{"id":12297,"date":"2020-02-22T06:43:05","date_gmt":"2020-02-22T05:43:05","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12297"},"modified":"2020-02-24T06:44:33","modified_gmt":"2020-02-24T05:44:33","slug":"%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/02\/22\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos-4\/","title":{"rendered":"\u00bfAsombrarnos? \u00a1Tenemos tantos motivos!"},"content":{"rendered":"<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/ep01.epimg.net\/elpais\/imagenes\/2015\/03\/06\/ciencia\/1425633559_805536_1425633713_noticia_normal.jpg\" alt=\"\" width=\"560\" height=\"338\" \/><\/div>\n<div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">No es que el Universo sea m\u00e1s de lo que imaginas, es que siempre ser\u00e1, mucho m\u00e1s de lo que puedas imaginar. Aunque hemos podido alcanzar un alto grado de conocimiento sobre las cosas que nos rodean, sobre nuestro entorno cercano y muy lejano, y, hemos sabido ubicar nuestro lugar dentro de la Galaxia y el de esta en un Universo mucho mayor, lo cierto es que nos queda mucho camino por recorrer, muchos secretos por desvelar, y muchas cosas asombrosas por descubrir.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.astromia.com\/astronomia\/fotos\/fuerzasfundamentales1.jpg\" alt=\"Resultado de imagen de Las fuerzas que constituyen el Universo\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Gravedad, electromagnetismo, <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> y <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a><\/div>\n<div>\n<p style=\"text-align: justify;\">La ciencia que estudia las leyes que determinan las estructura del Universo con referencia a la materia y la energ\u00eda de la que est\u00e1 constituido. Se ocupa no de los cambios qu\u00edmicos que ocurren, sino de las fuerzas que existen entre los objetos y las interrelaciones entre la materia y la energ\u00eda. Tradicionalmente, el estudio se divid\u00eda en campos separados: calor, luz, sonido, electricidad y magnetismo y mec\u00e1nica (F\u00edsica cl\u00e1sica).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSePjeo4tTXxCkL0vYhpnMYUGvGSlQ0uQjHQwIXH3ZdRxuJnxNo\" alt=\"Resultado de imagen de La mec\u00e1nica cu\u00e1ntica\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La f\u00edsica relativista\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La f\u00edsica relativista\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La f\u00edsica relativista\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Desde el siglo XX, sin embargo, la Mec\u00e1nica cu\u00e1ntica y la F\u00edsica relativista han sido cada vez m\u00e1s importantes; el desarrollo de la F\u00edsica moderna ha estado acompa\u00f1ado del estudio de la F\u00edsica at\u00f3mica, F\u00edsica nuclear y F\u00edsica de part\u00edculas, molecular\u2026<\/p>\n<p style=\"text-align: justify;\">La F\u00edsica de cuerpos astron\u00f3micos y sus interacciones recibe el nombre de Astrof\u00edsica, la F\u00edsica de la Tierra, recibe la denominaci\u00f3n de Geof\u00edsica, y el estudio de los aspectos F\u00edsicos de la Biolog\u00eda se denomina Biof\u00edsica. Tenemos que concluir que sin la F\u00edsica, no sabr\u00edamos c\u00f3mo es el universo que nos acoge y el por qu\u00e9 del comportamiento de la materia-energ\u00eda que en \u00e9l est\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Aceleradores de part\u00edculas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Aceleradores de part\u00edculas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Gracias a los aceleradores de part\u00edculas hemos podido llegar muy lejos hacia atr\u00e1s en el tiempo para poder saber sobre c\u00f3mo se pudo formar y, \u201csuponer\u201d c\u00f3mo pudo surgir. Cuando llegamos a los 10<sup>-35<\/sup> de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las condiciones c\u00f3smicas son poco conocidas.\u00a0 Si las grandes teor\u00edas unificadas son correctas, se produjo una ruptura de la simetr\u00eda por la que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a><\/a> unificada se escindi\u00f3 en las fuerzas electrod\u00e9biles y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/astronomia.net\/cosmologia\/3alpha.gif\" alt=\"\" width=\"427\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A\u00fan no hab\u00eda Carbono que se producir\u00eda mucho m\u00e1s tarde, en las estrellas, mediante el efecto triple alfa<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el universo temprano la primera materia (hidr\u00f3geno y Helio) era llevada por la fuerza de gravedad a conformarse en grandes conglomerados de gas y polvo que interaccionan, produc\u00edan calor y formaron las primeras estrellas a los doscientos millones de a\u00f1os del comienzo del tiempo y, sus c\u00famulos y aglomerados se convirtieron en las primeras galaxias que, tampoco sabemos a ciencia cierta, que mecanismos pudieron seguir para formarse.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img-cdn.hipertextual.com\/files\/2018\/05\/macs.jpg?strip=all&amp;lossy=1&amp;quality=65&amp;resize=740%2C490&amp;ssl=1\" alt=\"Resultado de imagen de Formaci\u00f3n de las primeras estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Elaborar una teor\u00eda totalmente unificada es tratar de comprender lo que ocurri\u00f3 en ese tiempo remoto que, seg\u00fan los \u00faltimos estudios est\u00e1 situado entre 13.700 y 15.000 millones de a\u00f1os, cuando la perfecta simetr\u00eda -que se pensaba, caracteriz\u00f3 el Universo-, se hizo a\u00f1icos para dar lugar a las simetr\u00edas rotas que hallamos a nuestro alrededor y que nos trajo las fuerzas y constantes Universales que,\u00a0 parad\u00f3jicamente, hicieron posible que unos diez mil millones de a\u00f1os m\u00e1s tarde, apareciera en escena la vida, y nuestra &#8220;aparici\u00f3n&#8221; para que ahora, sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-QgMgonRU32Y\/T_1zgbKT7eI\/AAAAAAAAJZA\/Y8_2IRO3r4o\/s1600\/eso1228e.jpg\" alt=\"\" width=\"932\" height=\"313\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.iar.unlp.edu.ar\/boletin\/bol-set11\/fig7-m.jpg\" alt=\"Ampliar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Realmente, carecemos de una teor\u00eda que nos explique lo que pas\u00f3 en aquellos primeros momentos y, hasta que no tengamos tal teor\u00eda no podemos esperar comprender lo que realmente ocurri\u00f3 en ese Universo temprano.\u00a0 Los l\u00edmites de nuestras conjeturas actuales cuando la edad del Universo s\u00f3lo es de 10<sup>-43<\/sup> de segundo, nos da la \u00fanica respuesta de encontrarnos ante una puerta cerrada. Del otro lado de esa puerta est\u00e1 la \u00e9poca de Planck, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, llegados a este punto podemos decir que la clave te\u00f3rica que podr\u00eda abrir esa puerta ser\u00eda una teor\u00eda unificada que incluyese la gravitaci\u00f3n, es decir, una teor\u00eda cu\u00e1ntica-gravitatoria que uniese, de una vez por todas, a Planck y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>s que, aunque eran muy amigos, no parecen que sus teor\u00edas (la Mec\u00e1nica Cu\u00e1ntica) y (la Relatividad General) se lleven de maravilla.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/lamemoriacelular.com\/blog\/wp-content\/uploads\/2010\/04\/celula.png\" alt=\"http:\/\/lamemoriacelular.com\/blog\/wp-content\/uploads\/2010\/04\/celula.png\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y, a todo esto, tenemos que pensar en el hecho cierto de que \u00e1tomos, mol\u00e9culas\u00a0 y conexiones se pudieran estructurar en un conjunto complejo para poder formar pensamientos surgidos de algo nuevo que antes no estaba presente en el Universo: \u00a1La Vida! Que evolucionada pudo llegar, en alg\u00fan caso, a generar no s\u00f3lo pensamientos sino que tambi\u00e9n, llegaron los sentimientos y nos hizo adolescentes. Ahora, estamos a la espera de que llegue la mayor\u00eda de edad, ese tiempo en el que se deja de hacer chiquilladas y la seriedad predomina en los comportamientos que est\u00e1n aconsejados por la sabidur\u00eda de la experiencia. Pero para que eso le llegue a la Humanidad\u2026 \u00a1Falta mucho, mucho, much\u00edsimo Tiempo!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Robots con conciencia de Ser\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1El peligro nos acecha! Si no prestamos atenci\u00f3n y nos dejamos llevar&#8230;.<\/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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mol\u00e9culas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS5MYhrCYhkv6sAiqCCSoHZbXgin4x6SDVsiBEE_Iship7Ki5ZP\" alt=\"Resultado de imagen de Mol\u00e9culas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQiiG9vfOKSNBcpnQmsVLhEWgLSgi9cxWZApC9K4rVgqF8X8Q2g\" alt=\"Resultado de imagen de Mol\u00e9culas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRMaXIDUOUPn5TSojsqA95SFbrd9CsnSbYZsQ0mWhhy9gyAX4rM\" alt=\"Resultado de imagen de Mol\u00e9culas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La cosmolog\u00eda\u00a0 sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del big bang original, y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">neutrones<\/a> compuestos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas. Si es as\u00ed, cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-u10Hm4kwlvI\/T27rxvfKSsI\/AAAAAAAABCU\/WWiSTbQrKzI\/s640\/Las+masas+de+las+part%C3%ADculas-2.JPG\" alt=\"\" width=\"640\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo lo grande est\u00e1 hecho de cosas peque\u00f1as conformadas en la debida proporci\u00f3n para que existan mundos, estrellas, galaxias y seres vivos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aqu\u00ed, generalmente comentamos sobre la F\u00edsica pura en sus dos versiones de la Relatividad y la Mec\u00e1nica Cu\u00e1ntica que engloba ese universo particular de lo microsc\u00f3pico donde se mueven las part\u00edculas que conforma todo aquello que podemos observar en el Universo y que llamamos la Materia Bari\u00f3nica, y, al mismo tiempo, nos ocupamos de la interrelaci\u00f3n que entre los cuerpos f\u00edsicos ocurren y las fuerzas que est\u00e1n presentes, as\u00ed como, de las constantes universales que en nuestro universo, son las responsables de que todo funcione como lo hace.<\/p>\n<p style=\"text-align: justify;\">Hablamos de f\u00edsica y no puedo dejar de pensar en c\u00f3mo la mente humana, ha podido profundizar tanto en el conocimiento de la Naturaleza hasta llegar a n\u00fameros tan complejos como el de las constantes de la Naturaleza: la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> en sus dos versiones, <em>h<\/em> y <em>\u0127<\/em>; la igualdad masa-energ\u00eda de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, la constante gravitacional de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, la constante de estructura fina (137) y el radio del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electr\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2017\/12\/velocidad-de-la-luz.jpg\" alt=\"Resultado de imagen de La constante f\u00edsica de la velocidad de la luz\" \/><\/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 La velocidad de la luz en el vac\u00edo (c), es una constante f\u00edsica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ciencias se entiende por <strong>constante f\u00edsica<\/strong> el valor de una magnitud f\u00edsica cuyo valor, fijado un sistema de unidades, permanece invariable en los procesos f\u00edsicos a lo largo del tiempo. En contraste, una constante matem\u00e1tica, las constante de la Naturaleza representan un valor invariable que no est\u00e1 implicado directamente en ning\u00fan proceso f\u00edsico. Algunas de ellas son:<\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<li><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">Constante de Planck<\/a><\/a>: <em>h = E\/v<\/em><\/li>\n<li><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">Constante de Planck<\/a><\/a> racionalizada: <em>\u210e = h\/2\u03c0<\/em><\/li>\n<li>Igualdad masa-energ\u00eda:<em> E = mc<sup>2<\/sup><br \/>\n<\/em><\/li>\n<li>Constante gravitacional: <em>F = m<sub>1<\/sub>m<sub>2<\/sub>G\/d<sup>2<\/sup><br \/>\n<\/em><\/li>\n<li>Constante de estructura fina: <em>\u03b1 = 2\u03c0e<sup>2<\/sup>\/hc<\/em><\/li>\n<li>Radio del electr\u00f3n:<em> r<sub>0<\/sub> = e<sup>2<\/sup>\/mc<sup>2<\/sup><\/em><\/li>\n<\/ul>\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 \u00a1Me encantan sus mensajes!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2010\/03\/dibujo20100330_first_muon_colission_lhc_at_cms_detector1.jpg\" alt=\"\" width=\"651\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es verdaderamente meritorio el enorme avance que en tan poco tiempo ha logrado la Humanidad en el campo de la f\u00edsica. En aproximadamente un siglo y medio, se ha pasado de la oscuridad a una claridad, no cegadora a\u00fan, pero s\u00ed aceptable. Son muchos los secretos de la naturaleza f\u00edsica que han sido desvelados, y el ritmo parece que se mantiene a una muy meritoria velocidad gracias a inmensas estructuras que, como el Acelerador de Hadrones (LHC), nos ha llevado hacia atr\u00e1s en el Tiempo muy cerca del comienzo, despu\u00e9s del Tiempo de Planck cuando la materia y la energ\u00eda se distribuyeron para conformar el Universo que conocemos hoy. Tambi\u00e9n los grandes telescopios nos ense\u00f1an como eran las estrellas y las galaxias de hace miles de millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/imagenes.catholic.net\/imagenes_db\/b575d6_images.jpg\" alt=\"Resultado de imagen de Kis aceleradores nos llevan al proncipio de la creaci\u00f3n \u00bfqu\u00e9 nos ense\u00f1an?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La primera materia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1El tiempo!, \u00e9se precioso bien est\u00e1 a nuestro favor. S\u00f3lo tenemos que ir pasando el testigo para alcanzar las\u00a0 metas propuestas. Pongamos nuestras esperanzas en que no seamos tan irresponsables como para estropearlo todo. \u00bfNos haremos mayors alguna vez? Tenemos que pensar a lo grande, en el conjunto universal y dejarnos de parroquialismos locales, olvidarnos del Yo y pensar en el Nosotros.<\/p>\n<p style=\"text-align: justify;\">Astronom\u00eda, gravedad o electromagnetismo; cuestiones sencillas de entender para los iniciados y, a veces, muy complejas para la gente corriente. Por tal motivo, si escribo sobre estos interesantes temas, mi primera preocupaci\u00f3n es la de buscar la sencillez en lo que explico. No siempre lo consigo. Por ejemplo, expliquemos el magnetismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.uc3m.es\/portal\/pls\/portal\/docs\/3517729.JPG\" alt=\"\" width=\"600\" height=\"450\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\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\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 Magnetismo<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Grupo de fen\u00f3menos asociados a los campos magn\u00e9ticos. Siempre que una corriente el\u00e9ctrica fluye, se produce un campo magn\u00e9tico; como el movimiento orbital de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electr\u00f3n<\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> at\u00f3micos son equivalentes a peque\u00f1os circuitos de corriente, los \u00e1tomos individuales crean campos magn\u00e9ticos a su alrededor cuando los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> orbitales tienen un momento magn\u00e9tico neto como resultado de su momento angular. El momento angular de un \u00e1tomo es el vector suma de los momentos magn\u00e9ticos de los movimientos orbitales y de los espines de todos los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> en el \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">Las propiedades magn\u00e9ticas macrosc\u00f3picas de una sustancia tienen su origen en los momentos magn\u00e9ticos de sus \u00e1tomos o mol\u00e9culas constituyentes. Diferentes materiales poseen distintas caracter\u00edsticas en un campo magn\u00e9tico aplicado; hay cuatro tipos de comportamientos magn\u00e9ticos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c9\/Diamagnetic_graphite_levitation.jpg\/200px-Diamagnetic_graphite_levitation.jpg\" alt=\"\" width=\"200\" height=\"255\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/94\/Diamagnetimus_pyrolytischer_graphit.gif\/220px-Diamagnetimus_pyrolytischer_graphit.gif\" alt=\"\" width=\"220\" height=\"164\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">a) En <em>diamagnetismo<\/em>, la magnetizaci\u00f3n est\u00e1 en la direcci\u00f3n opuesta a la del campo aplicado, es decir, la susceptibilidad es negativa. Aunque todas las sustancias son diamagn\u00e9ticas, es una forma d\u00e9bil de magnetismo que puede ser enmascarada por otras formas m\u00e1s fuertes. Tiene su origen en los cambios introducidos por los campos aplicados en las \u00f3rbitas de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> de una sustancia, siendo la direcci\u00f3n del cambio opuesta a la del flujo aplicado (de acuerdo con ley de Lenz).<\/p>\n<p style=\"text-align: justify;\">Existe, por tanto, una d\u00e9bil susceptibilidad negativa (del orden de -10<sup>-8 m3 <\/sup>mol<sup>-1<\/sup>) y una permeabilidad relativa ligeramente menor que 1.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.kodama.hc.uec.ac.jp\/project\/imageTaiwan\/protrude_flow\/shape02.jpg\" alt=\"\" width=\"588\" height=\"396\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">b) En <em>paramagnetismo<\/em>, los \u00e1tomos o mol\u00e9culas de la sustancia tienen momentos magn\u00e9ticos orbitales o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> que son capaces de estar alineados en la direcci\u00f3n del campo aplicado. \u00c9stos, por tanto, tienen una susceptibilidad positiva (aunque peque\u00f1a) y una permeabilidad relativa ligeramente mayor que 1.<\/p>\n<p style=\"text-align: justify;\">El paramagnetismo aparece en todos los \u00e1tomos y mol\u00e9culas con <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> desapareados; es decir, \u00e1tomos libres, radicales libres y compuestos de metales de transici\u00f3n que contienen iones con capas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> no llenas.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n ocurre en metales como resultado de momentos magn\u00e9ticos asociados a los espines de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> de conducci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.cienciasnaturalesonline.com\/wp-content\/uploads\/2009\/03\/iman-natural.jpg\" alt=\"\" width=\"555\" height=\"407\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">c) En sustancias <em>ferromagn\u00e9ticas<\/em>, dentro de un cierto rango de temperaturas, hay momentos magn\u00e9ticos at\u00f3micos netos, que se alinean de forma que la magnetizaci\u00f3n persiste despu\u00e9s de eliminar el campo aplicado.<\/p>\n<p style=\"text-align: justify;\">Por debajo de una cierta temperatura llamada <em>punto de Curie<\/em> (o <em>temperatura de Curie<\/em>), un campo magn\u00e9tico en aumento aplicado a una sustancia ferromagn\u00e9tica causar\u00e1 una magnetizaci\u00f3n creciente hasta un valor m\u00e1ximo, llamado <em>magnetizaci\u00f3n de saturaci\u00f3n<\/em>. Esto es debido a que una sustancia ferromagn\u00e9tica est\u00e1 constituida por peque\u00f1as regiones magnetizadas (1 \u2013 0\u20191 mm de ancho) llamadas <em>dominios<\/em>.<\/p>\n<p style=\"text-align: justify;\">El momento magn\u00e9tico total de la muestra de sustancia es el vector suma de los momentos magn\u00e9ticos de los dominios constituyentes. Dentro de cada dominio, los momentos magn\u00e9ticos at\u00f3micos individuales se alinean espont\u00e1neamente por fuerzas de intercambio, que dependen de si los espines de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> at\u00f3micos son paralelos o antiparalelos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.upv.es\/materiales\/Fcm\/Fcm10\/Imagenes\/Fig10_8.jpg\" alt=\"Resultado de imagen de un trozo no magnetizado de material ferromagn\u00e9tico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, en un trozo no magnetizado de material ferromagn\u00e9tico, los momentos magn\u00e9ticos de los dominios no est\u00e1n alineados; cuando un campo externo es aplicado, esos dominios que est\u00e1n alineados con el campo aumentan de tama\u00f1o a expensas de otros.<\/p>\n<p style=\"text-align: justify;\">En un campo muy intenso, todos los dominios se alinean en la direcci\u00f3n del campo y producen la alta magnetizaci\u00f3n observada. El hierro, el n\u00edquel, el cobalto y sus aleaciones son ferromagn\u00e9ticos. Por encima del punto de Curie, los materiales ferromagn\u00e9ticos se vuelven paramagn\u00e9ticos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Este gr\u00e1fico muestra la precisi\u00f3n at\u00f3mica del antiferromagn\u00e9tico a escala at\u00f3mica con la punta de un microscopio de efecto t\u00fanel. Los \u00e1tomos de hierro se colocan sobre una superficie de nitruro de cobre y obligado por dos \u00e1tomos de nitr\u00f3geno (barras azules) en un arreglo regular separados por un \u00e1tomo de cobre (amarillo).\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Densidad del flujo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de antiferromagnetismo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Ordenamiento antiferromagn\u00e9tico<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">d) Algunos metales, aleaciones y sales elementales de transici\u00f3n, muestran otro tipo de magnetismo llamado <em>antiferromagnetismo<\/em>. Esto ocurre por debajo de cierta temperatura, llamada <em>temperatura de N\u00e9el<\/em>, a la cual se forma espont\u00e1neamente una red ordenada de momentos magn\u00e9ticos at\u00f3micos en la que momentos alternos tienen direcciones opuestas. No hay, por tanto, momento magn\u00e9tico resultante en ausencia de un campo aplicado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-fRPZ1GCor6s\/U5DBf59P_SI\/AAAAAAAAD-o\/iuf9y47_Te0\/s1600\/3.jpg\" alt=\"Resultado de imagen de fluoruro de manganeso,\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQRHaBNzW61WtNrSOpRO0GjSSBaTdXAS5UC9emMHQCmrH-xkAI8\" alt=\"Resultado de imagen de fluoruro de manganeso,\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSDP52q3X0nKFZxpFQwNBkV6u3-Pog4aSwK1TVpUK-OfrUT8Ohd\" alt=\"Resultado de imagen de fluoruro de manganeso,\" \/><\/p>\n<p style=\"text-align: justify;\">Manganeso\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 Cloruro<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el fluoruro de manganeso, por ejemplo, esta disposici\u00f3n antiparalela ocurre por debajo de una temperatura de N\u00e9el de 72 K. Por debajo de esta temperatura, el ordenamiento espont\u00e1neo se opone a la tendencia normal de los momentos magn\u00e9ticos de alinearse con el campo aplicado. Por encima de la temperatura de N\u00e9el, la sustancia es paramagn\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">Una forma especial de antiferromagnetismo es el ferrimagnetismo, un tipo de magnetismo mostrado por las ferritas. En estos materiales, o bien los momentos magn\u00e9ticos de los iones adyacentes son antiparalelos y de intensidad desigual, o bien el n\u00famero de momentos magn\u00e9ticos en una direcci\u00f3n es mayor que el n\u00famero de los que hay en la direcci\u00f3n opuesta.<\/p>\n<p style=\"text-align: justify;\">Mediante una adecuada elecci\u00f3n de los iones de tierras raras en las redes de ferrita es posible dise\u00f1ar sustancias ferrimagn\u00e9ticas con magnetizaciones espec\u00edficas para su uso en componentes electr\u00f3nicos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/angelicapema92.files.wordpress.com\/2011\/08\/cmagnet.gif\" alt=\"\" width=\"467\" height=\"420\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si nos queremos referir al geomagnetismo, estaremos hablando de la ciencia que estudia el campo magn\u00e9tico terrestre.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/bGjCOJCkH6P4N9bnqVFO1afqXkA2fevSpj9iObBosg8WB6RbXXFt3Ew9mEBeuO2anmVSUg8rut6yObL4LTPN1RO1xP020hukhC3X1nY06DwVU4D-qTq0pLYolXjYtw\" alt=\"Resultado de imagen de Geomagnetismo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si una barra de im\u00e1n es suspendida en cualquier punto de la superficie terrestre, de forma que se pueda mover libremente en todos sus planos, el polo norte del im\u00e1n apuntar\u00e1 en una direcci\u00f3n aproximadamente al norte. El \u00e1ngulo (D) entre la direcci\u00f3n horizontal a la que apunta y el meridiano geogr\u00e1fico en ese punto se llama <em>declinaci\u00f3n magn\u00e9tica<\/em>. Se toma positiva al este del norte geogr\u00e1fico y negativa al oeste. La aguja no estar\u00e1 horizontal salvo en el ecuador magn\u00e9tico. En todos los dem\u00e1s lugares formar\u00e1 un \u00e1ngulo (\/) con la horizontal, llamado <em>inclinaci\u00f3n magn\u00e9tica<\/em>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_lBWPPsPQZcc\/S8b2Uu3KOFI\/AAAAAAAAGsI\/meQNWmjWB90\/s1600\/1mundo.JPG\" alt=\"Resultado de imagen de Geomagnetismo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En todos los polos magn\u00e9ticos \/ = 90\u00ba (+90\u00ba en el polo norte y -90\u00ba en el polo sur), y la aguja ser\u00e1 vertical.<\/p>\n<p style=\"text-align: justify;\">Las posiciones de los polos, que var\u00edan con el tiempo, eran en los a\u00f1os setenta aproximadamente 76, 1\u00ba N, 100\u00ba W (N) y 65, 8\u00ba S, 139\u00ba E (S). El vector intensidad (F) del campo geomagn\u00e9tico se determina por I, D y F, donde F es la intensidad magn\u00e9tica local del campo medida en gauss o teslas (1 gauss = 10<sup>-4<\/sup> teslas). F, I y D, junto con las componentes verticales y horizontales de F y sus componentes norte y este, son llamados los <em>elementos magn\u00e9ticos<\/em>.<\/p>\n<p style=\"text-align: justify;\">Esta explicaci\u00f3n del geomagnetismo podr\u00eda ser m\u00e1s larga y completa, con muchos m\u00e1s datos t\u00e9cnicos y matem\u00e1ticos, sin embargo, \u00bfa qui\u00e9n le gustar\u00eda? A eso me refer\u00eda antes cuando dec\u00eda \u201c<em>\u2026mi primera preocupaci\u00f3n es la de buscar la sencillez en lo que explico. No siempre lo consigo.<\/em>\u201c<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-rXqi5SPKRyE\/UEizrFKckUI\/AAAAAAAAChU\/2St1GOyjWyQ\/s640\/6177887982_63b6b949e0_z.jpg\" alt=\"\" width=\"640\" height=\"427\" \/><\/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 Si el tema no interesa\u2026 cada cual ir\u00e1 a lo suyo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si a continuaci\u00f3n pongo un ejemplo pr\u00e1ctico y explico el magnetismo de manera muy t\u00e9cnica y completa, que seguramente no sea del inter\u00e9s del lector de ciencia no iniciado. \u00c9ste no quiere estas complejidades que, por muy perfectas que puedan resultar t\u00e9cnicamente hablando, siempre les resultar\u00e1n aburridas, tediosas, y lo que es peor, incomprensibles.<\/p>\n<p style=\"text-align: justify;\">Los buenos escritores-divulgadores de la ciencia deben contar los fen\u00f3menos naturales revisti\u00e9ndolos de un atractivo y misterioso toque m\u00e1gico que se se muestre ante los ojos de la mente del lector y,\u00a0 produci\u00e9ndoles asombro y sorpresa por tales maravillas queden embebidos en el relato y en las cosas maravillosas que all\u00ed se est\u00e1n tratando. Y, en F\u00edsica, amigos m\u00edos, casi todo lo que te encuentras son maravillas de la Naturaleza que, cuando comienzas a comprender\u2026 \u00a1Es imposible dejar de mirar!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1111\/s106_canarias_900.jpg\" alt=\"\" width=\"514\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si contamos la historia de una estrella, desde que nace a partir del gas y del polvo c\u00f3smico hasta que muere en una explosi\u00f3n de supernova para convertirse en otro objeto estelar diferente, al oyente le resultar\u00e1 atractivo o pesado, interesante o incomprensible, seg\u00fan qui\u00e9n y c\u00f3mo lo cuente.<\/p>\n<p style=\"text-align: justify;\">Me preocupa cuando escribo que lo que estoy contando pueda aburrir al posible lector.Siempre procuro ce\u00f1irme a la verdad cient\u00edfica y exponer los hechos con la veracidad requerida y, sin embargo, eso es totalmente posible aunque le podamos dar un peque\u00f1o toque de fantas\u00eda que lo har\u00e1 m\u00e1s atractivo. Claro que, por mucho que queramos fantasear sabemos que en el mundo y en todo el Universo, las leyes que rigen son iguales para todo y para todos y lo que pasa aqu\u00ed tambi\u00e9n pasar\u00e1 all\u00ed, aunque ese all\u00ed est\u00e9 a miles de millones de a\u00f1os-luz de nosotros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTEhMWFRUXFxsaGBgYGRcYGBgfFxgaGxoaGhkbHSggGholHRceITEhJSkrLi4uGh8zODMtNygtLisBCgoKDg0OGhAQGy0lIB0tLS0tKystLS0tLSstKy0tLS0tLS0tLS0tLS0tKzctLS0tLTctNy03Ky0tLS0rLSsrLf\/AABEIAM0A9gMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAABQQGAQMHAgj\/xAA+EAABAgMGAwYDBwQCAQUAAAABAhEAAyEEBRIxQVEiYXEGEzKBkaGxwfAHI0JSctHhFDNi8RWSgiRDU2Oi\/8QAGAEAAwEBAAAAAAAAAAAAAAAAAAIDAQT\/xAAjEQACAgIDAAIDAQEAAAAAAAAAAQIRAyESMUFRYRQiMhME\/9oADAMBAAIRAxEAPwDuMEEYgAzBBBAAQQQQAEEEEABBBBAAQQQQAEYMBMLL2veXIS6lB9BGN0tmpWMSqFluv+zyvHMD7Cp9vqsc37T9r5qlYUqwpINAQ\/nt79YqNttyu5S6qlRFdKJPxjnea3SOmP8AzauR0e9ftPlpcSZZUd1UHVtorNv7fWqY2FeD9IHrUGKMhdOeUZ78A5v05wr5P0vHHBeFon9o5qkqKpswkgBqsW1cGhblGmz3pNQO9K1M3CMRqd+ghAJzjd+sS7XMUoy5SaHCBzrX5xNopSQ2st+Wk+GavUviPU5xPsXbC0oNJpLVZVQevKF0yziWjCEkE5kkNpk0QE2XiAUpqEktToITfgy4vtHS7t+0MUExLgDiNAc9N84ud2XxJngGWsO1UlgodRHz1OQUgFxmG+P8xabmtqVIMwKwqB4i7AEaj4RaGSSOfLgh2jtbx6Ecwu7t2ZSkiZMK0nMUJHMEadYvdy37JtKXlLdswaEeUdEcikckscojWCMAwPFCZmCCCAAggggAIIIIACCCCAAggggAIIIIACCCAwAEeSYIQdq+0aLJLc1WaJTr1baFlJJWzYxcnSM9qe0cuyo4lDGQcKXqWjiV8X5MtE0rWpwTROgH789Y29rL2M9aZhLhQJHzpu4ivmdlWOaTctnfixqJOKqbxrtAKpbAHhW\/koM\/qn3jUk1YloaWeT3kualPiMvhG5QQpudAYktS2Wm7iV9SmEawuAkHXOAEbDqxpn9eUdFEOQ1u6SFqCQfEQMtz\/MTbCtP9StZqkFQHRPCn2AMLrgtOGfKJyxpfpir7RMMky5sxOiZix\/1UR9dYm0M5bGc60Pn9PCy02sgto7a15UyjeRR4hz5dHUwca5ULaawlUamaLbOJYeeu231pEtc0oQJKaqzV+otTyDDq8bbNI7tAmLYqUT3QO4FVnkl\/M9IOz1iCpoxlwTQ8zUE\/XvDOkjb8Pcq7VsCQXJYD5dYcXZPnWSYFoDEZg6jmIZkiZNEtKX3NHfd8i2TxGttnXiVKcKKQasTs0Rd9oeLT0zpvZPtALXKxUC0llJGm3t84fRwCxW2bZ5gWglCszsRzGREdS7NdrkTVCSs\/eN4vwnKnWvtHXizXpnFmwcXa6LfBHkGMgx0HMZggggAIIIIACCCCAAggggAIIIIACMGMxhUAEO87YmTLVMUWCQ8cD7WX\/wD1E0qxEkFXJIrwgc+cX77Wr7ZCbMhiVVXyAy83rHIbUgYqHMP09so5pvlKjswRpWyVJPeJKfxAujmWqBzIHqIXJnV\/f4xMshYuksc319Y3XrYnHfIS4P8AcA\/AaOW2UXrpCxkroq7WyGhyQGc\/HaJwK5LKSWWkv0GYfrC2XiUOGg3DjONn9SoghzTPzpU5+fIbQcdiuR6vezpITPlABEwkKSBREwVKQNiOIDrtEGRsSGY0fk+UMLtnoOKTMVwTGOLPAoeFXRiQeRjzbrsVJUyvJVcJHImnpD3oSjXZaKSGLqLPs5z+flDK85oNrnn\/AOxdN+I\/t7xCSofhDqpV+WYibfVkUtrQgHCr+4AHKFBq8kq0PWMdPQdbN6LYCk5Cv+40Wm2qtK0SgjjJCeHVRLBR5MK9DCbGaDf0h5Z5ZkyVTv8A3FvLlq\/KDRShsovhG1YTjQ1m+3KTNnsgvLlASkbEI8Sv\/JTn0iVYkBIB55DNj16e0K7qmBJBJZQ+tMoalYH8kVy+q84Rqzboa3XbEy0rLHGQwUKMNefP0gEwk4nANXDhyKVNd\/jCOdeYNEM7Z6PzjxYrLOWVLBZA8SypkppufhWFSb0UWtnm0lXeFKQc6UPp6xaJc6UhSVPxggnDSoqa\/LnFVNt4iJTrVqshvJI0HPM8g0RJ1rXRyX1+s3EPxFb5Hbuy3aczVGVOASc0F\/EOZ\/MPlFuTHzddV5zJS0qQTwl8yQa7ftHfOzV6JtMhE0ahiNiMwY6MUn0zlzY+O0N4IIIsQPJMLrXf1mlrwTJ8tKqUKgDWIHa2+zIlKEv+4RTXC71PPaOMTZuJJUs1JNTUnr7mJynXRSML2zvEi+pCyQmagkZsRG3\/AJOS7d6h9sQePnVdvKR924OmwblvSHdy9s5qU4SskAFgGBBJ55jNsom8kl4P\/nF+ncxbEfnT6iNomDcescasnaNKi4WjE\/4ld2pzWmIEE+cM7NbbQouAVcwUMX55Qv5Hyhvx38nUwqMvHLZt9WlB4gQ24LeqfqsCO1NoKf7oGeTP6Qy\/6Ii\/jyOovGudOCUlRyAc+UcnPbyfhOCbl+JSUtyzFSSaRFm9oLTMlWibMmLJCO7wUwcbMQB+Jn9IHnXgLBL0V9rsU9a570L9QAf2rFVUkLOEpyyPLYx7l3hgKm1odlDnG8oBSVSwokVwnxAakN4g7ZV5RJM6GqIBIS9KAsDWp+hGJdsWlToWQdxSIvfqUA\/hGXnHiYshWcUSXYtsfG1onIImESlg8KwGQvXjA8JzYjzD1iJMuydmpBIbxIGJKh+pD15xCtKXSFgUJajZ\/GLN2TITKM1Q4Qptio0oDpn6PGSfFWYlZBkXLNUoqWO7liuKYDVsgkkOt86RYJFvRLGGWCt6AKbBX\/HX1iFb7bPUFLVQZB6DokHMMYiWaaEmuVANnIDeUc8puTtF4wSWzcu3ISpkyZKS7n7tIL7fxEyTe\/dkEIQNXSMHwNRyNIraypKiVVU9fOJVttgCUBIDkOVflq1OfOCpWNxiMrwskiapSxM7mYpiUM6HAYVFU88849TLvmmyrCg+BeJJSxBCnxENoM36wssUp3JOQJ\/aGt0Xp3SwzqG37bRvN3TFeNVor9nnOp3Byfy16xItk00wtXmxMe79utQmGcnD3cxRKQmhBIfCoaKpnz8oYAJs8lC2SZy04kkhwhxRkmj84pW7JWR7tupEpAtFsJRLzRLBabNyokHwp3UcvOId6XpNnqBWAiWnwSk0RLGjDVX+WZrlES3TlzJrzTjXRyo1NHAJ0FYYyUpUkaKTpr\/MNySM2zZZbIxC0Koxc0zADj6zh3Ll2fACosWfZ2zwv7dYi2GWBLWVPhAYAMOIhhTPCNW+cRZN4JSeInbTUacq5c4SSZsWa7TMCUqISwKyR\/iKADkd46D9kV5\/3JJyJCk9WqPb2ig3peCFIwocYcwQBifUM9Gid2DvQSpqlEhJGEhy2RL9RWvImGjp2NkVxo788EabHaBMQlaclAEecEdi2cBx6\/8AtHNmhTMMaqmtNgBpo3rFKnTSKFuTfXOHlqBxLSRUB+jZNWtIQzkkn3jmR0P4NUwvTFTV8nrQHX2+caZqshUB\/nnHoziHAyNC\/Ig+tBHk+0MLZonWlQASTTXP3+tYmWdQPEl6HQmnOhyMaFCn1nGqyzFS1AgUPvCtWOmMLNb50ojBPWnUAElP\/Uuk5bQ0XfS1pImS0TF6HCATu7RDVLTiCqYV1rodQPMvDCfd7JxU8mHwiM0UUmKbVea14eEJSKhIFH36w8SVyrASGdc0EEHJ0Ajqawjm2StCW1ejEn5w6wqTd7KyRaMgQaFNB7mM14Or9KxhfLPPy69Y3WfEhiXDGm7iNSgACqniYA6f6+cau6eoV1c\/XWK1aCxnOtctQKzZ0KP4lOpL9Qks\/lEWZbbOtgqzlJAZ5cwn2UDGLICOEmjkOdCxb1+UZl2QYVLJ02ZvoxqddkpLehndl3yFHA0xXJZAz\/SIY37MQhpctLIlDCAnLNi1Xd9TEHshZiuckpPCkHGa6DhHUs\/nGLdPIxAgF9CPnHPkbumWxL0hC1nIh05kdNRHm1THUkJBZVdKvT2Ib3jWoAlKVEA5hQenJX08Waw2MSpCFKZSyHS6fCCcSeHfXk8bqK2M99FfvCWVTSEjqcgwArXSI9sbEEpUCEgAMQx3r1PtFml37MCmWQcnoGY5U3gttglTEGZJkoxjiKQcIUHc4dAptOUasiumK00rEEi0lDrIAphSDQFszzA+capVomKNSzs2GnwrprEbvCtZKgQNAMkjby+s4kXfZRhdSgASwenpv5ZUikoqjFIa2CcCTKmk4CQDqUn8wPI+tY29qbNMlLk4CQlMoISc3KSaZULHLlEBQFMCQWo4Ukv5CHF+2mbNsieEkAsoMVFJSQU8wGJDtpnCQ7DJ1aK4KPjqur\/WpiVZ1AVU7PpmciA2ziCxXLaJqQruz+pRCX0HiPvEyz9mLT\/g26psoN\/+odxENaZ6sJT7fWUR1sRXXf8Af5w3Td0iSP8A1Fskvlhkgz1V5pYP1MQp0yxKfB\/UTGepTLljL9RPtGU7NTVCu0TgaA5FnbTT3h5c9gKJYUocay4BHgAyPU5+kLEW6XLIwShlmTj25AP5QwkXs5c67wZG60bBWdo7D3gZkjCpnQW1y01PMeUEVPsTegQpRFUlGj5gjbqYIpDJ+qOXJj\/ZlTvIfeTaVDgDkD8Yr8wZ\/vXc+xi8drLHgtU4cOfeBwdwMxUZ6RSLWllGNGe9kFf1y\/iNaj5RtWAN+e38xpaNFMEbVjK6hj+7R4XGQYw1E2754UkylaVB2Ic7e8WG57XjlHFl+0UiVNKVkgw3kWwoT3YI4szs4yEJKI6dk22qFWUfEKM+VQ\/nFqTZwiyzKgpUoLU7UfMRX7isvfTkYkshLOPzYf3aGF3XoZ6p8ohLKSooASAeE0GxiNX0X60yt22VLWykTABssYT1xZHziCuwTAHTxDdBC\/YVjfeFnAZy5z9ajzjTZpmCp02pXrFU6QcTZYbBNJcyyhIbEuY8tIrurM9HrDBNtky3SlSpzivB3aMq8SuIjYBPnWFd425UxKQqoSeevn9VjBkpSKrdQqAM0jSu8Mkntk3aZZOzl8pMwSmCHoAkMC9CX31qXMa7zQE5upaSRnnyL5j+YV3NZQos7FwQqnCEkFzt15xa78skuae9TwiuI7HdtUlqfxHPkVO0Uxy8K0Flaj92lSjqR70pFltExSkhaUFQwhjRXhAxMkagPTkGzhA6jiSDTLbqYk3XeEySSZSilKUklqYyxZ+VW9IxtSRRxZ7tcgEkiqXGGgdxm7FifrVolXTaMKg1eR22rC+3W1UxaVKVjxgOfDhIOYGjPlDe5pKsSSTw6qrlq5I0hJ\/Q0eit9oJ3dTpktKRiCiQsjTxJYEM4Bwk8oVCaonEVF2zJI6AbDkIZXxbJE6YpRUsqKlFwmniO5dh0iGJEsMrvFFIzGABnNPx\/KOzw5o9m+VKdAfPLR2DMd94fWazrnSJstBqMKg5IyLEe+sKhKSlLkhizKr5+eWcP+y84ITMmKUMOBiTlVaRX1iEm+SKNLiRO0FvCFdwg0lpCaHMtVjrXXlCEWZS1BwGJ3zbP65RNvWWlFpUAxSDRquDUNtnlEnH+Ilhm4YV3+MPJtCILRcqZZBBGHC5oPOu4MRZ\/dlIYlOVK\/HziQVpNQCvDVqt5xsStCskjWjMaRisBdMu0YQsKDAs1HqM99D6Rj+iWGOlP9+cTbRZgzgkR6szhBK9A9c6b\/Txsm12NEldm7cqUVEEhw2u8ZguWSpZV3YccyN+cEJsaUU2dA+0eT3cxM7C4KWIBb60jml5S2LjUPrV+esdq+0Cw95ZFEZpr5a+UcUss4qxJIcM7OQDXq2IP8Y6Z6ZyQXJCqb9fXnGomHFosqWKqprUKZh0JPx5RAVMkpIKjiOuCvuWHuYyw4MgqTpGHb4ecM5NrkEt3BWd1zCAeoQBDCX2nMj+xIkS\/8kpKlbZrJMHI3gyDdfZK2TQ6ZBAcHGvhpqK19oYHs0EKxTrXZkl3IxgkPUhoSW69LRav7s1axmyjw+SQyfZ41y7MQHT0Pn84yTsaMaLhMvey2eWoSl96tm4XAFNz8oQdlLwlypoXMC6ZKDEJfMkZmj5ekKVSCI9yUpSoFTs4dmyObc2hVVUhqfY\/v6xplzisHEhXGhsiDXPlCG2M4LZ6ecdCtt2S5tnQhCwyQ8pTlRIYliTowyGTRTLVdSxVSksAwOICg66QkXTKp2iDJmoUChQCQSGI0IPvRxBIsKlTWDF1bjq52AFYyqzSgP7rmvgGLZqkjbR49iaiUgplOVKooqYkjVIAoAddTlFLEaZJvGcEuiT4c1rFMasx0RmwzzMe+zd6TMQQRjQWChyJbPRneE84AceFSVE1cUfVvXIxIumXhxTleGX7qVRKRzevlG8UxS6TbAgqUZbHNgaHNnzYxFm3WriGQIyPioaB23b05xUFW2YtyFHcsTtyh3\/z04SEELWFDhcqUcqpJqx\/isQeD1FFma7Gcu6SU8dEjJSmATqan4CsebXe0hKTJRMOoWpiEnZI1Z8\/SEKb5WFHvFrnAtVRfDuUA5dKRCtsnCpyxevJQNQRs9fOGjiS7FlNszNlqlEEAFBoFCqVfseUGNQ8LVTUsKP843pUxBlHCkioLVbcGh1r1aNyp6VS3whJFFAZVyI6\/ERV3QRNditS3wu4OYOsWFAlIs0wrxFM1SUJCWxBuJw+bECE12S3OX+jFrvVcqyokhcvGtDqQHYYyx4uQDfRiN3IpPSFA7IqCeGbLCswlQUg+ebGF8yfOs5MqdKwkjJQcEbgihHMPBbLymzTiq5JcJ5\/WUbbN2gnywZU2WmfKz7qcHGbEpIqnyMU\/p7JbSNt39pO7Se7SApWmWT6\/tyifar6kTHSpAcpBxJ\/MeeZL8t4jG33asALss+QTrKUmYE+SyC3IPEe1XSiYcdktMqb\/gfuZo6y10PkfKB40CmYKCpHicZjT13LfKINptTMkZeojXNsloTmiYNPCT8I32G5lnjnfdoDFlDiVySnPzMHH5N5F1+z2xpKFzZoGFVEhyMsz8vKCNd39okAYEAoCWAejgU+vOCBNCtOzs9rkBaFIOSgQfMNHAr0kTJM9UovwqISkDNjQnejH0j6DMct+1K5QmYm0pcPQgDMpFK6UeL5F6QxSp0c0v5DqSTszO4eh9wYipsYIFKx5vK0lRbQOw6mvUx4FsYMalh\/qJcWXtImSLKpCmCa7axKmSEZYKMN3B+eUaLNNpjKw9GFXyH+oaSTjatedPWEcbBSFciyn8rJ3ht\/wqqHAQ9Q1Xiw2S4B4gy2PC5ZJoNaux2j1ec5dnTiGEqWrhzOEBw2HwkAAMW1MZfhv2VW2XfgyIcc\/MwtnpGFR+hziXabYVkhJGpUcvqtIWzpuIBDkgGNaQRtli7L24y7LNWpSiiWoMAB+LbasF5WFFoQbTJUDUAoNCNBXq3rE\/s9YAbPNlqDJUgvozv8IrNy32mzd4MJmklnBASw5Hd9soxLkrRt8XQqXLLsQxGfKJ92WdPfDGRSoqznQZ59ItC7DJtSO8QcBYDJwDq\/rmMtYqdtsSkFndtAN8jBy8Y\/a0Tu1aknu0pUXSDiS4OF21FHhUZRMgOW+8JAOoCGf1oPONy5OEArDk5IyJ5q5ctekeFTyoNrsG025codSpC8bIklThW7Z5Z7iJIT\/wCnUB+GYlTdUqHyjUJamIb2JPtpEqxIBClZBQwNpmFEj09429WZQtUXb5Q0kJxBMtShVBKCA7VfApxyekR5sjC+R+vYx6sssFaSCXq\/oWaDlZvE1TZZBLPy\/jaN1iRxYTVJoeh+YNfKPUkEEOMXKH9wXIZhxHgQmpUeW3OJOeitJI23FZTKRMnqQVCUCwbxKDsB08VNucKr5vb+oTLGHiAOM5upSgXH5ajLOrRarTY1CYJkycJcpAaXKBBUtJ1IB1zJI+ELb5umWZSp1moUVmIzpqpI2GvJ9o2KSX2QlJti2wyUgD5a\/tGq8pSQRiCiCHcaHbkGjTZp5IYZq836RJVaVkfeJcD2bKCP2ZK\/DSlNnAIaYVFsJLgeddvlES32BiSjiRmDSn0YsNisaJvCKKIocm67xDtVkXZ1soFQNenlDO0YnYls1rWhuItpWHUm1hQZi7MXNX1blEG8rIkgrSMI2GhJNOTRDsFqwKB2Nf3EJOPJWisWkXC4LvVMWoISSoJc0ORI+vWCOjfZzYh3SprMVMkdAHPufblBFseP9VZCeb9nRdWhZ2iusWiQuUdRTkRl7w0jBEdDVqjmTp2fMN\/XYtC1uADiIKRmgijc93hKtJDUz6dD7x2L7XbhIw2lA4SWmDnoo+VI5NaJWZ+v52iUdaZZu9mbCs4mZ+XlRocpQp65mrGEUmaXqeIZcuUWGSsTEpWCXAryP+4lPTspEs1q7QLEpKUkIIFVgaDIJScoR2i8+\/bHMxKDsWYnk2Q6xDtM2hUa9YV986gAKk8IFa+W8In8DNGy0smWoGiirn8ocXTcCZcv+ptiu5lHwg1WvklOZMS7NZZdkAnWxIXPzlWfMvoqbmEtn9UUXiZ1rUZ89TsaJHhSPypToP8AZzjXXpqb8JV8doFz0GTZk91KapLYl\/qIyB2D9YrUuQXY\/X08MxYVKyDDT\/US5UpYAY836RnJpaMSRvu7tOqUlCJsmiAwUk4VN0yfo1Ye2lUqYgTO8EtS08JXhAW9M9xvvFbtxTMs+NSBiSSCzDap9faGnZ+UifITKmICsBJTQMMVWO+RpC6k9j9LQot1wzkcSwTrizxcwRn1hZ3JBce0WS8bdMsSVy8feTVfeHMS0JVRACXzcHhGUM7vCVyELtMuTxVLFMsh92PiObQzTQRyJlKShRUycT6Nn66UjdaUhwkfhDOMiXc\/75RbZ0izS5apqETVJBYlCgQX6hwAK5xBu1VkVjOCckS04lYig0c0DOX084zbGc0V7uHyL\/WRiddF1rUtwgluVH08osFzzbMuWuaJIQhBqZqsWQfICtGpmSTyjyL9kzkzJUxS5MsgYQhDOmuKgHSF4yvYPKq0aP8Aj5UiUubNwzFJb7tBGZqxUHCXBfeNNv7QlVmaWcJUPAnhCADVt1H94d3Vd1kwKlS8SkTMJdWrVFAxHtFDNhMqctC64FFJIyLU+EOkkhG3JnhM1alOAcRDPn8eUN7svVchYUwcZpJoQzEZ5ERmyIKF0SCU6aHz25R7tNjROeapaJZU5wuxFC1OcZYGy87oCU\/1lhdVnILpZ1SFHNCk5hI0OTe8Kz32plieOAgB6uD8ywjTdt6z7HMxy1YfzJYlKx\/kNX+mhlesmVapJtFlGAorPs7P3bhjMl\/mlchl7RTipC21ojWaZ3alFKnSzpq9CKA5cXzjdeF5rUkJLqIJJxDIFqcmipJm1z1pWJxtm5c0IL8qh9R+0NxpC3smWubhlFJIJOTODGm47CqbMCEgk055kRDKzMKcTsKUbU088\/hpHWfsq7NMvvlhiKtsdAeeraQKNaNcqVnSbgu4Wezy5I\/AkA8zrGIYpEEXo43s9QQQQwEa32NE1CpcwYkqDER8\/dtezqrHPVLNUGqFaKB+YyMfRMI+1dxC1SSimMVQSHD7EbGEmvUPCVPZ8yzpfFQRPsBUh21zHnFgVdAE1cuZK7uZLd6lqcj7bx6RdqQQSQAY5J5PDthjXYql2Rc13VhSKk5JSNyWjCb3EnhswILVnU7w\/ofwJ9+YjZ2onHH3CeFCGJDeNTA4j7NC6zyyA+bVqcvKGjpAyVd8kKVimfidWI1qPzE6neJKMUxRCfCDm\/l8ILPZlTQasNuWuUN7vkJSCqgQghySHJZkjpC16xW\/Cfd1hxJxEHZNHBoW+DeYhNelvAHAGKqZUHvFmnFUlC5s5QE9QwIQkglnGXp6RUL5nYixYzFHEWoz+er6RqtoVrZCvZCpSEJClOskqrwlmy2MWHsoQiQqdNOGXL4lFhWgwpS\/4n+IivyrMbTOlSkB1k4XOQc1J\/SAYl9trwllaLHIP3Eh0q0xTASFK5nMbZxijfYzlQhvO3rtM9c00xKcJ\/KBRI8g1esakWNtK8ucObpsYSz+E5Hm1PWG6bHKwhWJPEMnDg1B8qe\/KMlkdmqKEvZ69Z1mUcC2BPEnMHy9IudumJnWO0TGCSJZU6QzlNU+4Aig3g2LhBzzzP8AMWS3TzLutIyM+bhz\/DLDn1UB7xqvkmZJKiry0kkvqXbR923iRLQtIJzplG665YLEhm1OUMJwwsWzNSRmPP4wN2wpJEW5bepK0moYg++Tbs8b+1UspvKbsshY6LSFCE844FqyFXHMA5RZ74QLbZJFqQAlUp5M4OSzVlk7jT\/yG0alSMb2iJZpqUqLgJxVp8YlzLD3ngDlncUYbwskISsVPGKaMOR3NI3WOaQrMhtRnGLegaPFss2FRExyQKl6wokKXJmCZLUpJHhIoRuOnWkW+9bOlWI1UGYqJcqUA+WlIrq5QwFRJbJvoNl9ZO3QJ2YNhlWg4qSZhzIH3ajvhzSelOUZHZ46z5AHITHpmwwgP1iJYlEKzhsqViBfWFlllF0P\/knsYXXcyEB5Q7xZYJWpqPThANPeO09lbrMiQlKv7iuKYd1FnrFJ+y\/s0oAzl+B+AaE79B7mOngRfFF\/0zmzTX8ozBBBFyBmCCCAAjBjMYgArnans6LQCtFJoSQDoobH9+Zjit7TZiJpSpJSQQCCGqGcMa\/7j6MIisdreyabUnGhkTwOFbZ8j++ntEMmJPaL4srWmcM7QLK5oIzCEoX+oAk+xA8ohyZRKTrtUCLDbez65YUk4kzgSFBWS6OyT8DV4riJjHlrV3iS2dA7uO0JTRZ8J2cEc+UWmXOsi8EpKiliCDWrVA2d8qE6axRSUhilzm+bF43C0KPhSCPyk\/OB0xFY8v69AozJiCA7BAVhJIYOWMVa1zgHWpytQ1eu5BFCIbqkYpZmTOFKMmbPQCF1ns8y0TQCXCtS3CNcthAmgob9l1GzWedb1J4m7qTnmqil9BQRW5EtJLlydnz584m3xeHeLTg4ZKBgloBphBZzzUzk8492azAjoBhOnpGTdKxoo2yVlSpaF+HFkeF3PE6m+jDG1yUyLSsYWSoYpbDQ6eRj12XuvFMMwkDBmmhKnBGW31pBec1My0FZIZIZlOMnESb0MkIr2SXKn1B3NOfnDjtKWsV3J3lzVeZmfzCq+QCHduQqPZondq1D+nsEsfhs5P8A3XT4GKw6FkQ7JaB3YdyAqoHX6zi0z7GmdZ3Rkl33D6+kU6y2Zfd1AAUXDkVanqT8DF47Pyvu0pLHG5rmAM2rWteddoKoXtlJtdmJdP4kZcxE\/sVaAJkyyrLItSCjkFhzLJ24qecb70lATzgeqcvM5RXkzCFA1BSoFzQhjQ9aCNT8Non3ZaCiYcsQdOFSQW0L6Yhz2iTImhJwqFSeX16RHvyUSoWlFBMLrbJMz8Q6KPEPONQnpUHJ360+jB9o3vQ6m3p4kuagOBUkiFdrdKSTmDkdG1I2jyu3BgGHCPidYiEqmkDMnQe0G2CVGtBJXi9WyjovZTs6bSpIKSwYqNWH88oidkOw02esFYwSwxJOZjtN3WBElARLDAe\/OHWPk7EyZaVI3WaQEJCUhgAw8o2wQPHScgQQQQAZggggAIIIIAAx5Ij1BAAm7Qdn5VqQywyhVKxmk\/Mco4V2l7Lz7HMImpdJLpWPAr9i+hj6NaNFssqJiFImJC0KDFJDg+UTlBMpDI4ny8VlBI9to2qtCSMilTFqPX6rHS+1H2XFyuyF0\/8AxqNR+lWo5GvOKNMuBaZhSSlKgfCSyn0ooCsRlrs6oNS6EyDNLocsc0n4dKQ\/scjupE1Rd1IKXGYxAu56RskXdgUcWerxLkWlKwZNeOgVkx36V9DEnLkx3GkVmxywc2pnz8mrrDewzUjgNQ4p577QskkpUUlwQfPP3hjZ5IIL03PSvyjMi+TIstMq7zKTOUlKgCCUrcUYuGfPZ2is2WWgSSpQUVE8RqpzDOwTpwChjxApZlVDMwZ+bekJ7TbFICkvhUHcpo4NM9OnWE70hqoRzziVhALA5ZHpXWsNO0c5PeSkHISJKXbIAF28yYg2SWCt94b9qbHSTNbhw92ovkQSUeoJ9IsmroWSdWKUy2AA33215Rd7nUgy0JmrAq4WVAKASQQkMHbSpyMUN2o+Z\/bLnEiRMUVACY3M8o1q1sn6WXtCoTJ6QlmyBS29XOvwiv8AaCQhC0qSQSpPEmtCCd92+so2mZLSjEteJeLTYZ+9IhXhahMUFJfIOTuNuUKluxkNrqtICSlSQUnNKg4OwaNM+7bOtTIUuUaUIxpoNDQ5R5syGT8osFzdirTaSlSU4UPVa3ApsMzCQUr0PNxEiLjlpVxLWvklIT8SY6J2N7FgtNmSu7S1MVZihp+ka7xbLm7KypRClgLmbkcI6DyFYsATHVDG+5HJPL4jVIkJQkJSGAyAjaBGYIsRCCCCNAIIIIAMwQQQAEEEEABBBBAAQQQQAeSIX3tc0m0JwzkBWxyUH2OkMoIxpPs1Ojnd4fZ+UuZC8SWYJWagbJIp6t1ijTLln2abitEtSEoNGDhVaMcvOO+NGmfISsFKg4OhiTwrwtHO+mcEt90JmgTZcxpig+Fyx1Z9D1hRMKpagJlC5cbNuPOO5W3sVZVg8JS\/5ac6ecVi\/uw0lYQDMW44cVHIH5t4nxfTKKcX0c7VeuZDUy8j+3zhdb7X3hfUUHSjAxPvi7f6e0FAWVNqQz01APOPVz3SJ1SopAJoBmwjOKXRTsi2CQ2W8OV23CMBAUghilWR67dY23hZBKlgp135tGxFwidLQszCl2dgDmHjnafKyjkqEto7O4h3klaQgjwTCQpOjOzKHOmmcLF3NOTXuyeaSlQ9jHRbpugLPchWFIyo9WFTXnFquzsFIAxlaipQIJypqOcXi5sg3BHF7Nck9YcSzkaHPyAqYaXN2PtM9Q+7UE67lto7lYuzkiX+HF+rL0yhshAFAGiyg2tkpZkuijdnewKZfFOLv+EfM1r0i8y5YSAAGAyj20ZikYqPRFyb7MCMwQQxhiCCCAAggggAIIIIAP\/Z\" alt=\"Resultado de imagen de La Naturaleza se repite\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Naturaleza se repite\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR_XJBzN7aCAsgG7oX7RWrtCElE4dHorKGG-rAoAHjrVUShgR-y\" alt=\"Resultado de imagen de La Naturaleza se repite\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQtzPdKv5mf0GttX9R3aRr1t7wLqZ61wQwoSdDzuXmcvsLzhQVi\" alt=\"Resultado de imagen de La Naturaleza se repite\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0 Aqu\u00ed tenemos un ejemplo de lo que digo, la Naturaleza se repite<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los extra\u00f1os mares de otros planetas, sin tener en cuenta la composici\u00f3n qu\u00edmica, es dif\u00edcil imaginar que la evoluci\u00f3n de lugar a una forma m\u00e1s sencilla de locomoci\u00f3n que la que se produce ondulando colas y aletas. Que la propia evoluci\u00f3n encontrar\u00eda este tipo de propulsi\u00f3n viene avalado por el hecho de que, incluso en la Tierra, esta evoluci\u00f3n se ha producci\u00f3n de manera totalmente espont\u00e1nea e independiente. Los peces desarrollaron la propulsi\u00f3n cola-aleta; despu\u00e9s, ellos mismos evolucionaron hasta convertirse en tipos anfibios que se arrastraban por tierra firme hasta llegar a ser reptiles. Lo cierto es que hemos llegado a saber que, de una u otra manera, \u00a1la vida se abre camino!<\/p>\n<p style=\"text-align: justify;\">Por ejemplo, en nuestro planeta el ornitorrinco representa la primera rama de mam\u00edferos a partir de un ancestro con caracter\u00edsticas de ambos mam\u00edferos y reptiles de hace 166 millones a\u00f1os. De alguna manera se mantiene una superposici\u00f3n de funciones, mientras que los mam\u00edferos posteriores perdieron sus rasgos de reptil. Comparando el genoma del ornitorrinco con el ADN de otros mam\u00edferos, incluidos los seres humanos que llegaron a lo largo del transcurso del tiempo, y los genomas de los p\u00e1jaros, que bifurcan hace unos 315 millones a\u00f1os, ayuda a definir la evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Ornitorrinco\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos\u00a0 reptiles fueron evolucionando y dieron lugar a a los mam\u00edferos. Pero cuando algunos de estos \u00faltimos regresaron al mar (los que luego han sido ballenas y focas, por ejemplo), sus piernas volvieron a evolucionar hacia las formas de las aleta destinadas a la propulsi\u00f3n por el medio acu\u00e1tico y a la navegaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.antarkos.org.uy\/info-gral\/imgs-infogral\/cadenatroficaantar.jpg\" alt=\"\" width=\"370\" height=\"370\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque la vida tard\u00f3 m\u00e1s de diez mil millones de a\u00f1os en hacer acto de presencia -al menos en la Tierra y, seguramente en otros planetas tambi\u00e9n- en sus formas m\u00e1s primitivas, supo adaptarse y evolucionar hasta llegar al momento presente en el que, s\u00f3lo el uno por ciento de las especies que han existido en el planeta est\u00e1n vivas, el resto no pudo soportar los cambios y al no adaptarse, se extinguieron. As\u00ed seguir\u00e1 siendo siempre: Adaptarse o morir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/ayrim.files.wordpress.com\/2011\/10\/nuestro-hogar-el-planeta-tierra.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cienciaes.com\/images\/730.jpg\" alt=\"\" width=\"300\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, es posible que hoy seamos nosotros la especie predominante en el planeta Tierra pero, no debemos olvidar que no siempre ha sido as\u00ed. Antes ni est\u00e1bamos aqu\u00ed y, durante ciento ciencuenta millones de a\u00f1os reinaron en nuestro mundo aquellos terribles lagartos, los Dinosaurios que desaparecieron hace ahora sesenta y cinco millones de a\u00f1os para que nosotros, pudi\u00e9ramos aparecer y evolucionar hasta conseguir hablar de mec\u00e1nica cu\u00e1ntica y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/vida\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general pero\u2026 \u00bfY ma\u00f1ana? \u00bfSeguiremos siendo la especie dominante?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQb4S-Jis0Q6jrXyH9HLgueIuaQRoy5AzZDHwMi1U-KM36B_lmghw\" alt=\"\" width=\"360\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Yo no estar\u00eda tan seguro de eso. El ma\u00f1ana es incierto<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Tierra con sus especies de vida seguir\u00e1 su camino adelante, siempre hacia el futuro incierto y desconocido que depender\u00e1 de \u00a1tantas cosas! Y, mientras tanto, como hemos mantenido siempre, en otros mundos distintos al nuestro y repartidos por los confines de nuestra propia Galaxia y de muchas otras que albergan mundos ignotos, otras criaturas estar\u00e1n elucubrando sobre las mismas cuestiones que nosotros lo hacemos para poder discernir sobre el saber del mundo, de la Naturaleza, del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-WkQ34_cgSE8\/TZzFFDlbYLI\/AAAAAAAAABo\/_qBMx1RXqL8\/s1600\/origen-del-ser-humano.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRcuIiNb5lnOIOdIQEfDqcjJeR3xRb36z6BsIcltAXdlkMUhVp8Mg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 puede haber en Gliese 581 g? Hemos llegado a descubrir m\u00e1s de mil mundos extraterrestres que es como un grano de arena en la inmensa playa del Universo, y, cientos de miles de millones de mundos estan esparcidos por las galaxias que pueblan el Cosmos y, en muchos de ellos, extra\u00f1as y enigm\u00e1ticas criaturas habr\u00e1n podido desvelar secretos de la materia y de la luz, del \u00e1tomo y de las estrellas y, tambi\u00e9n como nosotros estar\u00e1n pensando en c\u00f3mo poder llegar hacia esos otros mundos que albergan vida e inteligencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Escenas en la Tierra\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxQTEhUTExMVFhUXGRgaGBgYGB8aGBsbHRgYGhcdGh0YHSggGB0lHxodITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGxAQGy0mICYtLS8tLS0tLS0tLS0tLS0tLS0tLy0tLS0tLS0tLS0tLS0tKy0tLS0tLS0tLS0tLS0tLf\/AABEIAIUBfAMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAEBQMGAAECB\/\/EAEIQAAECBAQDBQYEBQIEBwAAAAECEQADBCEFEjFBUWFxBhMigZEyQqGxwfAjctHhFFJikvGCsgcWM6IVJENTY8Li\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAgMEAQAF\/8QALxEAAgICAgEDAwMDBAMAAAAAAQIAEQMhEjEEE0FRIjJxBWHwI4HRkaGxwRQzQv\/aAAwDAQACEQMRAD8AR09QUhxq7dLmJ8WqnkEkcPioWhZSKKkg779d\/rElXUCYUB2loXdxqp3boB\/ujx1T6vxPcY0PzFOLVOWUQ\/imKvzZreVoGxXC5kqUhYvl9vglSg9\/Ij4wZ4ZlaHYIl3L6OL\/O3lFupk\/h5izqdRHU6Hyh7ZvRC6\/c\/wA\/EUuL1Sd\/tPKEImFNknXX9I9EwqUJlKJS7goDEfykHR\/u0KcflokzElISlCtQNjuwGgI+I5xN2armUhBU6BmSG0ZRzQzMxzYwy\/mLxoMTFTEeKYQtBykA+8kizgWV04+ceh\/8L6oGQJTaEgG+puArgW02LcReDtDhv4HeJ9pBJblorrx8oqPZrFDT1LEnu5lrFg3\/AOTvGJkObFfuIL4hjevme3TUKAYJJLbQIoLdQCS4azXhHhHa4rmmTnSsAKyLBuvKWVodRo+7PvFwolBQC812bqNYlyLy71DBKyvVDuQoEEcddIQ4gTWTZNEk\/hy8y5x2AKtD\/UUukfnJ2izdq54luvgj6lhAHYvDBLpETC5mTlLWtR1PiOXoG25mEf8AqDMPbQ\/v\/iOvnQ+ZapAHdgMGK2bbTlHMnLmdIAduOhYixNrGOpKCJYYAnN\/9Y6S7jMA7jQWYCw9BCcC6H+ILnZkM0gAsEgtzsSlxvEk6YM3si+mvAnY8AYgqHUCcoAI1v0G8TKU5slLjcnk3HgTBHhUzcjXOBSHFtzewsdo3Nm2ZhYt8SOu0QZwkAHL59BBVNSLWCWQ5JNy25OgPOBfLiXRIv47ndbMhlzAZspgG19QloLoqgBUx7AP6AOYrSsTmSahIWhJSC3gUAqybAZlMdOIgLH+0cyQEBCJQSrNmCyrMUMASClLDXidLQxAG4nHsTSp2G+Je0Y5LJ8IURxb6G8Fy61Cg4IaKjhdVKVKTM72WQpy4LJF9PFe2l+EHUk1C\/ZUlQHA\/pFKvkHcQ2NPaP5mIoG\/wiIYiknwg9dIXqQwcmIgoC4MPGRiIpkVTLNLW+jRDV16UFmdXwHWK8mvv4ZgDbA6R2C\/WCLkCAFBMnqKxagbj0hbR4kpKylRN7QQstrCnEZTLCgfKJFY2bEq4jqNKmtMlWcaE6colmdp8wCEC5sTuLaDmfhcwqmTBMRlB6ngeA5\/KK\/KmdxMcjwnQ\/XzjlZnBC6M0oo20seIBpISSSMwJPEsbwgqAALWbz1+\/u0NqurC0WubfflCicpwCCW48efnrCsSkCjGt8wrCkgnRTOxu2zwzSUcFaH3rQBgqrKFnzW\/tMNZj+M2a+4Nsg+sTZQQTXxGXLNIqwEJBGiU6dBHSsQSBYExXJVSWuTwjS6phD18okCpOfGAO4ZX4qAbJ+MBTq5PAwirqhySSYHRUqOgMTPbdypcYUaltpqlJFiIyVUhy9oQ0gUQ5DQbLW8QZsZsG5pQQbECZivEAwsDu3P73it10ohaeDgRaZyPFC2uk2HUR64yCqilsSAoF3HHciJ8NQCSCLF7+jdI6qqc3LPpBVD4RxufnEzJ6g4mVF+KkyRaA7P6CMVJYaPw0jdUq7gNofPj9I6Wsq0YGAx+Gikg3FHIxEGFWoe5eN\/xi+HoY7VNux+MYZgGghowAdTeQ9xPOMMHhB2u\/m5MBUs9CUKKsyrKVl2c24eIWvwi2\/wDLo7lQc5ilmdnLfC8ee17AAoLZWZiQQx359I9fxMmPNy4yPyuacYThcvLMCSofiMFW0ClBr7Fh8Y9FqKEgW0HLaPMpExUxaZaRdakeyGcvYno5MezypROpdhcxL+q5DjdT+Y7wPqU3PF8XKptUXBAzhI6Akjpo8E9mUD+JQk+yJps2uuW3lE3aajVLnzSLZbkcfEoAjkx+cS\/8P8MmT6lMxKfAheZZJs\/iAA4m48nj0mdR4\/L24yKj61fvLp21JTKly0kgzVJBL3ADFTcC\/wBY8\/pJwQJ6gEkpJloChmZyLh9CLekXb\/iHIUZQyK8ct1frePOpctSUqLHKQAr82vrEv6aLwWT2Y7zCRk1LPhNL\/wCdpggn3s3M5HJ6W9SY9JlrKT4jmDgcGuP0ik9h8IWgfxE0kKKcstJ1A3J4ch1i1Ui8y8pLAvtv5xJ52TIz8cZ695RgRONsJz2vkgmTTZgVTlgNsJYuX31YRZ6ekaWlPeIyp0bX5xVsLlCbPmz1DNlJlIJ2CT4iOp+UWDvGkpsATm+ZiXL43kcFDZaNb\/N\/9Ram+obLnWYXAcu3LrfSNypmYBvLaIKIgyy7ly1uJSQfgYmppAR4QD1O9o4eISAGyMf71MbXtBxUh2CEquAyidw4+AMd1VWlIbIhJtcc3O55RpOHoCipOZ3SWOgYFNvIxrEZEv25gNikhtyHCQ27ubc4xfAwqOr\/ACZpazIq2oCU5lF9W2uA40F3+sdia6c2RYQAbqIT0sS8U7Fe0MtExRXNBUk+AIAWENxdQSVHzaA\/+ahPISqasqJABKMo6Mhw3nDf\/CVdrjH+kIG6BaWSiqUTFCYe6TMSSfElybMLhvhCbGpfeTO8JBYAXtbkIAn1QCsg9vgNANiVK1J1YD0tHa0TFgMAQLZg\/oX3jVTIrCzQlACVY3BZNEiWCBlA6knreIO+yKdCi4+9RBMyhW6czBzZyLxP\/wCHBiScpBYhg77ixMehjrtjJ3+AI6wfH1TCJc1TvZJZvI7ecOVSbH7EUGfJSFpliYylNlSWCidm4dTF2w7vUSgJxBI97k2536\/5hrAdrJWUyaVLFyEh4np5V3c8uUD0OKSJiglM1BUqwDi\/5ePlAkuqISUkzFzh7QlXCDweyR\/qLwQNxBUiO5imudYX1blL6dNY4wzFQtCO8QuWpQAdQYE7sQSNdAS\/KD5knYiAdBDRiO5XcMqmWUq06W\/xBmLU4mIIGux\/SBcXpchztY7PBuGziQDbzhJHE8llH3DcR0qlJGRRun5QzEt0DKB5wDj8khecaF43hdcGZo10schNB9oyoUEKdk2tpy4vpDBUwpClKRL0OxeBqRs5A0Vf0DQbXEKlLA2B+UeZkb7pSB1O5cvwgtqPIRCqSdYY0kt0DoIyZKBBDwSheI1BZzZlcxOULWvHFLTloZroy947RIELduIuowN7SOSmMXPlocO53YE\/LSNVgWlBypJPKKsnEVpKgUqJfyEBhwnJ9RE4tLdQTZU1QSV5X0JH12ifE+z8z3GWlxcHnFVlV7t3gy+Rd\/KHVPjxlMQSQOB2+UemPGxldaMjZsgaYoEKI6RBM8JNm5wzk48icSCkjgVJAfodTElXTIXcKblY\/frEoxHG31X17b\/2jjlJHURLqs1o479t\/wDEETsKIcgg9PCfQwDU0ywNC3Q2MNGRG+0i5gBk8+oJF7QEqpI3EQzFTCCE8L\/e4hauY3tAE8b\/AKRhF96jVljNY9rdY897YYUFVCihkhnUObEk+baQ5k4jYODzhXj1VmqLaKQB\/uEb4GBsWXXxD8wocUH7K0aBMkrDuJZmLJ5ulIHzi\/ycVyvcDrFE7KS19znG7JH+kcepMN5tOQkqVfUm\/C8d5mE5cp5HqH4zKmIfvK\/2kqSufULfwAhHkySr4mLp2TnCRTS0sM+UKU39V787x59PlqVkl3\/FWCofmVf4cYu7ZTYM4\/xDvOUHEuP+a1J\/FXk7NBO3+I+FWl2T9T8IrtNIKlypNyVHMvqb\/KDO0ChMnICvZDqUOXDzYjzgns3KJmrnqDu4B57t009YfjrFgH4imBfLUugSAEpB0sbw1pMqSCzm7dWiu008HmR84JpK4lTNEONdbj8gML7KgCUtJLrTMmJV\/cSPUGHjNKAXzbzUWhWnCwpXfSlGXNPvC4U2y0myhtsecST8RJCZU1IRODlhdC0gtnlk6hzdOqTrsTRlIYFhJ8YKniY0wwgSsxsAo36AxNKm6KzFQNx8YGpQe4ygOSFW3uktGqJDS0A2UHcHUXMILdQyO4fLqgsFlOzPCWfTLnTlGpWBKCsslCSTmDByq1uH7ay4Ykoz5gR7DPZ73gatmKzIUxypU5YEgAZSdPOOD1O4WZ5h2pXkmHNLVLKlHMMrdGB8KhzH1iOhrpCEAyUqM4vmmTGSlI\/pu19D1LNv6FiUpNZJPey7hSso1UmwY+muz+UUKq7KzkLVlkqWkBwUpNjqC4DA\/GL8WRGHE6imDA3JMPrUpJE1RBcsWJz\/AAcn9osKO0UlEhUvKtZJcXyAFuTkekVSpw6cfFOWZaS7ZwA7cgNeUApRlUMylLT1UAf7tYJvHRjcIZWqoyn9oZyh7SZYUxV3aWOjFzq+mjaiN9nv4pZySEqIJGZQAI0uSo+FBbcwfSYvJCMhSoB7OtAA42y5iP0iCX2om02aXTrAR7WVSQpieBYM8atfaFmEGruXqipJctBlz6QlKgxXKedm2dVu8B5sesdYfQTKqVLSvvO5leCYF2mTZiPD+INUpDOXuonhrHTY3MZLIJ8KCpZUAl1B2bU+UCYr2myTAqjUoTFMJoUnNJOwfQ5xo6SLC\/JCZOZr3nNiZdx5j1FmQilQyVTCPZZ5aEEFS08CLAf1KTAuFTZ8gClMglQ\/6c1AHcqD+0s+4rcguSXZ9TVk4hUonKnqWFLVlBIBCUhKwsJSAbJfndy8XxdUTJEwG5S44O0cWrXYglDW5LTy5ZlCWCFpCQkuNQzB34tGYesMpCiSUHK5NyCApJL6liATuUkxS67FlJKAFFym9\/6j6wzpaVUyeJqSpjLlk7gOFEPz0jOfzNOGhLBiVOFJLMYS4fOyKKdvlDOpppvfysqXlKSRM2CSND1ivz5RVNWlJNibvzDfOFjKraMJcZrUf1tMlaWO8VWvoTKVbTYw3kVpHhU+2\/7QbVSUrlkC52hqEAdQDdwHCKoNreGwXY8\/rFKppxSvQjj+0WPCcUEyYmXl1LFXyhOfAgBarjFZuoxQlh7TDqR8jHRWOJ9VfrE8+Qy0JPvFoIm0SUbgvbeJ8eVTQCmcy\/Ji\/Ow9o+qv1iNSt\/qf1hiaflGCVbQBoa9EQV1E1Zi\/dMDckFgH2\/zFVxepmTV53y8L7OWf1i5YzQgpBGu\/N9Y7mUae7cgMBo1rCFhwnUaKlIRSrLF35C8OKNUpLApZROhBJvzPMt5w2wzDg2chmsOHMxuppEqnBgPAz9df0jmPPRhhq3JO7FjlvxjmolqJGWDu7G8bQkaD4xNiV0OzNdgw6gwzAXV5R0J5a4DdP0iDGqvuWDZn5wDIxRSlENlDBnL8b6bg6copYK+mFxQQ9iGzKmS1i3LX94UKo5S7pmADmL\/Fo5qJSVKylbKL20flfeFkxQlnKTl3Ylo5cR\/+Sfx3\/wAxtcRuKpCQfKFfauXlXLVoC4+RhnKXlaF3a1YmSLC6FBvS8W4jWUQcwvEYx7OrBpZbWbMD1zF\/WJscqAiQxN1+FPN9f+14rHZ2oV3SgSWCvi37wPjtaoqFyVJOVA2AKQS3Un4CGegWzGJ9bjhBjLB0Z6scJacx6kFKR8SfKLPOVZzFT7OugTFXJUpify2+bwfjlWTLQlykKUcxGuUJJt1gM2MvlC\/2jML8MXL53FeI1mZUxab6JTz+zFlwsZJSZZuwZ+ep9SSfOK5hNP4pYOiU51PxOn3yiwzpwAYXeO8k9IJvjLQLtJE1GQtvEtDiJCipnsd2vaENVMWpYShTFnKlXtyESYetbELIsbEWCh02ML9OkuNGQFql3oO0TnKQUnY7ecRdqMRGRDk94haVJb8wCumZJKfOKbNqSC+ujDUxz\/4iVKGcaMS3LQfXyEAMb8gR1DIxVXvPQKPtSn2SnLtcwbMxEWOoO+78I87FSk7vB8vFXASCYmbEY301lvTWZo4XOYEvdj8oW4RUBRKTrq\/MQbWz1JQSleXxJ4bhzY6wSIADEsN1GNBPVkYnw5FG\/HOPpHaKvKlgG489oAqpykypanclJN0o1zcctonmT9bf5jqJowCo6gXaupkJpiJyc6lewkEBWZrkEg5WfVjqzF2jyr2kNncjRJ4HS55Rae2CzMnJAPsg283PybyiLAMPXOlzUpWAEOjxJCgxFmLuCBZ49TFWPECZIQWcgSrSpkwgHI4FixtrwgyRhedOcKzKLPtc7NDSgp1yZipU0BLuRuGuDfr84bYJhCDLXMKjmEwpLaBtDfVweUNyZVXYgBC2jI6SuVJQtJuFN4uGVwXDcxcRCiUMwJTuWYhiOUZjIXKcZStJ0ULt1f7vEmD16EoRLmyAeEwE8DZQa3lET4xXJPeWYsnsw6hRri5WJKDLu9tOXkYmwztFOmJMtCEhKfdSgWd33tBeH1MgHuyLTFDIPaSdCbgl9IZVtMhC3QlKXd2AD9Ym0uqjiQ0QVankqCpbLSXSrQ5ffCuLaiLZ2WSpNMhQDqUUlXJICUgX\/oCfN4rWI1JWghQ8JmJSQ3uZh8Dp5xY6CuyS9\/aNo7I5KURFFBeo1VPmA8oR4QlJqJwNxfXa4hkKgnKSW3hBMq0y1LX4s6iXtZncb\/SEYxdrDK0LEmxWT3an906GJKKtSoWVcc4CRiMufmTMSSzZQ9tL+cK64IQpLS8oOofXTnHp4xY4nuRsKNySaomx8JaxjWF1ndT0K4KBMHYfPpyPFKI1vm5czApp5a0ZghRW5cguPnwIjVIFqwmvZ2J6JTT0zUhVnGnKJJpFup+UedYbWTJJKgC53fbnD1XaMDL3jsrRvdW1+qCL8QQdjaRvGZH\/AGnBgw1LJ32ZLpI0sYjCvCX90OebRXMLxRCZC0XJS7E6F7xxIx8JkqVkuU5va0e3CFl\/q41GjCSLjGZjqC4Y9YmE\/vJbJBIIIiioxF1MEAlRYXbWGhxWbL8ORFuUHxU9w2xMBqWuZUhKGUGZrcoVYZVJWpUxJc78r84RL7QqK8q0i44APEGHYmqWS1wQn6xwUAzji1L13yQ2YgPxLP0jszNDaKemrE6dKC0i2Y+TdYPXipZSGGW6Qd20jmKjZgjC3QhnaBFkq1ityqo5woqIYeg84sGIVARlTZgyn5m14R1SZbvLchLh28JvsesIB3qUoABuRYogZQok6sH2Nzw+2gKdQd4yluSwDkl22jtc5az3Zu6ipI5Mw6XgiUspDEhxFSEouovIeRoxNUFmHF4U4sppR5q\/eHSVJKQm31hH2kIShKeLn4Q\/AbcCL8kAITOezsp5T8VH5t9IDxcPVJtaw9NfgIbYDaQjmH9b\/WEVXM\/HWeR8nipL9VjInP8ASAlp7PIaS53c34kwDjmVcySgaXKtngijDIQm7JA+UKsUmAKUoXUwQOphGNbylpQ5rEBGXZ+6VzD76mH5U2+bwdVS3uLjjHVLSd3KQge6kP8AWI6icUMH4wpjyckRyilAkMykWfxEhymzHccH48IDNegHRQO6Sku\/peDJmJLto3BvjHM6qtpctYQwH5iyCDYMHMwnTwjn7X7RubKASMtvu7xNLmBezGOJwLM1o6xdTRe5EtBAcEQ7oaZKpOdr7258oEp1JCALaa84Jw+dlWlOx4xLlYkUJZjAqHYagJOck62b0hpis0dwCdFKG\/AcHY6c4CMzKSG9YJq5wMtKQPE4sUuAGL2hSuCNzGUlgYTXVQVTy9bJVq\/K\/wC8BYpi6UghJZRIAA1BIH1f7EarC6AEsSAQRoztFYx1J7xISr2ruTYEhvKyW13ijCFdgIjIGUEwGUieZh7tOa58RNnvxsbxcuymGzJUmYiYbruFJBOruee0I+zGZYWhroI63f784s9MkpSA\/nBeVkauEDCi3zintdhC5x7yWQFADwkEFxZweYYNyEVmnnzJM1IUplJUCrxMFAsHvszj\/EejSphvqSIp3a9ajMEvKATlXmbxG5SByveM8bK5\/pt1CyogHIdxzKqcwQ1xmGmzEOD9\/OF3aKhSiYF05MslypGqSd8o93fS0R9na5Ymokl7HxFwXQzJdrOCDfg3ExYe0FKolCwPC7Pb3gw11gWvHkA\/hnJxYGVPBiFTZKwzmYXA5BvrF9xAgqSDooKGrHTUEaGKp2Vo0mYSQNHS3Fk+m\/rFnxMhwoe6YDycg9Xj+IWNPpv8ytVGH1Esnu55UHbJOS7hwPaSAWvziCR2km04EudKsLZgrna6rHzIMWJIcEg3ezmFtAppSFLYqmnxpKXAUbZSw0Gl4NWLD6gDFNQNAw6Vj8qekBEwZr+FVlDyOvUPAsySqYSrRLqYMdiQIXVPZyUpX4WRKte7U+X\/AEkXR8ukKpVdUUyzL71UvhLnDNLP5VE6ecFjwrZKH\/WZkyniAZbTRoRkJuTdWw4D9YkqadJTdlDY7iK\/N7VzEsmfTjkQopf8uYFJ\/ujuX2plEjwzEqOgIc\/CDGN7uJLgiE1MoA5QrS36QbhtcqSkoMsrSo6a32hFWYrKXdImJmA6lKh9LNDTAO1a5JcpzeFr\/wA2iVMeAs3KKjjDrTRXNlOtxtiUmWiZ+HMlpXoUKUxPIubG8Iu0xUAkZChRUGc8iS2zMITVlRnKsyMyiTcm\/Mtr8YhmCongZ3V3aQlIUfd5E3f10EcqcR3N5Weo9wyp918pNmOhJ+7Q9Rh3dyl9+FIslFx4SHO7c4plDUS1JKC6Zg1cuD13BtqPSGk\/FJszImYvvEy7BKjdILZi\/v6b9HgGRG77jA7qbU6h3Z3DEhedagoZgkEHRNsxtoSC3rDXGpCLqRoDbmPOKXQYqUz0q7rJLJZTl2HH\/EXWbiNKU+OfJI4ZnPoLxNlwsp1uOTOG2dSs4khCgGN9XbSOkJOqSHDWsxbWG8jEaBXAdQPlnJ+ENaH+DmKyoVKzM9xlJ6FQD+UJYMBsRwyr2IH2fk5ipZuoEpHADlGsYpMpSpIPiUEnqTFmkYYlNgUp97UC8SmlQcuaYkb6ixZ7wg2R1O9YBruVrHZag76ZUh\/ONSaI9ykGxXvuBrpsTHHaQgVASVOjK+b3Xcvuz2ELcZ7ZISO7kgTVgWyn8NPB1e83L1EOx4mI67gZMooVGE6llS76Abv84jlSpSxmDKB0LxX6HDZ04ibVrUrdMs2QL6lIt0B8+TwViE2+QB5RQVC6uJ5Eyq08vxX4Qj7ST3XlHup+JP7RYEG7xU8YW8yYf6m9IrwLb3EeQ30VH2AJeUh39kQmnoGaYRqSAH5mH+AS2lB+HyEIwnxA8S\/o5jUP9RpuQDgollrahMmnCjswDaktFfoE95USkt73eKHQ5oIxiaVdyk3uVEdNIl7MoJmzZh2ZI+rfCAxj08Rb3jMv15QolrmrINoWVcrMwgmqrUpAs5gJeIPcBogUHsS2cmi2P38Y4XSWuofD9YOpazMcpAZteP39YyplgG2hguTA9zBR9onVKy3BOusFSlAkPflt8I5mEPGpRAMMJJG5wq9SaoZJ9kjk8T0y1JmBRQDwcuP3gOapJUL2EFGeNSLachwhLfEcss\/8WZiQSgWIBZLnyhrm90BNuX3whBhk9OUB2IIOraQ3kHKXzghidYhCi6muZi0qBslNzuBCvF8HNTqyVD2VWBHKxuIdKnpU5JFyGuOHWOClOYEGCD8Da9wPuFETzujlzJE9vZKVATATYgqYqfcNf04x6IhasrFaWH3sIqPbNH46ZgDZkkdcv7NDegqSZQI3AYMfoIr8huarki8S1axrnCXOcMdTfh0jz2u72rqfD77sTolAISkltLB25xYscqyJRBAGd9AfZDZv084lwmQJUsEp8arq0\/0jWwAtBYm9JedbOhBdC7cfYdyDCsIlUyiAtUxahqQzNr9IKxqZ+EhBfNmSxGjOX6FjHU9LkEFIPNz6tHNTOUU37s3Y5czj+4afpAh+bAtBdGSyJnZ6QiUg51+IsA2jADiNXgmfVIDqyzFejNxtA0nIE5SAo3YtYuL9I5lzwgBKmAjMgBcmtxa5GAq4QmrSrL3YcO5+V\/vaOKlKVKCtPE7bPo7aPzgQVJQtS3GU2013jkzzMUyDZuX3vBem3t1B5WY0kkZncaW2\/wAwDiclMxJExil9CAQ\/I7RpVCr3i45bRBMpLjMQwtbXR9PODxjfc5lNXUT1eDTJbpkqCkEOZSznQej+yft4CBEshCwZJPurSVySeAJBynncc4sompB8I5XhnJQFjKpKSDqCHHoYoOXj3BGMmU5M9PvSlZf55Cs4HUHM3lBMpEtd5dSQf6k3+f0i01nYyiV4klcqY3\/pqy7cCCBCuf2JWD4KlKuU1F\/7kl\/hG8wejUwD5EFk0BPt1Cj+UJHzDwbLlSJYulUw7BQcv52EDjBKuVrJEwf\/ABTAR6TGPpGTZpTaZKmyuapRb1EL5NfdxoVK6kVVWKTdMqTLG2hPIOzP0iGjxEKWO+l5SNFBLer6iD8PrJBV45kqYOBWUn0IhrUYZRzk\/hhSFbGXM+YFoJW+RBdQOpxMpUFIUES1cym3\/bClVOFFjTB3910\/C4hpQPIZK8s1BOXTxAuwZhfpfrDuuw6YZLimISpL5k6gAh3G3SHmwJOrAmef1NDTk2JQocA\/+3X0gGfTTBZJQpP9UpviGPwi9KwVIHhlKHHc\/OFc2XKR7iXe2qiTwZIvCvWqPGIHqI6apnoSyJmW\/uqKh5BRIEHypletwapaEcSUo\/2peHVNSz1h0S0o5qZH6qiVGA5v+rMJPBAYdCS587QByCFwEqNfh6SfxJ02omcHJHqpy3pDTD8LEtlKSlxoPdT6+0eZ+ED1cxCJxEvLlSWfX1O55mCqnEs6QGAI34xzMSKEwAAzjGsQKmlIJ2zH6RHIkltfv0gRIu\/xgxKQBrHE0KmQOlS5tFPxEjvFg7k\/P9ItkmoALiK5iCAakEgN4T1clninxzTH8ROdSQJY8PLU6FcUW6sQYVLR7HO3x+\/WJ5U8Jkrl\/wApVl6Hbo8QqqQe7I\/lDjgeHrGY1IZiYbuKAkdVMacQo+yjTmWYQZ2cUyWWQCSTc3vpAFUBmKhqbv5AeUSYeGD77RuQA46nYyRluNlpclrgbmBJhILbRNLlE8ogmrYQhd6lRnc1RABBiCXUKzaxwqaQ1wx1jctAJeC413AJs6h5EbUGgOoqiGSLPvElPVA+3AFTVwwy3NTddDBUifZikRAog2DEREkEKgCARGg1LJhMwHgOAGoh8ASHtFfwKTmuQddYtCZSR4b6CJWSzOZ6gzXAdo7XJOpUTEwpgC4icyHSVPZwI70yJwyAyvY9Q5pag90+JHUbeYtEGCrSqSlrtb9PhDydIcmK9QKTKnzJR01SPQt6fKHIp4FT+YHP6g39pzUATqjJ7ksJfmwzH1JSPIxZqRQCfZd9eA1hNhNNlEw7k6+ZJ+KvhDkKZITxA+Ygcqm6HtOsAfmBhDgq0v6WiOsR+ETpZrRyiYSlYPEj6RKhLpY6RyLRuYx9olwmYFoIzMQo387QVKoEgup1Enc6dOEJuz1VlWZYs5PVw\/zAEWRAcPv+8PdSDFAg+01NkIICAHHDy1idFElKbAC7GIEIeYny6QfUoygH71hRBEIEXMVLZxCWrJExuIh3Pmb6wurABNCraR2PuE21gKJYzAnSHFEoOGheultq55QbhthlIs8blP03BXuo5r1pyDYuP0jkSX34QBOVmLMeV4mpczkl24QoNYm8aMcS5WVi9oGxGo\/FAB93xDobfMxvO4gPF0hCkqfVJB8mNozGApnG21JKkSlBlSkqPNIPq8LKuhlZWTLSl+HhHPTSCqKpHF3jdSBvFY5RPEXDMLqpHgCpCE5S41A621PM3j0OinImIGX0jzTD8pUL2Njb94sGHTu7VlzMNUx5Wbyc\/hNz+5D2D3OyYVyDXYjnHyqWnwDXX0+EU7Nq2seikpmoZwXiu4p2c3QfhB5vVR+eLaHY96i\/HyJXF+5XTNs8VbHsXVmCApgX29It9bRqlhiCbP8AtFCxelUtQLMeBh+HKG+6UVW1kH8GCliCDxgT+HKRcuNuPpBiKlSUMb83iCsnWHXX5+cVgxZHzCJcg7A2iWWrik+rQdRz0JSC4BPrHEyqlPdyeOsL5XNqVFWJl76cWMC4gUzCFoOzKHyYiOamTnfaOEUhDxeqqDY7i3dm+k7EmlLfUP8AWOChSSP5XB04PEtGk2B59YnnpH7R1\/VMoFLgSwSW2+zBlMpgYGlzRnHVvKCzLGYh45xqpmNt3JEVJ04xzOlF\/wBY4loYu\/WClTkltoSRxOpQDY3Bl0Rs5tGLmBIZN+cTVE90kPCtRJjltu5jEL1CO9BDG7xCpJ4x1JTa8clbbQXXUG7G4RKW13hnRysxCjyhNJuXLDziwYDOC1hHhyi+rQjMCOpThYS1UtMEpB0g9UxJ3vCbGsURLRZaCrYC\/mbtFZXj6ypyQYVjQncFt9z0iSocYjm1ByKSQwf6jeKbTdpm1+\/hGIx4HUKL8y3zgu\/aYMZ+ZaDM8MU3HF5Z4mcjbmNPmIstLWS1JsCwuXimdoawLm50iwISl98puej\/AChuBQzXF5TxFS7YWhkMdbfv8XieZMAIgDDp6pkpC8ibi8Ghxsn0jK951wNSUJJvrcRKiaGbXyeCE5lH2gP9IjFyz\/7p9G+sAT8RgHzKBVZpdScqSFBRWLE2OpYbcocYZjaisIWB4yAlQ9l+BGoiw\/wbHN3l+sIMfwtTpmS05ik+IJ1I4gbkQz1A2jA9Otgx2uUtwfD6wUp1C5D3hRhmJy5tjZe6Tx3aHMkDYQlgejDFdidollmJtyEC1dHmU7q6AQeJhHCOFLOriMxoLg5HIEgk0I4qHkPrBH8Aj+ZfoPpGJciyh9+cdsrm3IfWDYKBsxYLE6mpVOkaFR6iOwvKWCSfSO5aCHsfURhIO1+ah+sKtehGUezNd4niRyMcVYK09HY6xOiWN8nq\/wAo6RJTqVDokH6wsijGBhFtBIALlolngEszw3KJRGhPUQlxCSmWc6HCTqkl2PKHDJ7RZW9zSJGY5UguSGb59BGZDLXlWdH147dXiPC62YQooSMpIzKJ0toBvG8enOlBAe5z8XBYGJ\/Ix+ovExuM8TLfgeIKKdgAQzRbUEKAPGPIuz2LKSE5wrI6gVHR7aHePSMExHOG3Fol\/S1bx87Y8h+k9CReXjv61k+LYcmYm4u0UDF8EKVszjW5+to9QVeAK+gSu5FxHo+d4t\/WkT43kcdNPIZ2F30F9QbEeuvlC+fhgNmYcRHqNThSVOGDcOEK6nALlmY+seb65x9XPRDK3c86VhpQmzK+cRpkK4RbanCyhZSbiAVSGJFw0MXzD7iH6V9GUKUfv4x0TmtGRke5JB3A0nKo7s8cTJpIeMjIeouIvUgkHxwwnG4PKMjI5u4K9GZOWzQIqoIPGMjIWojXJBk3euOscLLGNxkDUO9TUxbJtEfeFo1GRoEwkzhCzEyE8LRkZHETlhKr6xqUjU8B9\/KMjIX7R4G51J8XWJpU1toyMgSIQ1RjOViSkIysCkl2PK7dC0LK1RVmc2TkDfmBJMZGRmAVdfzcHObq5fcFWBIQlvZSkfDpEs2Zy+JjIyMf3gJIDyYffWMlpc3jcZCY8dTorjtE8xqMjq3MvUBqaJM4+IMrZQ18+MLaDEpiVBJVmGYpvy3eNRkNHREV7yxouReCBJB3V\/cYyMgF6nN3CEU4HH1MbMoRkZBkCosE3MKQ8SSpYL2HpGRkTt90cvUnSGEclbDThG4yG1uJJguM1JlyitOoipTqyZkCc6v5n3O7EnURqMgsKgk2IHkOwXRkVNXrlrKEmxYn0cfODTiC1EJJ214X2jIyGlF49TPUa+4PTzSFFKmUh3ykWfjyh72YxGYsLVmYpNm9fTlG4yIP1NQuAsO9RvjEs9GepYJWGYh1awbMjIyKf092yeIC5uQ51C5SBFVda4jjKCHjcZEOQDkRKV+0RfPpkqNxC2fg8lRcpjIyJsYHG5TyM\/\/Z\" alt=\"Resultado de imagen de Escenas de otros mundos y sus habitantes\" \/><\/p>\n<p style=\"text-align: justify;\">Quien sabe lo que, en otros mundos, nos podremos encontrar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nosotros seguiremos avanzando aqu\u00ed y \u201cellos\u201d tambi\u00e9n lo har\u00e1n \u201call\u00ed\u201d donde quiera que ese \u201call\u00ed\u201d pueda encontrarse que, ser\u00e1 lejos, muy lejos. Tan lejos estamos de esos otros seres inteligentes que el hecho cierto de que no lo hayamos podido ver a\u00fan, nos habla de que, como nosotros, necesitan evolucionar mucho m\u00e1s para que, ese contacto se pueda producir.<\/p>\n<p style=\"text-align: justify;\">Tampoco ser\u00eda descabellado pensar que, la Naturaleza, tan sabia ella, tenga dispuesto que las especies est\u00e9n cada una en su lugar, sin molestarse ni interferirse entre s\u00ed, que evolucionen en su propio entorno sin ingerencias que siempre vendr\u00e1n a distorsionar lo que ya existe para cambiarlo en el mejor de los casos, o, aniquilarlo en el peor.<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n sabe?<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;t=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/02\/22\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos-4\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/02\/22\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos-4\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F&amp;t=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos-4%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>No es que el Universo sea m\u00e1s de lo que imaginas, es que siempre ser\u00e1, mucho m\u00e1s de lo que puedas imaginar. Aunque hemos podido alcanzar un alto grado de conocimiento sobre las cosas que nos rodean, sobre nuestro entorno cercano y muy lejano, y, hemos sabido ubicar nuestro lugar dentro de la Galaxia y [&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":[234],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12297"}],"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=12297"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12297\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12297"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12297"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12297"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}