>Gell-Mann<\/strong>, el premio Nobel de f\u00edsica, al respeto de todo esto dec\u00eda: \u201cLas part\u00edculas elementales aparentemente proporcionan las claves de algunos de los misterios fundamentales de la Cosmolog\u00eda temprana\u2026 y resulta que la Cosmolog\u00eda brinda una especia de terreno de prueba para alguna de las ideas de la f\u00edsica de part\u00edculas elementales.\u201d Hemos podido llegar a descubrir grandes secretos de la naturaleza mediante los pensamientos que, surgidos de la mente desconocida y misteriosa de algunos seres humanos, han podido ser intuidos mediante r\u00e1fagas luminosas que nunca sabremos de d\u00f3nde pudieron surgir )Lorentz, Planck, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Heisenberg, Dirac, Eddigton, Feymann, Wheeler&#8230; Y, una larga lista de privilegiados que pudieron ver, lo que otros no pod\u00edan.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Blog de Emilio Silvera V. \u00bb F\u00edsica\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Mol\u00e9culas, \u00e1tomos y conexiones para formar pensamientos<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza. Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0que contiene. La cosmolog\u00eda sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a> se unieron primero en las energ\u00edas extremadamente altas del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> original\u00a0 y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">neutrones<\/a>\u00a0compuestos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">electrones<\/a>\u00a0cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcROTbF4eGuuE5nGbp7_aNuNP4toEdB-nGtxy_5J7-DSuun6vCZ9ew\" alt=\"Resultado de imagen de Los n\u00facleos at\u00f3micos\" name=\"Xr63ofrOfHluqM:\" data-src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcROTbF4eGuuE5nGbp7_aNuNP4toEdB-nGtxy_5J7-DSuun6vCZ9ew\" data-sz=\"f\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Si es as\u00ed (que lo es), cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo.\u00a0\u00a0 Alguna vez he puesto el ejemplo de mirar algo que no es familiar, el dorso de la mano, por ejemplo, e imaginemos que podemos observarlo con cualquier aumento deseado.<\/p>\n<p style=\"text-align: justify;\">Con un aumento relativamente peque\u00f1o, podemos ver las c\u00e9lulas de la piel, cada una con un aspecto tan grande y\u00a0 complejo como una ciudad, y con sus l\u00edmites delineados por la pared celular.\u00a0 Si elevamos el aumento, veremos dentro de la c\u00e9lula una mara\u00f1a de ribosomas serpenteando y mitocondrias ondulantes, lisosomas esf\u00e9ricos y centr\u00edolos, cuyos alrededores est\u00e1n llenos de complejos \u00f3rganos dedicados a las funciones respiratorias, sanitarias y de producci\u00f3n de energ\u00eda que mantienen a la c\u00e9lula.<\/p>\n<p style=\"text-align: justify;\">Ya ah\u00ed tenemos pruebas de historia. Aunque esta c\u00e9lula particular solo tiene unos pocos a\u00f1os de antig\u00fcedad, su arquitectura se remonta a m\u00e1s de mil millones de a\u00f1os, a la \u00e9poca en que aparecieron en la Tierra las c\u00e9lulas eucariota o eucari\u00f3ticas como la que hemos examinado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00e9lulas Humanas O Animales Debajo Del Microscopio Stock de ilustraci\u00f3n - Ilustraci\u00f3n de macro, ciencia: 132841970\" \/><img decoding=\"async\" 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\" alt=\"Foto De Microscopio De Las C\u00e9lulas Intestinales Humanas, Grandes. Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image 63137312.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"C\u00e9lula Humana Abstracta Con El Tubo De La Aguja Bajo El Microscopio Primer Plano Extremo. Representaci\u00f3n 3d Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image 66981339.\" width=\"346\" height=\"230\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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QqzBIGci5YOADXcfYMVzFZE6lSiEk6lRcsnbroIYThytKejqfcgAE7sITzlfL4GSxgW8OkmYsrX5U+VLakulg7fbuweG8ZOKOEFIdWny0BJpc19PateJShHC7JUQNMyqMNy6lBzcuepzsRiCEOeKYsszcKauo0vQ66COwpynK9sdEVTmkjqXJTNWlKlFSbl3FiMxcjlbpSsbmIQsJBYpADDidLAMPRne77Ujz\/hUiYVhLFylQFTdy+Z7AE71jVxpMuWEhk2T5QcxfzcwWNa2j03s6h5W7nj\/bmpfixgl\/WMYbDKLKK+OjhIO4y61H0hbH\/EYJDhhQXe2+jxXh1BCszgKoaOwFPl7gPpFqprrBmKNgWAKbb6NvDqnGKjdep5erKbnaWebf6OcJLSmqnSVJrTKK1pobRziMWa5ahiWAZtAbseddTEryTFsFHI1rmlS++ohtc8plkNp+rWNrfbRycbxdnY5Tntmt0btvrixnpUy1O2UlmULHUiji+nvFmMX8NCgCHZhUscxDOLEV0hpExKuFUoasoElqONdjGV4hMzOggFCWIN3U9wxzDU+sZqtSMaduox0dGdXUJ5ss89hMSTmOY8CqLABLvbZm7mt4smSEy0lsocuEkDpSwFCGEcTkJWAcqgDbVkhVGY0dvX0iSqUtkKTmQRRzWh52L7EwoafoesjL6neBCCkguCk5qtV2tZgTpo9DELSojMgiUp00ZLKYmoVcuDrqDzicPhkpSU0ZQYKU3DVk0oPa7bxZhkKcgKTlbLlLUUBR21YNFMoq92XxnjBMrFLXLcgEh8wYDhdi2xDp9dNGsSkLlioIvmqCw31Bttto8ZmAmfDmFBdSFXSr5XJBfcXH\/UWfHVKmO+ZGYnKwswBAO5sPSMdSnnHzRthN2uy2YjMA5ch0qFC7inRiR1Bg8NISsqBcF36liOvl+3i\/E4dlZkF0lqixAbKeTEkdhFMmVTKCHTxDplJSPT6RS5JwaL0vMmZnjaf4c0EUUkHvnApzLq9o8nNHE\/MH1\/uY9l40ApBL+cZXpcqKQexr2jyGJRlUQ9AkEcw\/8AYw39nS8jQr18fMmjrw1DTFhrBveNMxlYEfxtf8tz6p\/qY1TDIXkQRMEACOFKyQ1ASwLj0Ieo5RoSSElKCly7km2ahB2JdqCl9oTlYmrkMAzAKduVEsOgre0Mlac4ANcpZX5gwoBQgO46RkneTyjXTtFYZfhpn8RKAOB30qSS5e5JCvpHo5CcqTukAC9zTtGJgpRJSVNmBCS1X4h6WNOUb85XDqQSPQHXkSPQwo1kk5KKGuli1FtjWDw4WyiA2UqJ5k6c9Onvd4jPKUoSkVU5UBpYDqxpzrFmHPAlO6g4s4Bdh2b05xnYwFagu6glbdFEiw5fXm8K15p3fCNGbi65oSijFhwA1qosDtmIS7coRn5loTlbhXSj3AqRd3r3i\/xBIKQi4z5jsD5kjkzgduxiUChll6jLlroECg1a0MqNkr9TNVve3QhEz4c5L+VRSCXYBwEhuT19I2QVk8aVFLO+bh4dObO1Y8RIxi0lSlnOCoEu5tcc9BsGEeqkeJBUsIJpcNTME+UE7vWpq0eh0U40\/I3zwzyHtrTVKtqsVxh25t0Jwg4ysVzEptom9RZPlEMmvAwUCCHG2rHnyG8SvidKWqnKACQHJdgOuvKOsHhylsxCS1WIYgCgDVGvqIaxaSseZne+70ZR4WhCCpgXD1LuBRhQXDt6RYiSoHMKoIcKNGdyzdz9YsWnjWSGpmCqsWq76s5FeW0JzsYVpy1IAcmu9kDV27NGarWjSi03\/WbdNpqmqmpJfP4WOTiyt8ugZRzCozXKha733hEICMoYZUnMU0dzqkCg3bWOPihGYDVJcFhRqinQc\/SqWExAWrKiidHAYEM5BrS9O+kKpbpttnqacIUoJRRo4e5lIAYvVT\/hOosWqOneKyscTAMNDSgGgu7c6vHWcJJa5DKSHdvs87ERCZaPiBVQX8pDg3c+4fesQvyy1R4SYYtjRKiEFy1g5c33HJ7WNX6KAgJNVhdCoC6eKh2Acd20ivE4YLSqhZQAyUoaW5HlyjvBIOUpQwS6WLhVavmF2IAd\/wBYhKKS3XL4zb8tipS2ALh8ycpNctix9raKeNPIlSSWIYg0\/C4+hbtGfMl5EZGZlZknqQSm1m22hvAoKFhLk50mr0qAE0jJXWLo2UZDHhpKpa82hyBtllJF\/wAJJijCFlrLvVIdtMwQodz9e0aUiYAVszHTmC5c709xGcuVlJoMxKWez8NujD66wvUrtp9bG1LqZ\/jKGlmWanKT6H4jf+w7R5jFrzuak1S\/UA\/o8eo8YmEYlKRpLzHupAA\/5q9I8tIpmewf2Shv19Yd+z09iffIq1zW63p9Dnw+sxStkN6kGNOMnwU8St8kt\/Qn9Y1jDIXhBBBABjYCcpivM6RoUkEE0FUmoG\/KHpE5wtIdkuXrccI7EqdoQx+GMpXxJfkstOgfYbGGsAt15flmcSN8w4mJ3uPS8VTVlctg7tHoPBBlCXuouf5nAf1rHoJRCpZGzs+2Yi\/YeseewY\/hkhX4gDtQJH0PrHoZRBAIo6Mp5G6j1c06R57W5lf4j3TYgkM4KYFFRNgB6kGvRmELS0ELLlmlgHbMvXmA\/tHWEWoLP5nT0Uk29TF8xJCl6g7tQjMab1SmkYfdk13RcYwlkpIA4sxSSXuCkMOzt0jlc58wUGAFFM5bM12cVD9+UM+IqKkEo1ylhR7KJT+EktzrGdLw4VLYk5mYjUBwQTzcWHLeGNFppN9zNVuuOxROlJK1EomMTmBSKFy9SkElVAD0PKJk5FJEsOkgvUhxWgcs4G3MxUSQFrKmUmoSggl1ZXzNQtUUhlOKUCgqSwYOCAKqGmovDGG7p6C6ptaz15wNSSqWQyigqqX+l7Xjr98WxHxQou54WZ6l610PWEv3hDnzLL0AyHLybK53rzjheXhOZg7ENXiJZwE0IqNxtvfGpPjczFPTUm7uKf0HjjVMSSrcBRuGbiGjvo1oollImFXFnBByk0oa11D6Rb8RIBCi9SGCaDK29Ofdo4KwxWmijc0JYEv0pudIg1uu+rLI\/p4VrLoM4mWlTrfKctQRq1aDRttzGciZkDJDjRgACNeI3trFklSWUtzoSoGoLACl\/mPO0TOlkhlZQkkuWFTaoNXFKjQmCGMNnZpN8EJ+GrzFyE+YkkvZswLaxZhilQUFBSRRjo\/R6gONdYrk4ZIRXKa56UfKOFiKHi6R3MxRplANACEl\/NpmsN\/UwTbeEcgksvsXhbLZmS7Z+Ekt25tqaDeOMYpRYJUAcwBrW2lwKFuTRVOnskyxwlwHDeWwH8r1\/wC4STKKHmLrlfMxuSUpTTS\/sYh4fUuU1ezNFCxwNmBfKQX0DV\/CahnjQwpClmjZQl+hVS1mbbWMfwwKWWIcGxqw1GUNZgzdN41fD0HgS4NHml\/MES0hw2lYyahJJmui3gfCazcoIJc00USpJ9W+6RCUlaxyBPTiAPt9HhVM5zMALt5jqxJLeqSIu8LzMsmqk5kgtrQd7wqnFpNjCB5vxqa06bMNGlJSDuorUPq3tHmAjKhSnu9OuZvp7R6D9oFvmQ7DKC9L5mHsI85MUcinp5j2Tmb3ePS6JfpL0EurknUa+Y34LKZK13zKZ+SaD3eNGKPDZWSUgflB7mp+sXmNhjCCCCAAUkEEEODQiM6XhPhn4YLZi8snRQqA+hcD3PIaIinGSM6CmxcEHYixHOIyjuViUZbXc1PB5nxELCQy0l1o1d0ksNiARypGpgZ3CDXKTcULqFCx1Bf1jy2HxS2TOR\/nS\/OPx5fMCNQpOY\/Yj1Egpmccs0XVvwr1B5H3tCLV03Fu\/D\/PX\/Q801RSSS6GvLlAqQoEEE5wd3QxH\/FJB5xbmSb0LZjazMQroU+8VeGKBGUiwZtswJFdQah9W6xGLlPw5mUHIP4kEO45gsqFDV57X0\/BquICUPiFNg5QQrQEE13YVqdoUXMZaiQQUFqsGZnBpUW7Q+tSiEzGIUAULS9CoacqGh2fkIRxcvOgrSsgsCQrVKX+imHbYxupPOfl6lU8rApijLfhBSVUOwcVaxDUf+jwj8JSDSpKQzkJDZQCWSBsbq0i7ELz8SA8xJAWFOCAoXuOvqIvl4tHnU+Y3Rs9RSmo5HtWGVOW0X1YOSwUqmTAtJQkAOHKBUte1GdzV73GjiJagSSm4HEzEPfRiRXvFOHzqfgShL+ZLDNyZTn19oUn41ayFZVS2JSUVdLWaoJ0rv6i7dfCRR4f+TNGWlkDMaAkFSibsGKk6Gg7e9YXloQwJYBTB32Lje4aohfAeIJfIvWgO7lq22vy6Q7j1FJJDPRzdqcJUo35afSBN3s0QnBW3JjCMrEgJQSxIBKQdXLBg7sYxvEVlwS5LsnlX63pzhyeslauN83lUxoLKbev0McrmryFgCp3ruQbnoAepMSh5ckJLfjsQmcSVF3BYHLu7N1GX25wxKkZAoAAlQDuaFktwjTTXpSKlYkIlhqKVQKZi5AdufvbaM6esLVmKyXbhyuXF9amlfaO8hGFsjq8EUpAfzDKCb3LFNQ9\/aGMLLyS2mKc0KlqJs9G3NOzjaMmXiVILh6rIJNQCwAOUUreHyoElXzuUpLeYjiAPYX7awNNrJ2yi\/mNSyr4nAHSnzKIfOkE9SBb1janJKEvR1ByXboPp6Rk4eYQsDZJKm1IFAH+UA9y20aWPRllAauAWJ+QN6kn33hXqJeZIZUY4K8BJIRMcMopUprsTwgc7qMMYI\/DlKJqeJZ2unKOpYescollKM+wYf6C46\/2jmeMkkJUXICElX4lHMVHq7Qvk97t3aNtksnjfFGUsJJu5V\/Igq+pKT\/3GJPdSUpHzrI9f0YqPeNDGIUtbAs4AHRXEsv7ekUYcBc+nllpYfzGn0c949ZRjtgkeeqy3SbNRCGAGwaIMSYgxaVBBBBAACJEQIkQAZ06YZU3OkOb5fxId1DqDURrYKd8NRUgvLWMyDoUkjh5FL2Om7FkcZhs4cNmFvvo8L+FeIBBKCCUPUG6FHY6PXvT5ozaikpx4+Zp09Vwdr\/I+j4CamYAtN2ZQHqR61HeOvFpRVLBR\/mS+JJ\/ENQ+yh2odo834VOVJWPmSK0+ZBNaaFLjsdo9jQpSpPEDUcwQ4769zHltRTdComsrp\/DHkJqpHOGI4ecDmBYBTJctRQAKTyofod4QVKYKSUBOWzcgSU9tIbx8sITnCXQ6XH5KgjdwfRm5RzMfhIVxAsDRiQwYjm3rEoO2Vw\/yjuDGUwyrSlNQQcoCgQH9bvS20Z2JQSQZZzpLVZyCxyk2FQ4expzjYXhkspSBwL4kj8K3s+ouPV4xJyFpYuWdrscpSxdy+mlX92lFpu6+5kqrGTkzJnAUqWFOHBGgJage9eRpF0sqU4UrKSHzZrMzZk1oKjS0KzcUsAhQDKZJKSTUO\/zDkaaEUhtCSUKSkZnq54gQa8iR13jU2rK5k2u7sWy5BIzZQVBgKjQlPC+vlNa26w5JyqSELIcUAoHTZi+x1r+sJocpZPCqxZgywLcsxJPeKU4WYpQJSoK\/ENy13LgtrWOWxlnG88Dc4uslKVBTklK1Nwhw6SzKFNYtTwJCAgB2AZ6JqXdV2Oh3ioSluQKMXtzJVdqVcAatSLZigUJAcBShVQ1CnIU7dHv1vHHK6S6HFCzfcT8TCglOR3SXD\/MPxdbu\/PnCmInJKgSgCjgkGhIqSAQAdbQ7iEKTllrQpqMoOWIao6HnqYiZgfiHiVlKSQ7UIsQprGgrF8HGNmyp3d0Z8sk+WtXLrItvq0b5wo\/hucinUTcsOfOg6QkEy5aKvcUcJJFWJCqpDjf0EOqBXmJJSgmjf8Wa\/d7elNapd3WC+lTxZ5GvC8HmmKUklgXN3ZklhTUEF66Q5jFqKjThSQEgV1Y1GpzRzLUUSwlFVqapZwLAc6V7x1hpAzlIrkUCokuMx4h1ag77woq1Lu76cDGnC3BdiJZSlCFGwGZtVnMpY6Bj\/tEZH7Sz6y5YeiStbbmWQOpDWjbCgTn0SFqSbvmYE8\/KB3jxvjGKeZMUXNkjo2V30cFnb5DBoYOpVXwu\/UjqJ7KbuYmLnlOZQ+ROh+ZVBXUC3Z468Ek5ZQJuriPe3sBC08lR+GABmUEvc7qr0CrbxsANQWj1KVkIW7gYgxJiDHTgQREEAAIkRAiRABIhbEYJKsxA4iOx5Ec4ZESIAEfBcYZcwS5lvlJvSwPYkcwesfQPBMSkgyieFRdO6VvUDkS56x4LxHCfEDiigXcXYbc4e8Ex2cZVFl21rmok9CacnEKvaOlVSO5f34jHR17eWXofQwgEFJ+ZwR+YeYj\/ANvWMjEYZQCiHegUk1Lp1G9L9O8W+FY9U10qpNQxIPzo0Un86bHeosoRolIUWVwq0O7Vp9RtxC1vO+ajJpjNSUkYLjJQOF8TClbm9lgv398\/E4bOMyMqnrWhI3cF3DVfbvG1Pwz50KDLDlTUzDRaGsaBxyLRknNL7kOpIAqpqtoVA1aj7m7CjPrHkjJX54MeZhElCkrASSRYgsQMu9DUih1G5A4VJUnJly5ASSSQaPc6iuaw0GkauJwSJgzBqgZwCQRdiA1Kk132eMyZhykKExQYnzh01DZf5SwrVxsRG+nVvhv0MtSnbKXqNlRCOEukVQHY1L1W9vLTreOsQUqGeomZauSweuncOIVMtiyGdIZWYDiFeW72oXjhWKJVldQKd3ysoO1fKA7vzrSLIrqmUytazRfMmzMpykOUiia2oaX3HaGRNdKBlqTlILBjUk9KegO0KS8K\/EFKdBd1UYEOyj8wBHvrHUib8Ol0KYXFA2jEksW1DvHJPsdhH\/LguVi2LAhWYF0k5g4JcMxNKhx\/aLZy1WStiQ+UJIb\/AFMyq7MWhWanMAwBUnUBnHN7b1e7wIWorDIfMHJNsr0Dhru1njjS5OrDsixWESusw5lcJLpOgDUNS76P7RtSMKgIEyY+VBdKXFVV4j125N1plS0oqwfVTukKsAkG7btFylEqGbiNkIdm\/Msg1OoAt6RjrV92EaadFrLJlLzLz2LtbWjmvJuQqdIvTLORhTMWJJJofMfQ32EU\/vAClIFaMopoA1WG1a15xCyWQgl1sxANEhbkk7AJS+9ANYxyTbRqwi\/HT05BlonKf9qSEIA\/5HrHifGZgMwVsHLas4rva3OPQ+PYsISrLVgAByTmCB1Usv2MeJ8SnFIAJKllwD0o\/c1hr7Mo284u19TGws8MGeYpRLhAp\/Mup9mEa5ijB4cS0BOrVO5194uMORSQYgxJiIACCIggAIkRzEwAdCJEQIBAB2DGTiUmXMKiDlILEOwJNXHYH3jVEQtAUGIBGxgaudTsOSccpSUzJZdaPMAQ4O45H06M8ev8K8UTPQ7jRxqlRqD0NwdKi7x82OGXJV8SSSwuh9LnK+lLH+x2MBjXInyiAoDKtBokvUpV+CtXqKggloSa7QKSx6P9mNNPqd3Pr\/KPezJoVlzHcPWh2B0e476AxlY+SlKr5SeF3YEGzg\/pzhvBYpM6WFpcghlJNwoXSoCyga0uLaR3Mw4mJyE8km78uR\/pCKF6Us4tyMcWxwYczw9lFUui2AUlQLKFiUnWzW1YiEZ0hQBmSyo7pzOABySfaNFQWgZFgnKqhS4IYBiwsWoRY7RUgKfMhXxA5L0ExI1Cx8zWrXdoZRlK173\/AHK2lfgylTQpLLoRUbOw5UtWlH7QvMxCiQlQyluEllJa4LgZkuDG60uak5VMRcAoLHmlVEl+ldGhVWGBOVSgcrghSCnRrkBL8w70beL41kuVkqlTb4YskqAIWStKgEgpy0rxMSRRxYjSOTKXLICUBtyU6uXY33LM8PSvDyoedRAUCChYFLVCXJHKJOByOyCp6F7Md0m4rYgPzjnjrjBLweorIlOc1Jj2QAAkbk8VWIv9bw+mdUMGD3AdzZm9IgYcqoaENlKQAwo5CaHctXblFhKcOBldazdQalGqolga\/pFE6m7HUtjT2nRkuoEjMsBgDRKRc3OvrztHSk5My1FqMC7ebYGw63A7RVh1qTUXIclicr6uaqI7R0MHMmMEkoBLrWaltzpnLEsHNAOkLWfneCTljCJ8Nk5v4jkJQ4SBdyQ5P5q9n7x38bIhS1edRcJHPyh\/vQdHMRMRKQhCasOEGrq3PN4874vi0yw61cVTVne1ObEgDQF\/mgpRdafGHwQlJU43bM7xaecpe6lUBPlQgXPc5v8AUYwvDJZmTVLX8tEg7Vy05N9Ipx+JmTFEE1UopSBbKCX5l\/6xq+H4Qyw6jUgBhYAfUx6SjT8OFhFWqb53HIiAwGLikDHMSYiAAgiIIACJiIIAOokRzEwATHQjmAQAdgwktRlTM8upNVIsFJe3uWMNiF8ThQriFFb100jkoqSszsZOLujW8K8RCGmIUcpoU7gfKofLMTZ9ekeyw0xEwBSSCFa87MrY6P0B0j5Z4fOyKKkpvSZLNlV02UDY\/Y3vDPEDJIUCVylmhsRoynssWL\/9I9foN3mjz+fgNdNqsWf\/AA9piJPxE\/nTvQ9Fbd6fWMPGKShQcZC+oL7XsR9KVGuuVhaRMlqsdenlOwjmZNlzBkmABtFOCDplXpydoU0Zyhym117oYyV+DLCUzKpI+INRwqpSpLFXRyOcTNUGTmQToTZqdPveLMR4LUlCyHcsovz4VNbke0VSTMlkZk5hQOSFA2q6S\/Yxq3Rkrxd\/g8MrjuTs1ycBctqFBqWCVOq3atdDHOHQo8aklGUO0xNTu0tKi\/8AeGVYgKJASEtuz1vws\/enOKic7MkpyCp3HYMPqYl04\/c76nU7EZAFUS7khTgkuKgAbqAD0raE85NTmWVHgSKsA7mz3a7uwixYSsk\/DWliMucZQ4urKOIjrc6RzLzlZyguzMRQA3LWflzqInGCSfci5NjkkAqCAHWpOZYBJygWFbV6Q7OxCJaeEUsCS7k1dtiddgBtCiAjDpLniN\/mUXdgw1ft1DwnIwy5yviTOBLUQDYF3rqoij\/zHSlLgptuTwvuyW5qySu\/wTMnhPxJ8w7hJV+EfR+VgByjyE1ZnLM2Yr+GlyHp1Lfp0EP+MY0YqYJaC0qWWZLgKP6j71jLnfxVfBR\/lobOrdj5Rv8A1rDvR6fZHdJZf2Qp1ddTe2PC+7LPDJGZRnKAGZ8idk6RpGABqRBjeYQMRBEQABiIIIACCCCACImIggAmJiIIAOomOYmACYkGIeCADlUhJLsH3EKIWZalBswJ4kaKAYjopmY9joQ8DCTF1DKTW7adS0RlFSVmSjJxd0bXhGPKSFS18mIukVKVjVuxB99+XiJWJdLBKxdBoRzQRXK\/a7sXj53MnrlHOmigxWg\/MAWCm0I3jWwniImgKRMCVD5F0UlVzlVbKduUKtTodz3LD6P+RlQ1Stb7fwerAmS3TmLaKUMyW0dSajuA+hMQrHKNJkvKfxBlIPq5T1jLwH7QrFJiVOHBcU7LTZ99do10YqVMDoUB1\/qKH2hbUpTg\/NH1Rvp1Iz4l6EfEKku4I0L8LNqHGX7rEnDqUONTp\/KQPqWiUyi7pUit2Cn7MaRTM8OS5UUqJa9VeiSr9IrUksXt6FrT7FiUpJy5jzSkvobkFvvWK1YyUg0yhgQkAm\/O5ct1iheGIzZUqDsCVAJFttR0BipPhwfMVGmiQanqf7CLoU4v3myqUmuEdkk8RAAe1q97H30jM\/aLHqCEykllTBVtJfUfiIPYdIsxmKRLXnUAtaRlQl6AC3CCw3ep+sefMwzFrmKLqJ7BgzDk1IZabS3kpPhGDU6nbFxXLK8Qr4aEy5XnXR+o\/pr9l\/CYZMtASnudzqTFOElZlGadQAh9EjXvf0hww1QrAxEERAARETEQAERExEABBBBAAQQQQAETEQQATExEEAExMcxMAHTxLxzA8AHGJlBaSkh3BhDD+F8LKI3ZgfeNN4IAMxfhi7pWH5h\/q8cIlzJagplK3yXY3s272jXeB444pqx1Sd7mYnxiagpBmLb84D9DnTWGEftMQGOQs4qEP7phpQBoQ\/WKv3WX+BH+0RW6FN8xX0LVWqLiT+pz\/jE1YpNbkpKR0NA0cz580pLzSs7AsG7Ujr90l\/8AjR\/tH9IrneHy1WBSd0kiCNGnHhL6HJVpy5b+ojOQlSQVrAIuCdmtHUsApEqW7fMobFzSGD4VLax65lP9YYw8hMtISn11PWLSouEEERAAREEEABERMRAAQQQQAEEEEABBBBAAQQQQAESIIIACJgggAImCCAAggggAkQQQQAEEEEABBBBHAIMRBBHQCIgggAIIIIAIggggAIIIIACCCCAD\/9k=\" alt=\"21 Fotos de C\u00e9lulas\" width=\"232\" height=\"232\" \/><\/p>\n<p style=\"text-align: justify;\">Estas im\u00e1genes son las que veremos si miramos con el microscopio electr\u00f3nico parte de nuestro cuerpo<\/p>\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula y el esquema que le indic\u00f3 como formarse, pasemos al n\u00facleo y contemplemos los delgados contornos de las macromol\u00e9culas de ADN segregadas dentro de sus genes.\u00a0 Cada una contiene una rica informaci\u00f3n gen\u00e9tica acumulada en el curso de unos cuatro mil millones de a\u00f1os de evoluci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5594839532044538898\" src=\"http:\/\/3.bp.blogspot.com\/-eqR0QeS6yRo\/TaTc6WLT1BI\/AAAAAAAAAIk\/9tFWyBgTAaE\/s320\/adn.jpg\" alt=\"\" width=\"267\" height=\"320\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5594839659443700578\" src=\"http:\/\/2.bp.blogspot.com\/-XbttXB6fDFY\/TaTdBwxow2I\/AAAAAAAAAIs\/Cn3D8aWGqXg\/s400\/adn_con_atomos.gif\" alt=\"\" width=\"286\" height=\"400\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de\u00a0 cuatro \u201cletras\u201d- hecho de mol\u00e9culas de az\u00facar y fosfatos, y llenos de signos de puntuaci\u00f3n, reiteraciones para precaver contra el error, y cosas superfluas acumuladas en los callejones sin salida de la historia evolutiva-, su mensaje dice exactamente c\u00f3mo hacer un ser humano, desde la piel y los huesos hasta las c\u00e9lulas cerebrales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"ADN (\u00c1cido Desoxirribonucleico) | NHGRI\" \/><img decoding=\"async\" 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\" alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si elevamos m\u00e1s el aumento veremos que la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas y festoneadas en una milagrosa variedad de formas, desde relojes de arena hasta espirales ascendentes como largos muelles y elipses grandes como escudos y fibras delgadas como puros.\u00a0 Algunos de esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">electrones<\/a>\u00a0son reci\u00e9n llegados, recientemente arrancados a \u00e1tomos vecinos; otros se incorporaron junto a sus n\u00facleos at\u00f3micos hace m\u00e1s de cinco mil millones de a\u00f1os, en la nebulosa de la cual se form\u00f3 la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/laenciclopediagalactica.info\/wp-content\/uploads\/2011\/07\/%C2%BFPueden-todas-las-fuerzas-entre-part%C3%ADculas-ser-entendidas-bajo-un-marco-unificado.png\" alt=\"\" width=\"400\" height=\"383\" \/><\/p>\n<p style=\"text-align: justify;\">Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0que contiene. Sion embargo, nos queda la duda de: \u00bfQu\u00e9 podr\u00e1 haber m\u00e1s all\u00e1 de los Quarks?<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 no podremos hacer cuando conozcamos la naturaleza real del \u00e1tomo y de la luz? El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">fot\u00f3n<\/a>,\u00a0 ese cu\u00e1nto de luz que parece tan insignificante, nos tiene que dar muchas satisfacciones y, en \u00e9l, est\u00e1n escondidos secretos que, cuando sean revelados, cambiar\u00e1 el mundo. Esa imagen de arriba que est\u00e1 inmersa en nosotros en en todo el Universo, es la sencillas de la complejidad. A partir de ella, se forma todo: la muy peque\u00f1o y lo muy grande.<\/p>\n<p style=\"text-align: justify;\">Si elevamos el aumento cien mil veces, el n\u00facleo de un \u00e1tomo de carbono se hinchar\u00e1 hasta llenar el campo de visi\u00f3n.\u00a0\u00a0 Tales n\u00facleos y \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol.\u00a0 Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0que constituyen\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">neutrones<\/a>. Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"TOMOS Y MOLCULAS Historia del tomo Demcrito 460\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLUjj7J-ML9zZm9qF8kvn7o2FS-vaGQmtbCQYcmCc8kBxaXDLYW3luCDEjbWu_dPsCkK0&amp;usqp=CAU\" alt=\"C\u00f3mo cambian los nucleones al ser confinados en un n\u00facleo - La Ciencia de la Mula Francis\" width=\"306\" height=\"195\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al llegar a escalas cada vez menores, tambi\u00e9n hemos entrado en \u00e1mbitos de energ\u00edas de uni\u00f3n cada vez mayores.\u00a0 Un \u00e1tomo puede ser despose\u00eddo de su\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">electr\u00f3n<\/a>\u00a0aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda.\u00a0 Sin embargo, para dispersar los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>\u00a0que forman el n\u00facleo at\u00f3mico se requieren varios millones de electr\u00f3n-voltios, y para liberar los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quark<\/a>\u00a0que constituyen cada\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Uno de los misterios de la naturaleza, est\u00e1n dentro de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que, conformados por Quarks, resulta que, si estos fueran liberados, tendr\u00edan independientemente, m\u00e1s energ\u00eda que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0que conformaban. \u00bfC\u00f3mo es posible eso?<\/p>\n<p style=\"text-align: justify;\">Introduciendo el eje de la historia, esta relaci\u00f3n da testimonio del pasado de las part\u00edculas: las estructuras m\u00e1s peque\u00f1as, m\u00e1s fundamentales est\u00e1n ligadas por niveles de energ\u00eda mayores porque las estructuras mismas fueron forjadas en el calor del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Esto implica que los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo.\u00a0 Un telescopio penetra en el pasado en virtud del tiempo que tarda la luz en desplazarse entre las estrellas; un acelerador recrea, aunque sea fugazmente, las condiciones que prevalec\u00edan en el Universo primitivo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"John Douglas Cockcroft y Errnest Walton; el primer acelerador de part\u00edculas y la primera desintegraci\u00f3n de un n\u00facleo at\u00f3mico en la Historia. El 28 de abril de 1932, los f\u00edsicos brit\u00e1nicos, John\" width=\"347\" height=\"254\" \/><img decoding=\"async\" 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rtoBbeRpkqwJYMAV+GNT8XU6A1R4VbxJvW7l1wArCQw8MearvB116UY4iqYdcxBUE5Vt5sxygyWVuY1PhMa6jfWS2AQHUh0InMIj3n5da16CCe2RKEKHIliRlbRlgxB3ZRIAO2kQDVLsyq3cQ6vnZTbaBcfMAZWCZiYE7ayR0rftXGZIIbwGIM5fEv5VJ2CC\/tTZ9u5blJHiTUCf1NXS\/E2B9kPaHEPlFj8FksF6kuFZiTzOw9qE3bcxG9GO0aA37wBkZ9D1m3boYikhT5flVeJfVE5PZots3AWXS7bEsv8AGi7sOrqPiHMajY1vZfOAa0ZDmzKSGXUEb6fnRKxhbYtpctsdTluId1IiCDzDany286pVCOSowrEHrVbF2\/vV64mg9R96jx6DNFBgi9l7sfcFtxczQQQCIMxLSZ88xHt512BbNpdS2bpXDeEuFY6T4W59ChH5\/OusYXEDu0IA1UHXXl5153PHZ0BR3Ib92OVY9u8\/xOqDzOtC+I4lvCQx+f5VVOLuR8R+1QoKCd5LafFcZj5CfuRWUvXruuv3rKI1Crbxynf6f0Nb5wfhYHy2PyO9DGQHcVDctEbbV1qKAwpiE9Qeh0qzYuCFBPKgiYq4ugaR0Oo+Rq81xSBmBBgar6dD\/WmxFYQGIytV1LykBl35jnQJbZPwsG8tm+R\/Ka9w7kPBkGDofQ0HEw0WXDAMPepe\/wB13+49qXMNiiBoeU\/WKIWcWLggjxDY1JxMedrXP7Hd6eD\/APotKnY4zilEfgf7CnrHcGfFWXti4lssFPjJMEMGjwyeXPrQPh3ZS9g7pvO6MqqQchk+LyOsVSE4qDXkJe4nge8ENqOnTzB5GgnCsPetXMoju2MMWPh5b\/wvqADz9Jg1xXjCW18WYmdgNZ6HTTbnFVuzuPbE4gWwiomplzrOkL0G0xvpvpU1dGV0D+L8AvXVS5ZtMw2ZFiVJ1Ok8tjGnTnW3AuAYyzd7y5h7irlIkgRqR0JnaunLjbVkqHZrhLeIKpyjzjmKtcUxuHEy5UdQPDtI3o\/NJRxrQt2cc4iR+03Af\/UE\/wChKo4RJC9AY+WlN3bDBgql7OjzcCZ13PhnK3mI09\/Klzh7ILfi5N08zXVxyuKJzNMfhwrDKJB1+deYTDXAxAQnSSKYrC5gMqE68qv2cLdB8Nsj\/Fp96dzojYtZLjlQLccuu1U+L2bltofQ06DBsCGa5atrOust8hNZ2j7O96Jt3kuQuaANQIknzpfkV0GL2J3Cbea2xjUTt0I1B\/0g+3nXTeFKDaSTsoG\/TSua4O01vMp56+o1p\/4TiR3SdIrm5kdN6CeOsrC+LTyE\/cjrVdO7A+Fj7hfyb715jbkopHWqKliK58Qpk2IxKg6W0PrmP\/VH0rKgGCuH4UdvRSfsKytSGsSgtYwq9mB3VT5xB+lePh0\/mX6j8jXUmBsE3F1q06bCOQ+wqRsJPwsp9dD9asLh3FyYMDny2ppSpAW3RQvIQNQRO0iPvUuDxDzlJkQdG1GgPXb2q\/dZsq+Y2idIQ7c\/iqqF8ZgR4SYiPw\/+anDky0VlDFWbhkO4KbDw6jWTsTP1q9w2wveK2YMARmCmDE6+EwZ9jVI2zG36AArfCqQ0+v2NaRIceMccGDGZLa27X4LhUFrjTqFGeWEeXM9Jqjb7cnFZrVuwLjlMxU2xOSAWgSZ0I15TMGlftJiHOFZSxK5l0Osa8ulBuyVzLiAQYIttqOuZYPlQjxrByfZqGnF4e3c8T22SYBRs0ZiSwGu5AO3vzqbCFbbAKQpAkKB7Hw7FeRHnVbinDjeSEaDOaJ8LN1bSQf5vPY1T4Pj7i3BZuBp2kfGAf4o+JYBOcbRJ2mkq0Eg7W3cqoq94sgsQwCgiY0MkxJHh1Gm4iKHcBu95iIbMVyGVHi2gCATM7bSfKrXbIybUAFIbKwGhkqdDtrE6etUuzCqcQQxYDI0REzK9QR15V0xX4rAH2w4LEZSbStmt28xbVtDJG7aROmgFDP29rYa2LYkXW3XX4yRMjpTZYXUFQc0jxlgT01IArn3aC3GMbzuA+WrUOPktUK4ZPY2XXxyIbkZEUSfFy3OiyfpQ\/h3EbmKfuxeAJGbQOdB10AHueYpt4jeUYa4WYKMhWSREkECuSYbEPbOa27IYIzKSDrykecUIzckzR44jxxrhH7PYN17j3SCBCkIPEY5h6g7NuuI7xgjjuokG6SWDTyVF2iiPEVe9wu2oJuXXW2YmXYhlLHXUwNT0oXwS1fwC3rl6y4+HwgrMSZO+wkT0mlUm07ew4qhw4vwJHsLcswcg1A10\/rUfBTNseH5kx7RE1c7Hcet3bNxipALkC3uRM5tYgKTrHmas4PB5dFUwdZyxuSfzj2qTk9pgqjzE34tghVBB6Aj5NNRWuIXI0cj\/AA+H\/aBVrFYNzb25jeB96rYfhzncqP8A3F\/Ik0uhkDMfi7jbuT7kn617V2\/woA63EH+s\/ZDWVrQwsIKkK16iDrU2QdRVbAysbdWsniJGmv2\/8V6mHk7j5irdy2oOs8\/6Us5aDBbKd1IKiQYXcjfwqOU9Ky1hwYLL+DKCrdDlOhFWsRYBZN4M+wA9PKpLGGhdGkBmUCNd5mf8p5VKLqis9plFcICdGjc+IGNT\/LP2qdOHnWMrb\/CwPLpv9KI28L010rZcMRyJJ0AAneqOZzCl2qQjDkERLLQTslazX21iLZ+pWupf\/DK307u7au5SR+PIAwnWB0qhjOw9vChrtlHzAQczZhlkTGo157eWlUjyxxcfIbByIFG5O\/Ly9agXHIzogbNdzGACoIACkjvGBCbEx5bbVBxHCXbnhGcCAdsgIOYEknxbrpEj13qXgPZ0G4oOWd9dFAGsAaydOftFJpIOvJW7X3rT4a1btI5i8WDkCCsXAAsbqJAmfw+dAuz6C3iR3mdVK5ZCZtSVgQY0+u1dq4UlkEoblotMEKOnKSPzolisOmwdBy1A\/Kiueo40CznXd5Wy5uehg6gMPSNKXcdi8HbxF9L1rvjcNs27gOUoTbXNqQSPERy5U8cUwoSWU2z4gDkOviMiV6+GuVceRv2iQpgFDseSJrW49t\/wFD7iHt2bJe4GurbgxHxmYEgRoCZ9FmKB4ftnbvlbeLtWltAE5wrOw3gDXnMTHlzkMvE81vCXXtrN3LlTwyfGyqYHUgke9ctu8HxKLmaxdUEQCUYdDG3StBJp2ZDtisb3GE7zDuhm2MrhArKC4EEcpB5Rtr0oTheP43F2r9pm70lAviX4VaVYiNjEAE6CfOr1jCtc4YttIL3EXIuYAtkdS250Ajc+VDBwHGYaxfzoU7xEMB1JYK2Y6KSdFJPpNFY077Chs7I8MvYdGt3fCzPPhJIEjSSNJMHrTjh8N4ZOtJf9ld3NZuq7EgXZAJJiUXUfX510iyyxAH2qPJJpi1sE49f3RgbGaD28QwpxxFtcuoG4+pqs2Dtt+CfkPypFNUGhTv4hjpNZTKeCWpkq3+r\/ALVlHNBED\/KPlUqFTvaHsWH51YFlulS2kYHb6VSzEi4FSAcrA9AwI+1WxhNzlLHzWfsa2weFZ2B8x96YbfD2yjXn1qXJI0RU4jZKhTCwGO6iNSyxqIrRFSGPhzZlygMRBMZvDt+I\/Kj\/ABvDQgMEjvViI3zGefrvVcMYZe7clkIUaHXKAp0bqhpIvRVuylh7bE6D5Ef1q7ZDI2bKQRtoavWcHlHrUowg5b1RyOc592oDWLZvZzcZnA8QKwSND4W1jKem9D+EcSv4649q5cKoid4YknRlUQGJkgsDuNqYv7S8Plwa\/wD5l\/2vQP8As4w3\/wA1fEbWSP8AnT+lXTXxOXkePZPfxzYNUDqbiu0rOiFdSWV40uHQlW5z1Jo\/gMXYxKs1sLJUKyEAXF3OvMTpqNDGhNFsJw63ctm2UDpqpVhIMfoUscS7GHC3Vv2XcICPDmAKFiAAHJ1QmPC28ROtSUoyX7C0roH9qsY2Ha2LRILKZZoYwsCBK+f096h4PxO7icSLVy4+TKSFBEkiABmjbX2rztlh27m1cuEG4LjW9Ik5QRcJAOniRf8AttVLsvmTG5lTNCHSJ0OUHmOv\/mumKXxt+RPI+Ybgiqz93mAzKWLPmJ1Bg6RABU6a+dJvaPjFzCYy4tpUg2ktEFZGVj3nPnLR5\/bqOGEW0ARpYBmlGiS4JG3UkTsAK5X26wT3cWxtpmDAFCCNRbXxxJ5R78prn4ncnYw5YjCLYsz4QtpZLHUjKIzBSIkn2EmOVc5t9scScguMrosNkI0JD59dCYzH5abV0vjeS7gbrW2zB0Krr8RJhQNOtctv9lcWi5mtQp0B7xDrI6NVOLFp2ZDauIuPw1sVbfu2VCWykyfEFga+RJ5GdtBS9wjj2IuLeN2+7JbtfCZMhgbZiDAaG+Ig7mNdaaOFWP8A6ScMwIv3EdVTzzswLHZRBGp6gb0Bw3ZXE2bd\/OqnvbOVArZiSSGUaCNY69Kyxpp+wjJ2Baw\/efsyNbRWAKuczMYGYk7ARlgCuiYex\/LXNP7J0Nrve9UpnIKZhBaQNp3HnXVEYnrUOXUgGuITw+4+4rYIAKla3I\/XWtu6qJrRWyCa8q13WlZWNkhYdLS6Ss+orXDd2W1K6\/zD7TXt\/gcklUDCTtHy3ofcw1q20XFVDEwVEx7ehp7DQ3YbAqNQKti0KXuHcbwpCqjt4iANGA3jnsJo6uWQJJJEjxHUCJO\/8w+dK7FdoFcSsE2DMaPmGpEkPKgmDAJ0OmxqAI6PqtkFQN7rAQC3M2+rH5VNxazGFuHO0ASNj+KR5n50M4jg2zybxJIP4E5QTqB1fz51kOthrhwVgAWUuohlDSQV0PnEiiQsgcqXOD21DuGhjOaW0nMAdgsUT4s4W02RlRjoG3g\/LeAQPM1kLJbFz+07A5sHpyuA\/wDK39aXextnusbjNhlQR6G4s\/QUYw4sXSLV25auhjA8bnUazMjXlM9ap9ouH4ez3j2HVbgcB4uOSQSBB3YHURrH3roT+mHsC7DPEe1VnBNeS5L3M+ZLdsatmUHUnRVGkkn2NKeEx2N4rdBYpbw06qf7vQwP5rzgnf4QRrGxs9l+H4a\/dK3l7yB3ota5S0QS0gZ58TRqsnnuWjjGJuygtKqvGUAxGgkkKdDChtKnqH1XYzFDtp2X7i3by3GuK2ZmLADxCNRGmuY8uQqLhHZxL+OuWnLpbayCSh8WndmJIO+vzprfhBvwmJN4t+A5guseKAojntU93s8LNzvEN5nICg5gQRsBGWOQ3qy5Khj5EvYyOFtIltdAAFUTsqlRqTyA51yvtzYZb9xrbkZEDrDTGZwr6zpIY\/KmvDYy7mAcRBB8SpmaHAgQAYGvLTXWlDtFee9cZu8ty9prSywDBgzXAzAeEKMvXmNNanx2pDJDrjbGGTCPbsgAJbbIZYsGUFh4jJOvnXNLVi8zWl71irOwHiMBhkIPTc\/SnKzxgXMM5QxnVlBEFgX8BgbZp25daTsRgMcg7wsgt52OYNMSAp0AnoTTcfmwjXwHhyXeDPcc5r7W7lzMXMh1LqhidNAoiIMCZpZ4dYYPcDXGkYZnsyx0uI+VIA\/w6cqYeD8Ze3w4YUA3LrrcRW2+POZgjRRO+x96C4LBYy3lFwqiMjIGEOfG5iADtmjUkUU+\/wCRldjH\/ZqC9y6165ndbdru8znRXQMYWYiVHLSK6SGHUVzDscXwVxkYvfF1VUZEClBaUsPiJBkXANxtzp5tcYLAEWL0EAj+62Ikf\/cqE5JytCzhILG4vUfOoWx1obuo9WAoUvGWyibN2ef93H++gWPxjm4p7p4JiD3fQnkY5Uho8V9je+MSCVdTGsAg84nfzrKTm4pkR\/3LKSq6gINnM6g+YrK2x\/hDmAxrIkd2WGdpKnUksSTEQBJjekftbjGOIcNmGgy+IeEdNPPN86ZeF8RK2rhZicrsFXzNxvoBXN8finvXHe45ksw8IUCAxA\/DV4Q2xIvYzdk+HJdYi4uZF1ytDA+RERHOug2zFw66BFAHISWkAf5V+QrhOMv3LVtmt3ry7DS4QDJ55Ymh2E4neD5+9u5oie8YHXfWZppcDluxuzunEkU4RyS0m0T8bRJEjw5o+lC7di2wtxcZiVJP7zXXLr4SI5\/Sub4DiFwsAbrxqILtHwncTT2twd3YPdk+DU3Sxt\/CIJLabgR66VKfG4asZINYG0qXIBMFRoWLEEEjdiTERRXEW7dy21u4oZGEEHn\/AEPnypR\/4zatsrB7SmCp7sAiCZB0kcv+Y1fw3HrdwtlLEKJZykLqYgRudRoBU0nYJRfYrduMHbwmHtPZnMzx4srQChJjTqo3mqHZBv2u\/dt4iGRBICgJrmg\/AByq5\/aMxu4eyqBmIaT4GH4COYnfyoZ2Nud1iL5uSqkaEqRPjJ2Op\/W1div4n7EDPaHsqyBWwlzIc+YIWyuCJC93cmdtIPzqjg+0d0umHxyPnVvDcVYuIRzdNM6EZgWWJBMTvTFjuIJctPctkGCDuAwIgxB12PpHOveL4XvlOVBcZQpWZUkZpZVfRlkDlUISfUhmKuOx4wxS7buvdBYlLirlXkdnA3M9fhq8na65ir3dC41qRmDM0qIEgEqpI33igXa3Eg2AgtZG73MTJ2ysFXxCQFmAJ\/Og\/Cb5TEBhb7w5ICyw1KjWVIMDeuvBOFsRLZ13h3Be6P7Tdui47IcoX4EVipJB3YkDfoT1rmfbO09vEM50Fy2WUDSM4YgaACcran1p6v8AF2t4e1bZrb3QNbasD4ic2wghRsDrJE8hSV2gV8W13FFlTurar3exZA2WdW+IFxpB51HhTytjWP3EQi8PuqAqgWWIAgAHJIgdZ19a4zdxT7ZiQGOh1Hy9h8qO3cVegLmOWcviiCRoJJge5gfehNzhF7KbrIe7zGW5TuYJ0J1qvHCkwWl5HXgCLd4Wc4zMguOCdSGzOQwPXU6+dLnZS4buLtW7pzoASFO2ksPrrRbhOLVME1tGLli6qBAYhgWnLOwGp9DQLguGuWL1u7cR1tiZYdII0g7T+dJGLqRTJKtnW8I4W8p\/iB\/6av8ADMeBbtA\/+kn+2k67xFSy5WYsASMmokzAJ58tN9jWcMxdovbtl3DFTmGe4NVGoAU8ia5VDRSS0\/8Ag52sYCu\/Nv8AcaH8Tv624YA594n8D8qA4TidkXLtu5cKBGhWN2545kncwI2rOJY3DMoi8HGYSM4b6GetatgXG0\/P9Hq49u9CF58J\/CBznqa9oIzWe8Vlcgw06KOcDdY515WxLYDJw3EeE\/4m\/wBxpNtPKz1JPzM0bwGIhT7n6mh9nhdwYdbrMqrlU858Q0nSB+uldcdWcCQF4y57sx\/EPvQjDNvrTNfweHNsNfxYtifgRGuPpPTwg+9V7XEeH2\/7nCPeI\/HiLkL\/APrTT61VP9Dog4YxNwBQWOuigk7HkKbcRwe86IzqloawbpW3AltJ+JiZ+vtQH\/4pxLDKjLZSD4bKC2B\/mAzfWo8XinSWa20g5u8YZiQdQc5BH3ipTi2ykW0g3cs4e3bK3b5ujMGy2bcaqCP7y4RI8XIHlVzA4pCp7q21rozXc5PIyreCCOUc\/LVS4ibxuBrmQM0GSRHQaKADtyq3gcQUOlxrpgjKqQp85ipuOtBlH2w9xDtNfwWVz3VxXbQKhGwmDGUfKo7faRuILcQqEKQxIXTU6ZQS3TXbSgHba5Nu0PM\/Zatf2Y4M3Lt4Aj4V39WPy0j3p6\/Hfki0kxkweEFsMGuMxdROwGxgBRsASTp11qwbma2JVmt5VDlBLaSdpBZCQJAIOu9M1\/gEAlWluuzegA019Pelu\/g72EttdFs5AYi5eAb4jDgBSoBzbTMAc65423YzaooC1gL5W3dzg6kSHUiBrp4gdJq1\/wAI4bbuZ0vhmXQS7NGkEQEHpoZoLexjX8TZORVVA4JR8wOdJ1hRsRHvymkm6lx8Rctq2veOBLQBDH5V0qLa7ESGrtVxC13eRPHckZW8UKM2vxMSwIMbCKCJfBt3hGqoATO5nkOQ086rDhGIt6tbzACdGUjcHrPKqbYS74pRwIzGASPImOXnTJL2UVUFbnHgHWBIAiZOsgbqRyM1OeP2vha2Y30Ckeu4oXxPHLctYYC2tvu1KEr+P4TnP8zENNVUaRHy\/pTKKAOuAtpcs96oVbYDEzoRlkNoPKfY17\/xMPkt528EhAcwyzo0E7Tmj3oDwbEXrPeOiM1pMpuWyTmC3FzK4jaROo5RI5hw4W+GvBblpVkbQozKTvykH7+dSl9TC7xDGLhg4Q5bhhWGY5gpE6CdJ015A0N4c7reN0aQsKf8Sg6TyGvzr3tnh8uLuLJ1CanfVRRPi+COGuJbJBDWy4IMAZZ8PvH1pZKkq8nTwyjKX3foq5DMyZ3mdZO+tY9sneTVYY8TEN9KuWMfbFxS65kBAZRIzDY6zMnXnuajTPRcoVZi4Jm1UE+lZW2NxdrvX7i4e7LEpoV0OsGROm0neKytTEzQTvcfuXEdXFoAAkZbSKRodiqjSlQY0ZlUJ4pAzT+XWjnDuFXbqnKIzaCfkT6AGaE8Kwq\/tyW2GZReKnzCsf6V2RSSPIk0nor8VeQo8\/yqnbc7HloK6vb7OI5YrbQqCYzog0H+XX9aaaz4DBpbZVWzYDspfPbRQ2UNBOaNRPmBtQ+RC5CdwDslir+uTukj4rsrM9FjMfkB50xYzCLb\/cOwcLbIYjQEmIESeRo2oOIZXt34RDqgnUjcMARHoRWnFuDm4k3Mi218VwkwMq6mfD5T5QDUZTcnseMq8nOGwxN5raBYZM67AAqPHrzPrJpl4NZNki69yGGkIpiSNQWIA9oO9LvGcfhm7s4W0ylH+L+JTofCJOpg6wfKig4gi2wWOQs+gfRtAQfDvElRO3SqyjaM5N6LuNwuHxdxVv8AeBZ0NsgNrE7q07DlUOG4Xbs4hlwfenqS0sBrGwWP1rW9p0bcK3sDRPCcQa2MqBQByyj+m9LtKhaCtxcRcDC5eeCIyjTlrJGtCcVwQxGZSDuSIGg0nU+fLnV21xh51CH2M\/MH8qq8Sv3Lu5UL\/CPz6\/rSlVoCsD4K26YhVDKV1zZT4SADAnnrB9jSdxC73eMusRmyuxInkfMbaEU\/cOwsXNVJ0kECSGkDQTGoLD3qDtDaugBblsBcxgxBgjTN57786dS2N5Fb\/iL3B4bQE6SGbb3OU\/KrNzCwCRIGXXU66etWsNHT3qhxTiAEokF49hodPNtDFZfooULdlrthLasMwMhSeQkcuetQHht1JDJrpGvWt+zyzcP+HT5+ddEXhyabNpseceYoy5FB0Li2rQk2Tdw7qO8dSyKrQQdiQog6EAGBtrI6TWsYu5bvl7LfvMxBCLCvB18MDQxMQPannifBLjgNayZssiYI8xDCIJERQ+5wq2pFzuglwH4cwiI1gSSOexO1L8sQrjsUeJ49sTfDvoxCq2karodOWgot2gxPeXA5YsAoRZJLKPfeTJk9aI4nhWFuOHZbtt\/5GXkNJDL9qHY3hSLbZ1uM6hlAJGviDAjQxoVI9fShKadFOKFSBC6A9TsSpBHXnsZ+lWcDw29cUslo3F+Hw8iIPMT8qjeyeR5z+VNnZI\/uWBJBVzsTBDBY0HMQaScqWjplFoXGwNxSSbN5f8dvTf8AiyiaynbEXXkKLrQdxm9xvXlTzYhXPHW7sC0FEbKNz7zHnSPa761f70WznDFxoSJMmdOWvWmNMfYW4e8aSBB2n\/UdCPQ1Sx3E0SdQWOyjf3\/710RbWqOb44+xs4T2gfKGK65Z3keZgj0+VCez\/H7aNe\/dIuZvCF1lTMA8yB0Ggk0Iu8UZ8PdtC2A7KjBh8ShSMy6HY6zQvg9km4CDAUCdNJIjbTWeVMoKmJiN\/GMfmuK9tWDRLFZBnlLE+umgqhiuLX7ttrLXWKn4sp1gGYZjpHymhOKuXHcrbuMEA0J2YzrM7czAnlvvUHEi4QZ3zEew\/wBI0JHWmUUGiDEYnunVrNxs4GrAyAfLw7+YNR8JvkXGuMSYUkk6nbr1qnHgrRRVKF8krXiXzzrMmjPZ98TeuZUuMEXVyfEAP83M8vfpQBjOlPPYO9bt2z3s9210BiOQIUSfKPvSzdIBRxvHr+HuNbuKjQdDqCVOxnUfTcGiHDO0QvSMjLA1Mgr6TofpUPbO3Zuq9y24m28IpIzOpaDAmYB1G+gPWhHAWe27W3UgE\/JhpHvt7Ck042ZIY8Zxi5auWu6OrZgw01AymDOh1j9a1c7Wcav3LhtXe7VRDQkROXcn3O9LfaRVNoNl8YcANPIgyIjqBz5Uto5zAkk6isoZKxlSCnEuJMP3aHKDueZB6HkKGK8qBzUz+vpUz2895x67abae2te4jAsgzAk9dORG\/pTqloO+yXgxPeNEbHl59K6PZvOANAfpXMeG5jchDBOgP\/mnbDcQuoACEb2Kn5yR9K5uaDb0V45JKg+MZyYGJ2gmPlOnrVbiCd4pytpBBEb+Ex6HWq9viq\/jtsvmIYfSD9Ks28XafQONeR8J+TQag4yW6LJov4G4ty1bZhOZASNDqRrSv2ntLbV7VvRWCtHIFX1gcpz\/AJ86J8GUC2RqCrspgxsxj6RQzjrhmbdtAqk7SGl5MbCAPUHpRgqkB9CmS45mm7sHiBF7OR+GPfN\/SgPcdBHXXT5Ua7MAL3vP4NP9fOr8iTixVJ+xlv3Utt3qkTEHKRPIVlCcYw00g1lc2KHoSWtEHrpzUH161BcsktMk+Z\/71bvWxNewOgr0LOZIkw+YtoQNInnrvt\/WrNvBqo25e2giY8\/etMH8VWsQTlMGKASnfvlT1WR7wNI8hVTit0ECDNXbGGSM5EkdTO3T9GouLr4FJjxjMIEESQInn9KKewMBk+EiOYqNmqRhp71dsYFQLbHXPrG0QfrTWJ5KuGtcyQCBInnHIedXcNjXtquUxkYHQ\/EZnUHQwBHSj\/Z7ggxmJCM5XvFLM0AmYJ8huKLduex9jB2Ld609wnvQjK5UqZnUQoIOnU71NyVpPyNaQk2b5Ylm1JJJPUzvVs2rhEpbuMP4gjMNPMCDz2OkVd7IcDGIDXHfw2yAUyzm0n4p01PQ10Y3O7FxVAyorFQNAMpcDQabKBST5MHSHislZx2\/GTnqZMncRof15VC1vK0Eaj5zAP51kkqZNMvZHhdvG4i730+G2HAUwJlR6xHnVcqi2JVyBOFsqmoJLNMzGg0I9SdfkKvXDCzv4c0fPQzz0+tMfaLslZs4e5iLLOuTKMjEMDmYAwYBG\/nSernKKmpKSsfGiLDqbZHeZ0IWVIUTqJXcjTUGifD8cxLFySqpJ0G4jWqlkT4euk86t4dw11gEVQBMKIGmkdY56k0ZbQKo2t8RvXNbdoZep1+sipbuKuqP3ltlHXu8y+5D15iMI1mXtXCo3KkZh9dqit9o7kQVQ8tj9ppe+jWT2FuEZ7TBlnxC0Sjekb+xq2BnUEEsoEDyjlEaH1oPg8W2cMIU67dG5DyHnOw6UzYDDAKT\/FrHTQDrqdNTzoPRroF3LUGr3A1Aa5I0gT9Yr3EWxNacOuhLjArmDDrER\/5pZbiPFl3iGVYMj0rK84vZGWRpEGOs6R9Z9qypJaK2f\/\/Z\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El acelerador de 200 Kev dise\u00f1ado en los a\u00f1os veinte por <strong>Cockroft y Walton<\/strong> reproduc\u00eda algunos de los sucesos que ocurrieron alrededor de un d\u00eda despu\u00e9s del comienzo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Los aceleradores construidos en los a\u00f1os cuarenta y cincuenta llegaron hasta la marca de un segundo.\u00a0 El Tevatr\u00f3n del Fermilab llev\u00f3 el l\u00edmite a menos de una milmillon\u00e9sima de segundo despu\u00e9s del comienzo del Tiempo.\u00a0 El nuevo\u00a0LHC proporcionara un atisbo del medio c\u00f3smico cuando el Universo ten\u00eda menos de una billon\u00e9sima de segundo de edad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWwFe8nMCi9zXHi1N1hdODuhaxBkUSEe2Wfg&amp;usqp=CAU\" alt=\"Cient\u00edficos explican el recalentamiento qu\u00e9 ocurri\u00f3 antes del Big Bang | Universo | La Rep\u00fablica\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTt_7nkmp5vGPuVWB6Vnjr7iYSs3onfgB-okw&amp;usqp=CAU\" alt=\"Noticias del LHC. Volvemos. Run-2.\" width=\"400\" height=\"266\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta es una edad bastante temprana: una diez billon\u00e9sima de segundo es menos que un pesta\u00f1eo con los p\u00e1rpados en toda la historia humana registrada.\u00a0 A pesar de ello, extra\u00f1amente, la investigaci\u00f3n de la evoluci\u00f3n del Universo reci\u00e9n nacido indica que ocurrieron muchas cosas a\u00fan antes,\u00a0 durante la primera \u00ednfima fracci\u00f3n de un segundo.<\/p>\n<p style=\"text-align: justify;\">Todos los te\u00f3ricos han tratado de elaborar una explicaci\u00f3n coherente de los primeros momentos de la historia c\u00f3smica.\u00a0 Por supuesto, sus ideas fueron esquem\u00e1ticas e incompletas, muchas de sus conjeturas, sin duda, se juzgaran deformadas o sencillamente err\u00f3neas, pero constituyeron una cr\u00f3nica mucho m\u00e1s esclarecedora del Universo primitivo que la que ten\u00edamos antes.<\/p>\n<p style=\"text-align: justify;\">A los cien millones de a\u00f1os desde el comienzo del tiempo, a\u00fan no se hab\u00edan formado las estrellas, si acaso, algunas m\u00e1s precoces.\u00a0 Aparte de sus escasas y humeantes almenaras, el Universo era una sopa oscura de gas hidr\u00f3geno y helio, arremolin\u00e1ndose aqu\u00ed y all\u00e1 para formar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('protogalaxia',event); return false;\">protogalaxia<\/a><\/a>s.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.proferecursos.com\/wp-content\/uploads\/Que-es-la-antimateria.jpg\" alt=\"Antimateria! Y otros enigmas : Blog de Emilio Silvera V.\" width=\"559\" height=\"329\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s2.abcstatics.com\/abc\/www\/multimedia\/ciencia\/2023\/09\/26\/Why-Antimatter-Matters-Rbva2KXbQknAPqIMbZxT2QO-1200x840@abc.jpg\" alt=\"Antimateria! Y otros enigmas : Blog de Emilio Silvera V.\" width=\"551\" height=\"385\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">He aqu\u00ed la primera imagen jam\u00e1s obtenida de antimateria, espec\u00edficamente un \u201canti-\u00e1tomo\u201d de anti-hidr\u00f3geno. Este experimento se realiz\u00f3 en el Aparato ALPHA de CERN, en donde los anti-\u00e1tomos fueron retenidos por un r\u00e9cord de 170 milisegundos (se atraparon el 0.005% de los anti-\u00e1tomos generados).<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f0\/Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\/640px-Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\" alt=\"Antimateria - Wikipedia, la enciclopedia libre\" width=\"443\" height=\"295\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ0tisgQtJeL8yO_Nbz1YGKuIH6BglUcoqkuQ&amp;s\" alt=\"Qu\u00e9 es la antimateria? La... - Ciencias de bolsillo | Facebook\" width=\"440\" height=\"440\" \/><\/p>\n<p>Un experimento en el &gt;LHC nos dice por qu\u00e9 la materia gan\u00f3 a la anti-materia<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20241212131130_690.jpg\" alt=\"Evidencia de la part\u00edcula de antimateria m\u00e1s pesada hasta la fecha\" \/><\/p>\n<p>Cuando se encuentran materia y anti-materia&#8230; \u00a1La destrucci\u00f3n est\u00e1 servida!<\/p>\n<p style=\"text-align: justify;\">A la edad de mil millones de a\u00f1os, el Universo tiene un aspecto muy diferente.\u00a0 El n\u00facleo de la joven V\u00eda L\u00e1ctea arde brillantemente, arrojando las sobras de cumulonimbos gal\u00e1cticos a trav\u00e9s del oscuro disco; en su centro brilla un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">qu\u00e1sar<\/a>\u00a0blanco-azulado.\u00a0 El disco, a\u00fan en proceso de formaci\u00f3n, es confuso y est\u00e1 lleno de polvo y gas; divide en dos partes un halo esf\u00e9rico que ser\u00e1 oscuro en nuestros d\u00edas, pero a la saz\u00f3n corona la galaxia con un brillante conjunto de estrellas calientes de primera generaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula es esquema que le indic\u00f3 como formarse, pasemos al n\u00facleo y contemplemos los delgados contornos de las macromol\u00e9culas de ADN segregadas dentro de sus genes. Cada una contiene una rica informaci\u00f3n gen\u00e9tica acumulada en el curso de unos cuatro mil millones de a\u00f1os de evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Claro que, nuestra historia est\u00e1 relacionada con todo lo que antes de llegar la vida al Universo pudo pasar. \u00a1Aquella primera c\u00e9lula! Se replic\u00f3 en la sopa primordial llamada Proto<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0vivo y, sigui\u00f3 evolucionando hasta conformar seres de diversos tipos y, algunos, llegaron a adquirir la conciencia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/bibliotecadigital.ilce.edu.mx\/sites\/ciencia\/volumen2\/ciencia3\/099\/imgs\/99_44.gif\" alt=\"\" width=\"237\" height=\"250\" \/><\/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 Macromol\u00e9cula<\/p>\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de cuatro \u201cletras\u201d- hecho de mol\u00e9culas de az\u00facar y fosfatos, y llenos de signos de puntuaci\u00f3n, reiteraciones para precaver contra el error, y cosas superfluas acumuladas en los callejones sin salida de la historia evolutiva-, su mensaje dice exactamente c\u00f3mo hacer un ser humano, desde la piel y los huesos hasta las c\u00e9lulas cerebrales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQLL6K8bAvyA99pfe2ZzBbN2lTIlr-wNvlVho9bUC-1_ezyEVhB6DpNSNPL\" alt=\"\" width=\"234\" height=\"296\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo se propaga la enfermedad de Alzheimer a trav\u00e9s del cerebro\" width=\"521\" height=\"293\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0c\u00e9lula cerebral<\/p>\n<p style=\"text-align: justify;\">Si elevamos m\u00e1s el aumento veremos que la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas y festoneadas en una milagrosa variedad de formas de una rareza y de una incre\u00edble y extra\u00f1a belleza que s\u00f3lo la Naturaleza es capaz de conformar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcQWiMWh_Yo27-qR8KrtuLuWMAuOdXQSLddB3TyXp9dahi9RZoc1L66yP0PmWA\" alt=\"\" width=\"175\" height=\"149\" \/><img decoding=\"async\" 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p8RO7yk3bg97VvcOzXXf8++vf3ZLB2rYsg0OCbsj9bP8AU6UB4vyf+rL\/AMHO\/wDB6x\/lfk\/9WX\/g53\/g9A4pjotUqgLyKAFcVx8ccfprR1Tp0eRE8Mq7o5FKsO1j8iOQfcEdjpWTxblMQoxhZND8LM\/qS2IoA\/UjW6Xq\/UK9EQLfAxn\/AFP1zxr+XLDvoN\/gHwx9wx9khR522iSRARvWMbIhz8IAPi9x9yS1aUlm6owFqi2O3lotE\/xN94koD3pW1V9R6pkYLeZPk72QCscSJJJkvIGSKMIuPH5YLrYdQSacHgaC18Y9Wk3JgYprLyQafn\/N4eQ+Qf07KLFsRqq6X4jComLilAsQ8sAt52Q207bMCfRdElpXXaTyvcau\/CPQXgV58hg+ZkHfM4Ape22FOL8tAKAPc2ffhk2AWaHPfjvoEzpnh7IY+ZK7Qs1W7MJcgj3Af9jj32KQoR8NdHTL0zpEOOD5SUTW5ySzuR7u7Es5\/UnVho0BoOjVD4p8Qx4aIXiklErGMKm3+Fib3MoqlOgTPGHjD7z\/AJvis\/lu2wyRqSZgQbETg2i8Vur1gnaRxup\/C3ht8xt8TlMfhDKDYG0UI4EIK2D+99I5FMaC48H+HjmMI3LJFHtaZSfULYlIY2DElaUr5hIcBe1kMOzQxKgCqAAOwHtoK\/pfRocdFSNPpAG5vU5q6tjyavjmh2FDS\/1lnzOpQYalhDi7crJINbn5EERo\/ILkdiFGmbrPUUxoJciT6IkaQ\/JCgmh+Z7apfAnTHjgbImB+85bfeJrHKlgNkXzSLS0fz7XoGLyF\/hX9KHGs+SOeBz34HP6626VPEXjSLEn+7tBNIwjSQlPLqnZ1Uep15tD\/AIaBoRaFDt+Wveqrw71lcyATojoCzrterBRmQ\/SSO6\/OrXQGtGZlJEjSSMERAWZmNBQO5OsZeSkSNJIyoiglmYgBQPck8AaS4Y36xIssgePp0bBooyKOYwIKyyAixCKtU\/e4Y+w0HvwxE3UMs9VkVlhVTFhIwo7D9eSQRYL9l7en9Rp4I0AazoFbqWbOZpAmOjiFgEcxlipKRtY9QsneVparuSQCNVwlyBcf3KJmCMdrRigreYALUVt9I4olrPyNPWjQJAmypGQfdYgFcBtsPb0FrDN2tnb921qj9evSy5Tl2kw4ixO4bor5EamiwJPokFWbL91oAaddGgTP7c6h\/wBVP\/Bb\/vtGnOtGgW+p9elinMQhLL+CQygk0zEScdrFpX+sb7cw08YSMoIxSLQsTv3AHcEUDaPVyyk8ihfuK0ydUEhhkEJqUo3lnjhqO08gjv8AII1RPH1EMVD2gL+sGMOVuMRiim3d6XZjVU1DmtoeF8WvtDHGYjcqkhuLO8nb6eaCHjj1Hb+etuB4oaSWGJsZlMvchrCXGJFPKi+CFb+FiBzYJjR4\/VFsCVK3KRe0+nmxZ5NmruiOK99XEecuNjo2bkRo+0b3kZEG41YHYUCaH8vfQb5uswK7Rl7dfqVFZytgEbgoJWwQea76S08Gy5fVf7UmmaJIiq40aCnKKO8lg7VYl\/TV037p1dDM6bJISMsI7+ohcmSIOQACwUOoJoCyB8ak+HZwZsmOORpoF8pkkMhk2uwbfCGJJO0Kj8kn8Wu1DQMWjRo0Bo0aNAaVfHXhh8+JIklWMqzm2Unho2TiiORuvTVrBGg4x4D6nL0+ePBlVRkyzRwSowNiJEkKzxtdOGur9q7avvEviTqMpyz08RRQYO\/zZphZlkjUs8Ua0eAK5Nc1zrZ9qHTYJ8rpiSqKbIZWO7awTYW4YEMBuW+D3GqbB8MYCdUyMSXe+PLEmVFuyHMe5WCyrJ66cltreq+B+mgs\/GviKN8bpSzk1ly48ksaqxEibNxSwOR5jR+m7PHteos3XuqGXPy4Z4Xgwp5I2xGUAtHGoLOHA3BiLq+LDfAGmbqGb0qYQo2RjEYsiSIEdCImjsAECworiuO35aW\/tKg6XJg5GbFHizzsBGkkbKSXchAxKmmYXfP8OgtvFPjsY0PT8pSqY+S6NJvUlliZN\/pAN7vb3Glnq\/SJeu5vnwK+PixLCPMnjYGZ43kakSwdv4psn41q6j0TpuJJ0kQnGMi5MQyJA6knahtn9RAthf61rqHiPCyZoSmLkjHkJ\/aGMOdtHhRuAU9vVz+nuA8+EukNh4wgd1dg8rkqKHrdnqiSeN1a99X8QQ47LGxLzP8ARDGN0rC63BB2X5Y0B86ouleEsxceOGfq2Q229xjCKWFk15hUydjyd16YuldEgxt3kxhS5BdySzyEe7u1s5\/UnQU0PRJsyRJ89VWNCrxYYIZUcX+JM1fiPzwo9C\/3jzpsrRo0Bo0aNAaNGjQGjRo0Bo0aNBg6oeueKMbFYREmSdhaY8K75W9x6R9I4+pqH56qPEviGaWY9O6cQcj\/AE89WmIh9z7GU87U1d+G\/DsGGlRgs7ftJnO6WVvdpHPJP5dh7aCvxsTqGUQ+RL9yi9oINrSkcftZiCB78RgEX9WrLp3hnEgbekCeZVeY\/rkNCuZHtzx+ernRoNUsKuKZQw+GF\/8APWYYlUUqhR8AUP6a2aNAaNGjQGjRo0BrRlZKRozyMERQWZmNBQO5JPAGt+lzPY5GR5f+hxypYf8ASTEBlUj+FFKvzwWZP4NByfxH0IyZL5udjSHEM7zNM8tMMbawixhGWDoxaqSgfUoNUax4g6ViiTDaLo+bjHztvpAVpCUYoEPmsN6socWK4N\/BfftJfbhCQg7Y8jGkcgXtRZVLNX5arui5R6tnLnKjDBxN645bjzp24aXb7AL2vsa99wAMvhP70MWIZdefR30QTVnaHKgKXC0DXF65p4s6Tkf2jC2ViHLEmUxgqZAjwqhK44jaghBosW+rbV\/PXjqj8ZdDbLxSIiEnhZZ8eQ9klTkWTxRHBvjkH20CB1zoyzywxRdGjxsiNvO8hniUZMNMGUOvpJVttj6gDYrXQ\/s3uHEjwZGufGG2TkkEEkgqT3Avb+RX4olV8OeJ\/wC0uoYrCJ0kxYMoZI4KI7mNBsYGmBZDVf40TrPivNbCyjkIWuIRygXwUYsJIj\/dP5naHaPtQGg6zo1GxctJI1mRgY2UOrDsVIsG\/wBNa4OpQvRSWNrNCmBs1dDnvXNfGgm6NYvRegzo1gHWdAaNGjQGjRo0Bo0aNAt+BPDwwcSOIi5mAknYkkvMwG8lj354H5DTJetOUzKjFRbBSVHyQOB\/XStJldRYr6QgG9mKJwV3ooFNvLELuegULdvSRyDdes6T1yeo\/iL5Z3VH5bUgX6pmbdzwdqoh\/UMOSdNOK+5Q20ruAO1u4sA0fzHbQb9GjRoDVQOuRDeWLKisU3lfSzKxVlWrYlSpBsDsTyATq31Vy9DgbdaH1ncadxR5sqAw2E2d22t1m7vQaX8S4ylg0oAXktRr3967cd+xJUC7GrHEyFkUOptTfsRyCQQQeQQQQQeQRpe\/sjHM88UsShAkbqd7gMr7wVYb6pWSwKAFrQBUHVp03qeKz+TBNE7HzJNqOG7tbtwT+9IP66C20o+G2LRSMTZbJzLP+rkTIP6Kij+Wm29K\/TE8qWfHIoiV5k\/vRzMXLD9JGdSBdek8bgNApeIOpJm579LlyEx8aEIZlZwj5bMAwhQ8AILG6juP+IuJvs+xg5lxDNhSkfVjOQp5sb4zasv93gaWv8j1yuuZUmXjiTGljqMlu8kYxgeFYMKBIviwTqj8F+F0mbqcUz5ccOOx8lElZVMbGbmjYYEIOfe\/e9A0L42nxhmwTCLLmxIPNE0AIViWChJlHCON247TVBvcakdJ8Nx9TjXIzMw5ysARFExjgiPfbsUhiw7HfTfI415+yno0mFg5EU4QSea7NtojaYYioJHB4Ymva\/10k+DPAUU\/TcpsjHZM1HKxGQuu0Mkflll7FdzE3RsfI0Dj4ygwsNVysWfGw8uBW8tEKgZCCy0Ekam2BIoHuG97qoHinqLZEME5AjeXFRyvqpS3LV6SeUserj1D3q6LxF4PgxehtJ5K\/fFk8qSRSxsrKyttF0BS1YA41bdZV3hgVUt5MbFjjViFtiqqEsKbNM3O40HIoBmOgePs2wVbpsDkESNE0bOb3UGZa5+Ao9vbUzI8HRMAoZgoLEDarD1BAb3A7h6OL7XQoAVa+HemDFxYMcG\/KjVL7WQOT\/M2dWd6BTl8FRN++3DM30obuvqseomqZjyw4+CPUXgqFWLh3DFShYBAdpjkTb9P0\/iBtva0T401aNBW9B6YMaFYVZmCliC3f1MzV+g3UPyA1ZaNGgNGjRoDRo0aA0aNGgpf7UmkFw4rc1tedhGpB9wBvk\/kUF8frrZ0+DL8wvPNCV9o4oiK\/wBaRnJb+Sr+muX\/AGceOmxXHTc4hVQ+VFJxUZBK+W7dililftxR+ddlB0GdGjRoDRqq8Q9ex8GLzsmQRx2FBoklj2UKASTwTwOwOoPU\/E6wyKDGTB5aSvPuAVEdtoYL3YA0WPAVWB0DHpNxusCSQJPmNG8s+TFFBGqi1hmkiDM21mF+WDutRZr3rSh1jxUpw4\/vkjZkGVKrB0URxqsUoE0TUwJWl3C7Lbj7DVb1HxV5E2XhSOuyOAxYckClqaNleDedzAsCRZNUVb50D7044Esknm4rAQlwuRmAMH2kK7RvK7Pt5As0D7duKTL8X7ZBNO0UMjwTJ0\/yt0glWZk2tIAtAhoI\/cKQ+uY5XVGzMWHFMEmRNDLK\/nDdKx80lijKFJsnmyRyvvzrbkjNn8iF\/KR8WJI4gGHmALRUtGjSSFvp7IOSBXOg6XL16SbIXosuRk\/eRKRJlwKkQKCJpgFpmKn6QeKNHnnSufFByYpM+SPbldPTESBvOPraSVlmcrtC+tRTCjx7++oUXhLOyJDku2U0zMAzpC8bFqVb3v5VKF7sF9q55OrOH7Jsgn9hFa165pyCx5+kRo1ACu5s2dBuzfHEyYuPnRRwiWXIyUMb7mVV9PwVb\/RDk13PGoniDxlPjY2M0SwN95wF80MGO0\/imlpxX7Ru9+2veT9l08bITFi27bLGRN\/Czcnyrr0f8tZX7LJxdR4YvvWRNz+v4Ogz4t8eTYs08WL92liaONix3OdxhRCAyOB2QcV31v6v4tMGeuPC+O+PMcLzZCdxTlY2plfatKgJ3A1etA+y7I\/gxP8A4if\/ALnQPstn7bMSv+0T\/wDc6Cb07xk39qjFL433QZc8gmvnlZX5ffsrc23t8DVB0LKjyI5JJ4o2k6dD50DCRl3lCm0Hmiai782Wuuw1D6v4YbHnjxnx4maSWOIFMiUgeYVCs1xil9XJ9v5i2KT7Isk94sM12vIm4\/8AlaCdF4u8pE608cxORLJjnHE5KKEB2lQQFv8ABJsAd\/1vfi+M0wQMnInypFzoPvEaNUghbcxKKABtUBkHvdaoZPsmyN4YwHvz5eWhriiVD4wsfkWvWnK+yzNIUXKQBtAco6qDya\/HG1eAKVT7e3YHrF8RtjM\/T5Mxpc2RozA0sQ+mURi\/SFVghLtRIJAP6akp4weOJ4y8GTkwyT+aA3lbYobLysn4hX2UDsdym++uW5vR+oY06ZByJhOm0CWaKf08FQA\/lSxkUSKJ9zqBjTZsX3wRxJOclXjyGQpIyiQuzELE1obLWGTigONB3+XxFEs8eOUl3yBfVsJRCwYqjsOFYhG4\/L8xqfhdQim3eVLHJsYo+xg21h3VqPB\/I6+b8bxS0OPjY2MZIZ4Z5Jnlfa1NtMSAIQzbVjdlKleK4u9O3S+tK8+YmK23Fx8ZC+VE1SOuPG9C65ZpHJ3H2RhyCNB2bRpG6X44R8fHeINkioY53sI6O5CcxkDc5ILFF5raQCGGnnQGjRo0Bo0aNBzX7R\/BsMx87ZHGDw0q3vSR3UKSlFZUYmtpKBWYtY3MwSejePs3osn3HMjWSKM7QAwJUfEUnYqL+hu3a1qtd5ysdJEaN1VkYFWVhYYHggj3Gl5vCKCd5o3ADpGgieNXjjVAQBEvGy7JP53oKjw\/9pUeW8jpjSrhxhQ+S1UjmrDqLpRfL2QO5pedQH8XyS4mVLlyRR48hkgjlw2aVoGoBRIyXZbdYYADtyNw1WdZ8HdZ+9STY0mKgePyrhJhDpTD1xEMN\/q+qzVLR41W9P8Asp6kqlDLAsL7S8KZEibmX6d58hgaHFV\/PgaD1l+M\/umPhJjopx2MeQu6Rmkg8t1E0HNt33gMTyGYAcaXsbqWQ2RkyYcU2RjSxzQKswYosD16FO4RptK0oDDgAd+NdG6T9k8SEl2jBvcrRpucH53Sl144qkB47m9NGJ4Kwo23mHzWBBDTs0pWu23eSF\/loOFdJ8O5GTGIvMlljViVigUzqC31kOWXGQ\/7bHk8c8unRvsqc\/VGkVVRnYTt+f4KbIRX94yDgfHPY1WuAKH5a9aBS6d4CxkFTF8nsAs1eUoFUqQKFhUcey\/PzplxsRIxUaIg+FUAf4fpqRo0Bo0aNBVeIcWSSL8IAyIySICa3FCCUv23LuS\/bdqLhZiTIJIzaniiKKkd1ZTyrDsVPI1f6qOodEWR\/NR3hloAvGR6wOwkVgUcfFixZoizoMaOP\/P\/AJ6jS4mYv0\/dpee5LxUP5CTcf9279q5Mjocs6Mk0+1G4ZIBtJXsVaRixoj+AIfz0CTi9OPUeqrOB+FA6uzFKI2fs47K+piw3EX6RxtDeo9XGomDgxwoscSBEXso\/qT+ZJ5JPJOpegNGjRoDUDqHSYJxU0EUo\/voG\/wCY+dT9GgUeueA8bIBr03+4\/wCJGaBr0MbXv3jZD+fJ0h9T+ySRB+C5JIo7H9PtwY5GDBfn8Vu30k8a7TelfxF45wsMlHl8yYGvJi9cm6uFYDhLsVuIvQcgwOoZuC2KjlI8bHmZmkWFmCGUFWadSFcOFY7d6qabu2um+AVx3mmngyN3mKu6Izb5G+Midb\/DdvZFC0DyL4RG6r1fO6hMXmiEMKpInkBGLssisojndQWWyRwdp3AbUdwNdL8G9AeCOKWZ5WmECQ7XKEIq1wNqiroEglq7Wasg06NGjQGjRo0Bo0aNAVo0aNAaNGjQGjRo0Bo0aNAaNGjQKuV4lliUmWLHjqUxbnyWCWEZ2LOYOBSiuDdntXOZ\/FqJ3Sn+7tNtLjkhXYRji+VjZt1dgOOdXv8AZ8d3sH1M\/wDtMpUn+amq7a0P0PHKNGYgVb6uTZ4C\/Ve76QF79uNBEXrTq7RSwhZFjkkISTctLtqmKKedxHKiq971mPrTMWZYrjjC+a2+mUlFk9KVTKFdbO4H4B1I\/sGDbtKMRdktI7MfkM5YuykcFSSpHFVrZL0iFn8wp6uOLO00KBZL2MQAACQSKFdtBXT9feJPMmgKqQzgpIG9CxySfC09R0V7eoUx5rw3X3hkWLIiAdnXmN9yojiTaxJVSaMRDcdju+QLCPoOOv8Ao93f62ZuCrLs9RPo2uwCfSNxoC9Zi6HAv7hY88yOznlWWrdidtOw29huPHOgkdKy\/Ohimor5iI+0m63AGr96vVb1vxdhYT+Xk5KRuV3hTdlbIsAA3ypFD41cYsCxosaClRQqj4AFAf0Gqnq\/hTCypVmyMaOWRVCguL9IJNEdiLY9x76BSy\/tk6eAfKE8r80gTbu\/P1EUOL7X+Wq0\/aJ1XKJTC6S6mvqlDGuRRthGg4Paz89hrp2B0uCAbYYY4x8Iir+XsNTdByf\/ACN65mc5nU\/JW\/oiJ7e9+X5Y\/kS2mTw39m2BiU3ledL7yS0TfuVX6Vu\/YcjuTp00aCNi4MUV+XEiX32KFv8AWhz31J0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0H\/\/Z\" alt=\"Esquema de interacci\u00f3n entre las mol\u00e9culas de ADN, ARN que permiten la... | Download Scientific Diagram\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Mol\u00e9cula de ADN<\/p>\n<p style=\"text-align: justify;\">Si elevamos el aumento cien mil veces, el n\u00facleo de un \u00e1tomo de carbono se hinchar\u00e1 hasta llenar el campo de visi\u00f3n. Tales n\u00facleos \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol. Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0que se\u00a0 constituyen en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">neutrones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/geofrik.files.wordpress.com\/2008\/08\/atomo.jpg?w=436&amp;h=450\" alt=\"\" width=\"339\" height=\"350\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00c1tomo de Carbono<\/strong><\/p>\n<p style=\"text-align: justify;\">Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad. Una vez que fueron eliminados los anti-quarks, se unieron en tripletes para formar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">neutrones<\/a>\u00a0que, al formar un n\u00facleo cargado positivamente, atrajeron a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">electrones<\/a>\u00a0que dieron lugar a formar los \u00e1tomos que m\u00e1s tarde, conformaron la materia que podemos ver en nuestro universo.<\/p>\n<p style=\"text-align: justify;\">Al llegar a escalas cada vez menores, tambi\u00e9n hemos entrado en \u00e1mbitos de energ\u00edas de uni\u00f3n cada vez mayores. Un \u00e1tomo puede ser despose\u00eddo de su\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">electr\u00f3n<\/a>\u00a0aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda. Sin embargo, para dispersar los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> que forman el n\u00facleo at\u00f3mico se requieren varios millones de electr\u00f3n-voltios, y para liberar los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\">quarks<\/a>\u00a0que constituyen cada\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/31\/creemos-cosas-que-%C2%BFseran-ciertas\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a>\u00a0se necesitar\u00eda cientos de veces m\u00e1s energ\u00eda a\u00fan.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos104\/estructura-atomica-ii\/img48.png\" alt=\"Resultado de imagen de Representaci\u00f3n de los Quarks dentro de los nucleones\" width=\"304\" height=\"228\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los Quarks dentro del n\u00facleo est\u00e1n sometidos a la Interacci\u00f3n fuerte, es decir, la m\u00e1s potente de las cuatro fuerzas fundamentales del Universo, la que mantiene a los Quarks confinados dentro del n\u00facleo at\u00f3mico por medio de los Gluones.<\/p>\n<p style=\"text-align: justify;\">Introduciendo el eje de la historia, esta relaci\u00f3n da testimonio del pasado de las part\u00edculas: las estructuras m\u00e1s peque\u00f1as, m\u00e1s fundamentales est\u00e1n ligadas por niveles de energ\u00eda mayores porque las estructuras mismas fueron forjadas en el calor del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/actualidadawakening.files.wordpress.com\/2011\/12\/1.jpg\" alt=\"\" width=\"470\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que chocan cuando viajan a velocidad relativista en el LHC<\/p>\n<p style=\"text-align: justify;\">Esto implica que los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo. Un telescopio penetra en el pasado en virtud del tiempo que tarda la luz en desplazarse entre las estrellas; un acelerador recrea, aunque sea fugazmente, las condiciones que prevalec\u00edan en el Universo primitivo.<\/p>\n<p style=\"text-align: justify;\">El acelerador de 200 KeV dise\u00f1ado en los a\u00f1os veinte por Cockroft y Walton reproduc\u00eda algunos de los sucesos que ocurrieron alrededor de un d\u00eda despu\u00e9s del comienzo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/farm4.static.flickr.com\/3431\/3235217706_f1d8fea57d_z.jpg\" alt=\"foto\" width=\"503\" height=\"640\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Aquel acelerador nada ten\u00eda que ver con el LHC de ahora, casi un siglo los separa<\/p>\n<p style=\"text-align: justify;\">Los aceleradores construidos en los a\u00f1os cuarenta y cincuenta llegaron hasta la marca de un segundo. El Tevatr\u00f3n del Fermilab llev\u00f3 el l\u00edmite a menos de una milmillon\u00e9sima de segundo despu\u00e9s del comienzo del Tiempo. El nuevo super-colisionador superconductor proporcionara un atisbo del medio c\u00f3smico cuando el Universo ten\u00eda menos de una billon\u00e9sima de segundo de edad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Nueva f\u00edsica en el Tevatr\u00f3n? \u2022 La Hora Cero\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"EL TEVATRON DE FERMILAB DEJA DE FUNCIONAR HOY DESPU\u00c9S DE 26 A\u00d1OS \u2013 UNIVERSITAM\" width=\"354\" height=\"198\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">1 octubre 2011. No hay plazo que no se cumpla, dicen por ah\u00ed. As\u00ed le lleg\u00f3 la hora al colisionador de part\u00edculas Tevatron, del laboratorio Fermilab, instalado bajo la tierra en las afueras de Chicago en Estados Unidos.<\/p>\n<p style=\"text-align: justify;\">Tras 26 a\u00f1os de operaci\u00f3n, los \u00faltimos rayos de part\u00edculas se detendr\u00e1n hoy despu\u00e9s de que el financiamiento para el laboratorio se terminara. Sum\u00e1ndolo al fin del programa de transbordadores, hay varios que ven a EE.UU. frenando su dominio cient\u00edfico en m\u00faltiples \u00e1reas a medida que el presupuesto para este sector se ha ido haciendo menor.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS9N-gJXlSM8Hlq1XONr7rDlrg7i1fmZqnp9Q&amp;usqp=CAU\" alt=\"Universo. Revelan nueva edad; cu\u00e1ntos a\u00f1os tiene\" width=\"505\" height=\"304\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta es una edad bastante temprana: una diez billon\u00e9sima de segundo es menos que un pesta\u00f1eo con los p\u00e1rpados en toda la historia humana registrada. A pesar de ello, extra\u00f1amente, la investigaci\u00f3n de la evoluci\u00f3n del Universo reci\u00e9n nacido indica que ocurrieron muchas cosas a\u00fan antes, durante la primera \u00ednfima fracci\u00f3n de un segundo.<\/p>\n<p style=\"text-align: justify;\">Todos los te\u00f3ricos han tratado de elaborar una explicaci\u00f3n coherente de los primeros momentos de la historia c\u00f3smica. Por supuesto, sus ideas fueron esquem\u00e1ticas e incompletas, muchas de sus conjeturas, sin duda, se juzgaran deformadas o sencillamente err\u00f3neas, pero constituyeron una cr\u00f3nica mucho m\u00e1s aclaradora del Universo primitivo que la que ten\u00edamos antes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.dgcs.unam.mx\/boletin\/bdboletin\/multimedia\/WAV100728\/447_01.jpg\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.dgcs.unam.mx\/boletin\/bdboletin\/multimedia\/WAV100728\/447_01.jpg\" alt=\"\" width=\"500\" height=\"272\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 Recreaci\u00f3n del Universo primitivo<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0Bueno amigos, el trabajo era algo m\u00e1s extenso y entr\u00e1bamos a explicar otros aspectos y par\u00e1metros implicados en todo este complejo laberinto que abarca desde lo muy grande hasta la muy peque\u00f1o, esos dos mundos que, no por ser tan dispares, resultan ser antag\u00f3nicos, porque el uno sin el otro no podr\u00eda exisitir. Otro d\u00eda, seguiremos abundando en el tema apasionante\u00a0 que aqu\u00ed tratamos.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/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%2F2025%2F06%2F03%2Fcreemos-cosas-que%25e2%2580%25a6-%25c2%25bfseran-ciertas-17%2F&amp;title=Creemos+cosas+que%E2%80%A6%2C+%C2%BFser%C3%A1n+ciertas%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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F06%2F03%2Fcreemos-cosas-que%25e2%2580%25a6-%25c2%25bfseran-ciertas-17%2F&amp;title=Creemos+cosas+que%E2%80%A6%2C+%C2%BFser%C3%A1n+ciertas%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Teor\u00eda del caos\u00a0es la denominaci\u00f3n popular de la rama de las matem\u00e1ticas, la f\u00edsica y otras disciplinas cient\u00edficas que trata ciertos tipos de sistemas din\u00e1micos\u00a0 muy sensibles a las variaciones en las condiciones iniciales. [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27065"}],"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=27065"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27065\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27065"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27065"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27065"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}