{"id":27365,"date":"2021-11-08T07:01:21","date_gmt":"2021-11-08T06:01:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27365"},"modified":"2021-11-08T07:01:21","modified_gmt":"2021-11-08T06:01:21","slug":"evolucion-por-la-energia-ii-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/08\/evolucion-por-la-energia-ii-4\/","title":{"rendered":"Evoluci\u00f3n por la energ\u00eda II"},"content":{"rendered":"<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"3\" valign=\"top\" width=\"569\"><strong>Potencia de fen\u00f3menos de corta duraci\u00f3n<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"288\"><strong>Flujos de energ\u00eda<\/strong><\/td>\n<td width=\"120\"><strong>Duraci\u00f3n<\/strong><\/td>\n<td width=\"161\"><strong>Potencia<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Terremoto de magnitud 8 en la E. Richter<\/td>\n<td width=\"120\">30 s<\/td>\n<td width=\"161\">1&#8217;6 PW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Gran erupci\u00f3n volc\u00e1nica<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">100 TW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Energ\u00eda cin\u00e9tica de una tormenta<\/td>\n<td width=\"120\">20 min<\/td>\n<td width=\"161\">100 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Gran bombardeo de la 2\u00aa Guerra Mundial<\/td>\n<td width=\"120\">1 h<\/td>\n<td width=\"161\">20 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Tornado medio en EE.UU.<\/td>\n<td width=\"120\">3 min<\/td>\n<td width=\"161\">1&#8217;7 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Los cuatro motores del Boeing 747<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">60 MW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">La mayor m\u00e1quina de vapor de Watt<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">100 KW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Carrera de 100 m<\/td>\n<td width=\"120\">10 s<\/td>\n<td width=\"161\">1&#8217;3 KW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Lavadora dom\u00e9stica<\/td>\n<td width=\"120\">20 min<\/td>\n<td width=\"161\">500 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Audici\u00f3n de un CD<\/td>\n<td width=\"120\">60 min<\/td>\n<td width=\"161\">25 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Una vela<\/td>\n<td width=\"120\">2 h<\/td>\n<td width=\"161\">5 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">El vuelo de un colibr\u00ed<\/td>\n<td width=\"120\">3 min<\/td>\n<td width=\"161\">0&#8217;7 W<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Entropy\" \/><img decoding=\"async\" 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\" alt=\"Termodin\u00e1mica qu\u00edmica (p\u00e1gina 2) - Monografias.com\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El segundo principio de la termodin\u00e1mica se refiere a la inevitable realidad de que a lo largo de la cadena de transformaci\u00f3n de la energ\u00eda se va perdiendo la capacidad de realizar un trabajo \u00fatil. Hay una magnitud asociada con esta p\u00e9rdida de utilidad de la energ\u00eda que se llama\u00a0<em><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/em>; en cada transformaci\u00f3n la energ\u00eda se conserva, pero la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> del sistema en su conjunto s\u00f3lo puede aumentar. No hay nada que podamos hacer contra esta disminuci\u00f3n de utilidad. Un barril de petr\u00f3leo es un almac\u00e9n de energ\u00eda muy \u00fatil y de baja <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> que se puede transformar en calor, electricidad, movimiento y luz. Las mol\u00e9culas calientes de aire emitidas por el tubo de escape de un motor o la luz que rodea una bombilla representan un estado de alta <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en el que se producen irrecuperables p\u00e9rdidas de utilidad.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>S = k\u00a0B\u00a0logW<\/em><\/p>\n<p style=\"text-align: justify;\">Esta ecuaci\u00f3n, conocida como\u00a0<strong>la f\u00f3rmula<\/strong>\u00a0de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> de\u00a0<strong>Boltzmann<\/strong>\u00a0, relaciona los detalles microsc\u00f3picos, o microestados, del sistema (a trav\u00e9s de W ) con su estado macrosc\u00f3pico (a trav\u00e9s de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> S ). Es la idea clave de la mec\u00e1nica estad\u00edstica.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Entrop\u00eda y el fin del Universo - VIX\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSPVwjtNlg3RXRiaHn1e7jclvn7dF0Bx5xVxQ&amp;usqp=CAU\" alt=\"El Universo y la Entrop\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En un sistema cerrado, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> nunca disminuye, por lo que en el Universo la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> aumenta irreversiblemente.\u00a0En un sistema abierto (por ejemplo, un \u00e1rbol en crecimiento), la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> puede disminuir y el orden puede aumentar, pero solo a expensas de un aumento de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en otro lugar (por ejemplo, en el Sol).<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">En un sistema cerrado, este proceso unidireccional de disipaci\u00f3n entr\u00f3pica tiene la inevitable consecuencia de una p\u00e9rdida de la complejidad y un aumento de la homogeneidad. Esto se puede ver si usted compara la multitud de mol\u00e9culas org\u00e1nicas que componen el petr\u00f3leo con la monoton\u00eda de unos pocos tipos de mol\u00e9culas sencillas que forman los gases del tubo de escape.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"SERES VIVOS | Clasificaci\u00f3n, caracter\u00edsticas y ejemplos\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Por el contrario, todos los organismos vivos (desde las bacterias hasta las civilizaciones humanas) son sistemas abiertos, que est\u00e1n importando y exportando energ\u00eda constantemente; son capaces de mantenerse en estado de desequilibrio qu\u00edmico y termodin\u00e1mico, creciendo y evolucionando hasta una mayor heterogeneidad y complejidad. Desaf\u00edan temporalmente la tendencia entr\u00f3pica.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/c.tenor.com\/BItFW_Iro_QAAAAC\/chance-colibri.gif\" alt=\"Chance Colibri GIF - Chance Colibri Oiseau - Descubre &amp;amp; Comparte GIFs\" \/><\/p>\n<p style=\"text-align: justify;\">No conviene utilizar unidades inadecuadas para medir esta gran variedad de procesos, porque casi siempre las cifras estar\u00edan seguidas o precedidas de muchos ceros. Tanto el julio como el vatio representan respectivamente cantidades muy peque\u00f1as de energ\u00eda y potencia. Aproximadamente 30 microgramos de carb\u00f3n o 2 segundos de metabolismo de un rat\u00f3n de campo equivalen a 1 julio. Un vatio es la potencia de una peque\u00f1a vela encendida o el vuelo r\u00e1pido de un colibr\u00ed.<\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"3\" width=\"569\"><strong>Prefijo de unidades cient\u00edficas<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"185\"><strong>Prefijo<\/strong><\/td>\n<td width=\"192\"><strong>Abreviatura<\/strong><\/td>\n<td width=\"192\"><strong>Notaci\u00f3n cient\u00edfica<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Deca-<\/td>\n<td width=\"192\">D<\/td>\n<td width=\"192\">10<sup>1<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Hecto-<\/td>\n<td width=\"192\">H<\/td>\n<td width=\"192\">10<sup>2<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Kilo-<\/td>\n<td width=\"192\">K<\/td>\n<td width=\"192\">10<sup>3<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Mega-<\/td>\n<td width=\"192\">M<\/td>\n<td width=\"192\">10<sup>6<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Giga-<\/td>\n<td width=\"192\">G<\/td>\n<td width=\"192\">10<sup>9<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Tera-<\/td>\n<td width=\"192\">T<\/td>\n<td width=\"192\">10<sup>12<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Peta-<\/td>\n<td width=\"192\">P<\/td>\n<td width=\"192\">10<sup>15<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Exa-<\/td>\n<td width=\"192\">E<\/td>\n<td width=\"192\">10<sup>18<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Deci-<\/td>\n<td width=\"192\">d<\/td>\n<td width=\"192\">10<sup>-1<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Centi-<\/td>\n<td width=\"192\">c<\/td>\n<td width=\"192\">10<sup>-2<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Mili-<\/td>\n<td width=\"192\">m<\/td>\n<td width=\"192\">10<sup>-3<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Micro-<\/td>\n<td width=\"192\">\u03bc<\/td>\n<td width=\"192\">10<sup>-6<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Nano-<\/td>\n<td width=\"192\">n<\/td>\n<td width=\"192\">10<sup>-9<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Pico-<\/td>\n<td width=\"192\">p<\/td>\n<td width=\"192\">10<sup>-12<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Femto-<\/td>\n<td width=\"192\">f<\/td>\n<td width=\"192\">10<sup>-15<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Atto-<\/td>\n<td width=\"192\">a<\/td>\n<td width=\"192\">10<sup>-18<\/sup><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Como los m\u00faltiplos son inevitables, se introduce una serie de prefijos para abreviar los m\u00faltiplos m\u00e1s \u00fatiles: un kilogramo de buen carb\u00f3n equivale a cerca de 30 millones de julios, 30 mega-julios (MJ) de energ\u00eda, y el consumo actual de combustibles f\u00f3siles en el mundo es aproximadamente diez billones de vatios, 10 teravatios (TW). Los mismos prefijos se a\u00f1aden a las unidades de energ\u00eda el\u00e9ctrica: el voltio (v) es una medida de la diferencial de potencial entre dos puntos de un conductor, y el amperio (A), que mide la intensidad de la potencia el\u00e9ctrica. La potencia de un sistema el\u00e9ctrico es el producto de la diferencia de potencial y la intensidad de la corriente, lo que significa que un vatio es igual a un voltio por un amperio.<\/p>\n<p style=\"text-align: justify;\">En la anterior tabla se relaciona una lista completa de los m\u00faltiplos y subm\u00faltiplos, algunos de los cuales se usan con mucha menos frecuencia cuando se trata de flujos de energ\u00edas cotidianos.<\/p>\n<p style=\"text-align: justify;\"><strong>Relaci\u00f3n energ\u00e9tica del Sol y la Tierra<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/28By83qkLP_ekBtdo_mUS4pae0o83BlnMSxxAxPmVelC7G-rlK0I2t6w0LsBYZQS0267bJHiP8s-U0DlWtri0A\" alt=\"Relaci\u00f3n Sol-Tierra\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong><\/strong>Mientras en el n\u00facleo del Sol quede suficiente hidr\u00f3geno para mantener las reacciones termonucleares, la estrella que nos alumbra inundar\u00e1 la Tierra con radiaci\u00f3n solar, que suministra la energ\u00eda necesaria para mantener la mayor\u00eda de los procesos f\u00edsicos y qu\u00edmicos que se producen en nuestro planeta.<\/p>\n<p style=\"text-align: justify;\">Esta radiaci\u00f3n calienta la atm\u00f3sfera y el oc\u00e9ano, genera vientos y lluvias y sostiene el inexorable proceso de la denudaci\u00f3n. De todas las conversiones generadas de las energ\u00edas globales que se producen en la Tierra, las geotect\u00f3nicas (la lenta modificaci\u00f3n del fondo oce\u00e1nico y de los continentes, acompa\u00f1ada de terremotos y las espectaculares liberaciones energ\u00e9ticas de los volcanes), son las \u00fanicas que no proceden de la radiaci\u00f3n solar, sino de la gravedad y de la liberaci\u00f3n gradual del calor terrestre.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Importancia de la energ\u00eda solar en la fotos\u00edntesis - La fotos\u00edntesis\" \/><img decoding=\"async\" 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\" alt=\"Fotos\u00edntesis. Incorporaci\u00f3n de energ\u00eda al ecosistema - ppt video online  descargar\" \/><\/p>\n<p style=\"text-align: justify;\">La luz solar tambi\u00e9n suministra la energ\u00eda necesaria para la fotos\u00edntesis, la m\u00e1s importante transformaci\u00f3n bioqu\u00edmica, creando nueva biomasa en bacterias, fitoplancton, plantas superiores y, sobre todo, en bosques y praderas. Esta s\u00edntesis es el fundamento de la cadena alimenticia necesaria para el metabolismo heter\u00f3trofo de animales y personas, a los cuales la nutrici\u00f3n les permite desarrollar actividades que van desde una simple carrera a trabajos m\u00e1s elaborados, como la ocupaci\u00f3n laboral y el ocio.<\/p>\n<p style=\"text-align: justify;\">As\u00ed de importante es la luz. Las sociedades humanas, desde los peque\u00f1os grupos de cazadores o pastores hasta las sociedades m\u00e1s complejas que dependen de los enormes flujos de combustibles f\u00f3siles y electricidad, han estado ineludiblemente ligadas al continuo flujo de energ\u00eda solar y a los almacenamientos energ\u00e9ticos procedentes de la misma.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Carb\u00f3n - Areaciencias\" \/><img decoding=\"async\" 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\" alt=\"Formacion del carb\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">El proceso de formaci\u00f3n de carb\u00f3n a partir de restos vegetales acumulados en zonas acu\u00e1ticas y sumergidos, de tal manera que estaban aislados de la atm\u00f3sfera, sufrieron una transformaci\u00f3n por efecto de las bacterias anaer\u00f3bicas, que aumentan la concentraci\u00f3n de carbono de los az\u00facares y desprenden gases, como metano y anh\u00eddrido carb\u00f3nico. As\u00ed se forma una masa gelatinosa de turba. Posteriormente, \u00e9sta se hunde y sobre ella se van depositando nuevas capas. Las m\u00e1s inferiores pueden sufrir transformaciones metam\u00f3rficas debido a la elevada presi\u00f3n y temperatura que soportan, convirti\u00e9ndose en grafito. Las condiciones biol\u00f3gicas, clim\u00e1ticas y estructurales m\u00e1s favorables para que tenga lugar esta serie de transformaciones se dieron durante el periodo carbon\u00edfero, que en Eurasia y Norteam\u00e9rica se encontraban situadas en posici\u00f3n tropical y cubiertas de grandes bosques pr\u00f3ximos al mar, que se inundaron debido a los movimientos verticales causados por la orogenia herc\u00ednica. Los yacimientos de carb\u00f3n de mayor antig\u00fcedad proceden del dev\u00f3nico y los m\u00e1s modernos del cuaternario inferior.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/formacindelpetrleo-151210222059\/95\/formacin-del-petrleo-1-638.jpg?cb=1449789484\" alt=\"Formaci\u00f3n del petr\u00f3leo\" \/><\/p>\n<p style=\"text-align: justify;\">El proceso de formaci\u00f3n del petr\u00f3leo se origina a partir de acumulaciones de plancton marino que sufre transformaciones, semejantes a la carbonizaci\u00f3n, por bacterias anaer\u00f3bicas, y que dan lugar a una materia denominada\u00a0<em>sapropel<\/em>\u00a0y posteriormente a la mezcla de hidrocarburos t\u00edpica del petr\u00f3leo. Esta transformaci\u00f3n de hidrocarburos suele tener lugar al mismo tiempo que el proceso de sedimentaci\u00f3n de arenas y arcillas que se transformar\u00e1n en areniscas y margas, y quedar\u00e1n impregnadas por el petr\u00f3leo, dando lugar a las rocas madre de \u00e9ste. Cuando \u00e9stas sufren presiones orog\u00e9nicas o simplemente quedan sometidas a una mayor presi\u00f3n al hundirse los sedimentos, el petr\u00f3leo migra hasta encontrarse con rocas impermeables que impiden su avance y se acumula en el subsuelo, generando los verdaderos yacimientos petrol\u00edferos.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hidrocarburos: qu\u00e9 son, clasificaci\u00f3n y caracter\u00edsticas - Significados\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRaO06fCVjrk3fyNrbXPhwEjFJ4CvbqwKKV9w&amp;usqp=CAU\" alt=\"LM1B5T1_J_Herrera_Ingenier\u00eda de pozos de petr\u00f3leo y gas. Vol\u00famen 1. Origen  y caracter\u00edsticas de los hidrocarburos.\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los hidrocarburos gaseosos est\u00e1n acumulados en la parte superior de estos yacimientos de petr\u00f3leo (aceites de roca: del lat\u00edn\u00a0<em>petram<\/em>, &#8220;piedra&#8221; y\u00a0<em>oleum<\/em>, &#8220;aceite&#8221;), que es un aceite mineral hidrocarbonato, oleaginoso, inflamable, de olor acre, densidad inferior a la del agua y cuyo color var\u00eda desde el negro al incoloro. Consta principalmente de hidrocarburos l\u00edquidos, en los que se encuentran disueltos hidrocarburos s\u00f3lidos (asfaltos y betunes) y gaseosos (metano, butano y acetileno); tambi\u00e9n contiene peque\u00f1as porciones de nitr\u00f3geno, azufre, ox\u00edgeno, colesterina, porfirinas, vanadio, n\u00edquel, cobalto y molibdeno. De todo esto, mediante procesos industriales de refinado, se obtienen los productos de todos conocidos como la gasolina, nafta, queroseno, gas\u00f3leo, etc.<\/p>\n<p style=\"text-align: justify;\">Su combusti\u00f3n es una de las fuentes m\u00e1s importantes de contaminaci\u00f3n por los elevados porcentajes de azufre y otras materias que contiene. Sin embargo, por obtener esta fuente de contaminaci\u00f3n y &#8220;riqueza&#8221; se crean conflictos que desembocan en las guerras que azotan nuestro mundo.<\/p>\n<p style=\"text-align: justify;\">Ahora, despu\u00e9s de esta breve explicaci\u00f3n, sabemos un poco m\u00e1s sobre esta materia prima que ha servido, y continuar\u00e1 a\u00fan alg\u00fan tiempo sirviendo de base a muchas generaciones pasadas y alguna menos futura: civilizaciones del combustible s\u00f3lido, con su profesi\u00f3n de servicios energ\u00e9ticos, transporte generalizado y exceso de informaci\u00f3n (no siempre deseable, ya que si elimin\u00e1ramos el 80% de las programaciones televisivas, el mundo ser\u00eda algo m\u00e1s culto y estar\u00eda menos embrutecido).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Multa de 196.000 euros a \u00abS\u00e1lvame\u00bb por emitir escenas no aptas para menores  | Hoy\" \/><img decoding=\"async\" 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\" alt=\"Los sueldazos de los colaboradores de 'S\u00e1lvame': ranking de los mejor  pagados\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Con programas como este nos podr\u00edamos preguntar: \u00bfQu\u00e9 nivel intelectual tenemos?<\/p>\n<p style=\"text-align: justify;\">Un observador extraterrestre no podr\u00eda encontrar nada extraordinario que le permitiera distinguir el Sol entre las millones de estrellas similares que existen en la nuestra y otras galaxias, y que a su vez representan una fracci\u00f3n de cientos de miles de millones de cuerpos radiantes que las forman.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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jZ69VGDvLPxiGOvnZAOxu8QP8vX7v623ZTPH4jr7\/AIMahdq70qlYO+CmVDElo3iF10ESszGR6W3q3KupYO8YULkh5GELUI0Op7px0IzsAOKpz11\/eev9bTtnTg8ufojraui8v6b\/AHjY92fqE0ySzTiP1ugsmUc8uN7ek4dDDCYPrBB9xNj992zXrXapVqVCX+UUxlkAO6q5ADICwG4XU1HCBlUmc2MDIE5nhMR7bWXaGxDRuz0hVpu4rUy8MqqpwVgFlyJMQdAROlsRlTZyTJ119tpVG\/MAFbeX3j1H2DytGqpBIyyMZEEewjI+uzdgCVUqqxMjLgdCPXz9vnbQUZ8O904+X8JsxbINgAgdrViAprVSoEQXYjCRBETERlHKx3Ym36xZaZL1CzZCSxLsSSerEkmeZNofZyqrMy1HpJkGDVVDZrK4ZLLqHJMz4eliN8vJVDUo1KCkqRT7tMFXAH7uRnKsVBkDgWstzT4Ikr4Og3fb9NKTUWClwd5l3ypGqCMiRx4TxsXu93FSkGZKgJG8siQYIggr191uCXHaLUzkTbovZvtw5O8+ZInIcIA0HS2ym2kmYels5Q52q7KBjjoo6tx01AyChFEZDPnah3jY1bFh7ioSZgohziQcgIbMHSMwbd8ud7SsoIOFtQBEExGXLL2WD9odhsUZZgwcMhWUSVYyCCGBKyJ0IB4WTizSE\/JwuvcqiAEqwDKGBIIlDo0HPCeenW2t0vlSk4em7U3GjIxVhORgqZFi\/aW7VkdVqNi7tFpowEQijdAIAmJiTnlxsG7wE7wz5jI+3gfjO2dGwcuFate6warUeq+mJ2LGJJgToMzkMrdR2J2eCqJFqh2B2UCwbER5Dj1Fuu3Ci9IFt6pAGTBcuZ3QMz+63l\/qOdwilF0a4I7pAC87IKoGmFUgajUcGjnxFq1fLsBzMcTmdI1sf2nfyWYNIxGcCxOU6+jrx62rl4UmSxYEkmAYAk6eq3BinN8ydf7PodPiiuKsD7TuwKG1IvVAiSMwOI\/fy9trttDJScTH1nLjalXqoQ0gkHpb3cDbhyeNroxjlaih7s99K36i8\/4atY8G3af6ql\/dJYLsGoDUbLPuLxmMv93rajS1gpXR2VCFMGlSzj\/2kt1Y+zhZbvwc7Yp3dagaqlNjVotD1XpAogqYs0R8YzXcIAM6iM6ptCohq1cBBQ1KmAxhlMbYDH1ZWDHCbN\/IqnoN5WwbjU9BvK2qirsnsxUMIpGoZ8jod2nysTa9XfFICAYnK\/N6S1fDj3d5YegQucCmwgaMPa51MCjA3ibhwinZr5DU9BvK0ygpe4KVBpr3dsRIFPDIgd19UGj3g8OrYa2E\/VDgSmihruUGDMhvrFgCuh6NPtVo1gxFsi41NMDeVsG5VPQbysLGo+43IJX28UDUBp90q\/O4Zp5LipKtPGMBxRWDt9aAw\/RDl9vd2KuEVFkvhBp7wXuSqoThO\/30PM5KPEPDYUblV0wMfYfL321Nwq+g3laHjXkLH69WmQopKQ0JiEakUgDhPABg0jVi0ycgrF\/b5xvXbX5DV9BvKz95utTvGIpkgk8J8rUlXArCNfY1amVFNg7B3QKVUbzKwcwxKspWnx1jSzd4F7QsWZUIJLsDRQqZZTLLBSTUaMxLOSMzNmHrXreyyZixHdUwrFgVYsoXCSQxBkZ5chCq1ryxYsGOLxBkUg5zmCuHIwehgjSxTCyBeaDrm+pJBOINvDxK0Ew4kSpgiRY12eI7s\/pH9gsMvNCu4EqxjpqTqzQBic5Sx3jAnSxbYVAimQyNOI8OgsFFNvuxhTutG8YyTVJAQqBEFgSDiM+HkNfPe5Bfkb4jA+UU\/wC6rcrSdqVmNwuoKsIepD7sHMiMmLSMhvAZARlFnr9XuzXVjSo1ETv0kYoMlaxGbYphYHD3ScRgKrdMpBymMyNYEgHQxMTl7bQ2QgwQZtJp3tl8JIWdDnl\/TiItIStTcQ0KZ5SI5DlHxysAC7K068XKNCBOkkZ+o6ecWiMhGREWANQbKbYsrAEj5RPiE9ePsP8AGbOUcjKNny0P8D8ZWh2yLAHQ+yHagqQjnzt1pcNemK1WsCjbuCD+ioZsXFogADUa282U7wwOef7R6jr+63QdkX\/uUpNeMnbepIfEF\/Ot6IOYXic8gBZudKjGcKdotHaDssrAgUaiEyd5TAyJzJOXEeVuW7X2A9J4gxbu917W0alFKeTVSwUSQNY5mTkdBJMeuF2h7J3U0qlRqxDASgDaz4QRrLFSMuvW0Oaj2XFMrP4PNnRTBtdb1fTSQoAcJ5D3fGVhfZ+69yMCzAOUnhPEm0zad5CiTl67eDr1Kc+OUdmnajyypXqmzM9Qk0yxyEBstAc\/rQB78s8hG0bxAzIPsj3W17Qdp0BIBtTb9tvFbr0+llKnI6pa3aqgP7X2gIItVq7ybSKpLeE4jy0Plx9loTW9SKSVI86c3N2wl2e+lb9Ref8ADVbW26RgpZA\/NUuH\/ti1S7PfSt+ovP8Ahqtrdc5wU8\/yVLl+bXXpbXH2Qx6jd2fEKdMuQCxwoWhAoBcgZhRIk9RZtgJ0HHgOY9\/+VrF2Q25TuodnV6jO9JYDBIpLvVCThOImFGDKQNRYHWVQ5CMcALBdJwht2fZE+s20vkk0IGEZDxNwHNbNArlksT09H18rSHBwje+seX2bTKW0YZSzOQEVBvGdMT4WDAqScQHINplBmTa6Q1QMyk5LoeA+z1tkgcl1HAeln77E77tIOrKGYSG1iM6qVBxOSAFBlox8Ohid8BiwjCGRliZzbEA2eYgkeVhSlXKHSIxgFcljhkI0brpbWAQYCmRyHIdf8osbG1h3uPeM8DG8A9R+7bPwkNgOuVNd3OBGvl\/D02TG+akS0b092Q7ZnMBCo1yc58DKlK1wFLyDmAy3V15D0hbeoBjO6uvIdetpG0LzjbEN0FiQs5DE4IOeeIzx5ZQICsVfEd7j06++1c0BrWurou\/SKZfWTD9UjjxyPsBthoxaL7unWxOptNd4iYao1QHAiRiRgBhpkSQSDjxKxPEQLbXraKszwuAFjhjDKAkEqJESRunoeMAEtgDBERhGRPL0rTNnRg8I4cPsizV6rBogxmeWQJEII1VYME55mbO7OO54jw5eiOlgCtbUrA7Ouy41LK7yoZZAJeCVXPTWfbrYcqkXF5416ZHUd3WEj2gj2WI7UYfi67QFzd5ylsi41JkSQTAgaWjUK7m5EYyMFVFWOC4Lw5Bw5xLMZz15WxGV22RZ2sjanOeOs+3jbFCnJsAaZ2dSqQIOY5HT\/L2WOXbZQIzsquxOVtPTlV0RvQEwq2m70OnsP8fOzboRqPj99iFfZLDhaMQy5ajkdP8AL2WhpopNMiWJbEw98mMJhOIHvPDmpAJ9RIPrHC0YqrccJ5HTz1Ht87NPSI1Hx052Qy61aNMuxUXMqhAbEO7BY4slIBBkLikGBi4WqN6v1SpUapUcu7GWYmSTaLbFklQki49l+070mALGLdn7NdpFcDFDKdYE+7WfVPst5qRotd+w21q6Y2DinRQA1ajAFVE7ozBlyfCozJtGWClHkP68neNoUaahXVwQ5IWBMmCYBnPIHytRu2NMEHfrAEHwhTBEayZI8rHdk7cNWl86Ku626QAcIxMrFgMpBx5Nlllii0zadFScQEq3hzBMiZkZchmCZz01t5CmsOT+S\/JtCO9cHnjbKUh4GrFsRxd4qAYYWCMLHPFi9hHIyHLm3Ye0XY+i0utKu0ejUpCcpzLARw+CLcx27RRamGmjJhVVcMZ+cURUIzO6WBI\/dpb2Mc1ONozcWnTBU2eFefEMXr189bMWVrEGdgoO8Yg\/kLxkcj\/s9b2H4ytabnh7unLAfNUuJ\/Nrao9nvpW\/U3j\/AA1Wx8Hcp\/qqX92ltMfZMgmWX0l+8eUWTOs+JfvHpZrZmyqlcOyYMNPDjL1EpgYyQmdVgDJBytDqJBIJEiQcwcwYyIyNtCQm5XCN5dT9Y\/ZP7Iys0XXLeX7x5fxtDJ+bGWeJvZlTs18ncgHA5DHCpwmC3ogxBboLOqGgkXWTvLn9o9PLS2pdY8S\/ePOf2WiG4VvzNXj+Tbhrw8+VmKKMzBVBLE5ACT7rCa8lBMskjeX7x5H+IsmK5jEs6eI6xaAlzqtIWnUJU4WAVjhaYwtlumREGNDbWpdaiwGpupMxKkSF8REjhx5Rady8iCNRlGWJcj6R5\/1tmqyhjLLr6R62Dsp9UgHPkQCD6iCDac1FTXAdlCFpckkQi5uMgTJUGI1Mc7DEO4lwxiWf0jyj487ONUSfEv3j05fHnbIuF3xTjMMwwlXAVVZqAUEOuKQKrkzGVFhlJIxetm0kpFscvDgAOpEijUqK4AElSVVQvpHVhGKbRQmdI8afePMn48rENmEYPEuvpdBYft240UaoabAqMOGHDCdwGmJliYLPimBGGLP9m\/o2\/TP\/AErZ9i9wNVuwrXO5U8QWalRSWOQJZtJ4mJjmeFo\/yJqd2YCpTJ79DiDbuS3hNTGoXEOjA8bV+rfKjKqNUdkXwqWJC\/og5D2Wnp\/sL\/8AEU\/7qrbEoaS8gkio2ecECRM5kgeLQRZxLsJLLECCSuYzmJGoOXCfULCZs7SrspkEiwBb7o4ZRFpNMWrl02rnmIPEjQj1eVrJdLwjCZAyn15gZefuNvQ0+eNbZHHmg+0S6VKbYvGwlcaWmXVLGrpSttPHCSOVZJxZzjaPZp1zAysEqUnQwdORGVu5rs8MMxYPtnsgrgkC3BkxV0dWPU32cfIU\/ZPtI\/iPfaVcdk1Ks4QMoJJOUExMjh\/Ec7Ftsdl6lImASLDdm3w0GbFSWoGWIcAwZBkSDyI9vqtg00dSdrgl0ezTh5rFUpqfnHVlcoAJbdBliNMpz52a23tgVAtKipp3en4E4k6GpVP1qh8hoOrv48Dqwq0abOwYd4VzUFAqRAkYSC05yTwiwSpSIz4cxmPOyryOvIX2RtypTI3iRyn45nzt0rYHaZXwkmY0BJj1xztxkWsfZi6uxaqz91Qp51Kh4ckQfWqHgPbbHUYI5Y0y4TcHaOt3zu6wqsqooyVQScUkeIc45nKfbav7a2Dd2LFaVHGG8T1XRYkQIURnkPCRkxJGRtAuG26dYiFwqPCDqANCx4txtYrveXZyw+qh0gRAyYTGevXPjbhxb9PNRfR6Kxw1OPdHiSOXbb2KF+cpvTc1Kj4adLE0CMe6SJYKCAZAjLrAavdXTxoyzPiBGmuvrHnbq95r1CGMVyrKoR0UsKbqjKXKITqTx0wqdCbU3bdyvNcrJqVQDhDGng32cIVjxA4wFznhpb1E7Vo86UXF0wN2e+lb9Ref8NWseUbtP9VSn\/lr\/lYLsSiy1WDAg9xedf8Ahq2XrtYqN0DJT3jJpUvqz+TX7VtcfZDJ2xNvvdqddaRwvV7qHhThFNnJBDggzijpFhAfjytK+RL6Z+6OU+lbJuI9I\/dHD\/5W24JoYPgWfSf9lO0tdpACmBTnumDKZE7rO+E7swS5nPRVgCCSmuYwjePiY+HngHpdLafIxxYmcvDplM+LpaZRUuxp0P0ttQFUU\/CtFRLcKDl6JO6OJOLScowWg074QUlUOAzOEAkjTER4hOfss98gHpnn4R\/5W1NxHpn7o5x6XOyUIroG2OXa9labIULCpjBJInfUK7KSpIfDIBmBiMhptm+bYL1O8wKGJqkgwwJqUlpaERAVFyMyZ4GBg3PILjaP0R\/5dLN\/i8ZnE2X2Bp9607I2PcQ71XxszxBJk8d46nPmZPttvfvpG9fxNpB2cPTOf2R\/5WcvFyBdt45n0R\/5dLPrgkJXrZVDEVUBCKrADEQTSC1CIBqVciVADcfRH1o162VRU1FRzUKyIDU9\/MZodBCyxzMwRI1tCW4qBOI\/cB92L221bZomMZ+4On2rCXyMb2jd1TCFYnxDUGVERUWPCryYU5jCZ1sW7N\/Rt+mf+lbCvxaM98\/cHOPTsa2DdsNMgEsC0zEfVXhisNgULZFaijzWQ1E5AxnKmdRIgERxnhqDV4vdKpdGw0cCLWQBabQSMNdgXYqSxCkCTy4aWrl3uzuYRWY8lBJ1A0HUge0WOpdmo3SaqkYq1NgJg4TTrrPQgg5GNLYlFfqRJiY4SZy6mBNmrFBTV5gZzzAMHSOZiZnpnxtFrXUgmM41HEesfvEjrYAjA2PbO7TXikqIrgIkwpVT4ixObAnVidctbALKwBebn2paoV70yVUKMgN0EkDIRxNrdsvaCtEEW42rkWJbP2u9M5G20MrRhkwqR3W5sxmHUejI6yQecDIRzzsVemSCMaqzK+EGPFAgwRJwnMxzEzblOxO2MQH99r5snb6PhIbTQFj089AcwYjKLW52c\/pOLCl72YlQQcJJyyIOcEwOsAmNcjbn\/aLsYjb9MqZBIggyBqRBzAt0e5rSGEKoWDKjrCgkZwTCjrEz4jMtLhTwhQoAAIAHAHMgcp6WlqyoTpnmnaeyXpGGHttBXEuk5+R9fA52772m7Ko6ZLoIH7rc+vLrdEUF6uJTARQsBcbuWBK55nQk5vy0xkqOmM7RWdi7LFYu7kUqNKDVqagAzhVVOrsQQB0s5te\/tXanSo08FFSFo0wZ3mMYnOhqMTmT6tLZ27eQ1NP9YNVgSSvd4AuJVnMZEgjD0zjKwOnWZSCpII0IytNXyy69w3ctnXqk+d3rZHP5toyMagRa9bNFTItRcgGGWDwAaDGYyIM8iLc4G1ap1rVQeYduEESJ58tOVjnZ\/adYnB3lRsWWTM05ARryAEHgLZZcanGmdGmyvHNNFxWiAjo1Nt0YwFrMsK0EABQc5YHhrzsCvVzKJeGFF2VHdcrzWLSBTGJQFAde9LVMRA8LSBAkzQJLMzUMQMAABlw4fFGH2T6rBNsXxKBqMlCHYFVcVHVqcph4Deh9+DGsHQROnlxtZ1a+CtZI9MAXasGvVUrTakrUbwe7ZixB+TVZktmSTJz52OXTwU8\/yVLgfza9cvjnasbFqM1ZyxLMaN5kkyT\/AKtV1J1tZrr4ae6foaPL82Pj4NuuHZ5rC2ytk97TLvWFJMYpqe6qVC9RqZbCqU5aAoJPL12iXy7mnUZC0lSyyA0GDEiYMHqB+20jY+2ql3DBERgXVsNRAwFRUgOsMCr4SwkHMEg5Wj369vWqtVqZu5ZmMASSRpHDp0tabvkRrGQz+s3A\/Z62dFxcimR9d8K5Nmc19UTI14H1hmd3Q+JuX2bJLyyhYEQwYbtOcShoMxJIxHXLPlYbfsCJX4rqHMFTKgjM5hyFpxn9Ygxy44eMW7Ui5CqczPA6CWJyPADgJPI6WfG06gyECFAAwUxAUgpEDIKTK+jJiLN07y8AYmAEwGhlAMgjCZGYJGnE2lOVcj4HKVxcycQATFJMjJBvtroMS\/eynhitcaiEqTvb4gSTuIrMMjmcJU5TMxrNsfLagJ+2WxSlMyWBLgyPrQJGhgSLaVb\/AFGliTih4aEB30VWMgCZAAk6QIIAFj+Vj\/iaVVK7pOYOcSYzGWR1Gc+o2yELVMIOZYACDqSQBr19nlZus8mSCTIkwM8xn1PXXOTnZ1a5WpiUHECYOQgkMsiNGAMyLVyIRuNTCRrBK+sjCMpYEgsyAHiXQasJ2rXSoAXPhAJLZ8AWIyacQCMSuuUkASbanaNSA5ksAMzBO73bAkk550k1PA5wbb3raTuMDDd3uAGbIaZ1OUqxgZAZQBlZcgYvez6lIuGOjQSJIkkHnMbwExAJ6xaZsbwaceR9FbQ7xtF6pYuJLGCYUboYHCOkqGI5j2WmbDb5viM+nor1sgOb7P2hUotjpthaI0BkSDBDAgjIWMrtav8AJalQVqgc10zDkHNazEZRAxEmBlJsL2PcBWfAai0+rGJ3lECSBizJAkTFi1a4It1ZFr02iumJt4KGC1xCnDvCADPW2YyuPVYksSSSSSScyTqSedpNG\/HR94GNdcsxB4Z2i1FgkSDB1Gh6jpZuwARrlCMQM8IOTeuRkR\/lnaL3M+E4unHy\/hNmLKwBm2LSO+nxDF10Pn\/GbY7qfCZ6aHy4+ywBotQixC4bWemRDGwwiysCas6r2Y7Z08MVqpQyfqF1KgLEwZkknhG4ZiRa\/wCzNvUGAw1gctMJ15Scxy4i3m5KhFiFy2w9M5MbWpGbxL2PTIv1NxBynSYz5ZgkT0m1I7a7EWopIAtRNndt3XImxSr20DLE+z40tMrbtDUaOf7TupRyLQLGdrVe9YsufQa+XH2WDkWRaDNyqXTAFq06uMavTdc5OkMIEKNeJJ6WKbDrXXvk7qlecZJw4XWQwwkFDlBgOZaQMsjqKjZ+712RgysVI0Kkgj1EZiwM69dr0xAOG9FwIgsDwVtVExmpkCMx7a52jo1GVmqAqWmAwg5RmeZggzxmeNoHZ3adQgg1KmZk77ZnKCc8zkMzyHKxTahxLJzMak5+ftPnbJqpnfCe7A4v\/vBTtiD55v1F5\/w9a1gpXyBTXCSe6pfWA\/JKZzU8+dg+ym+ecQJ7m8ZjL\/d62vC0xxkn6ukf\/wCSW6Ydnnsm\/jAeiTn6Q0iPQ0+Olkdoj0G++P8AwsY7JdmBe0djUNPBUpqwBEsjrVOGmG8VUsiKomN4kzFq7UKliVxBScsRkxwxEAZxrAtVoCeb+MAOE5s31hqAh9HrZo38eicvtDlHoaWYqLuL+m\/\/AE07O3a4hwsOJaqlKORqYsJ1mN08AORJBAG0uxJG\/wCMhJ3WzBHiHGPsa5W1O0h6LfeHOfQtIXYUwVq5FaLKcMZV3KUZ3ssxLeiNMdh9zubMULA06bzFRxhWApYwzQpMA5TYUosKZJXaonwH7w5H7HW29S\/pBAnw8110y3Nfd0tqdmYu9YnB3fekjDJihg7360BoqLAkgnFmIBO1+2M61RTDKX+cEARnSpLVyk8VddYznhmVviOmMNtIR4DlH1h6\/Q6WdvW0QtRt05H0gP8As62G3ulgZkJkqYOohh4gJ5GR1ibTQwW8hypfC2PCupZJZVMjQsFnXdJtVganaG7GBo0nEusR+b1izj7TEyFb7wHKQNy0g7VoFsRoiHbG2KnTcklqJfCzZkQt5A0zcaHMYvW0rt3RSnT3iHGI00BCtRqKoLAk4u8ZSWEEqIOIjObCiKm0wT4GMn0xmZn0OtjmwLwTTO4cmjNhJ3Vz8NhvaHalKs1UhGViQAGVZDDAC5acS7qsndjLPFrpL7Lj5ptPGf8ApWyA5yDYvT\/2J\/8AiKf91Vsxsh6If59WZI0XWZXqJESInjw1FkoVLpUuzg0qtOmtZAvdlWZsq7A1MeU4SBx05RExi5Ol2Mpdlay0tn3TGIa8tJyU0qecmACRVFnb\/sG70mCtVrGRIKpSYEYmU5irqGVlPVTwg21\/b5LquRWiq2VrKmzbrhIx15JBnuqcgCZA+djOR5C2V2Jdj+VvH\/Kp\/wA2z\/a5fpJc4rtlZsptbaXZ27yPna\/qNJM\/KrYhX7DUgEY1aqioMS\/NIcsjH0s6Mvn0MJ6fIu0S80F7lJ77g2f7R6j\/ABmy7oHwn2HI\/wAD8ZWu1PsHRP8AvFX\/AJK\/zLTKP4MqbaXpx\/8AhH820vDNexP7rF9RzhlI1tgiLdYpfgoDCDfCR1oaeo97Is5V\/BGoDO183VQz8xySJyqySIm0uEl7FrNjl0zkc2yKht2Oh+BRWSBfASSCH7j6sHIfOwQZBnpbWr+BRRUSl8uAdlJHzBzAJkn532ey0N7eWWmn0ceLWd74HxCeuh8+Ptm3Wr1+BdVdU+XAMQuQok5wYJPeZFijkeo8ra3n8DQGEfK8wIMUdTiJnOplkQPZblnrcEK3Sq\/uaRxyl0jlBoz4c+mh8uPsswRFum1fwYpTxK15YmI+hG6ZB\/O8pHtsx\/6fq2Xf1HOX5JARLBRmauksNdLOOswye1S5N1o8zju28f4KXsm8YWtYL3fJSzp7N3eFirWETJ7pJaSSCfncoBjLlbf8QUYjv6\/\/ACU\/m2v18fk6V+l61LiDK7sc\/PN+ovH+Gq2INon6ql\/dJYhd9g0qfeOtWqzLRr5NSVQZo1F1FQka8jZXelTK05VZ7qlniYH6NeRA4fttvinGXMTi1GnyYJbcipkW7X+ogwq5VcaVMgPpKeLA4ykEYm0PH1W1vFdndncyzEsxgCWJJJhQAJJJyFpvd0onCn3m5TPitk0aUgYV4\/WbmPtdf2W1swIVT6Nf0nPup2wt8cAAO4AzADMAD6SgGA2udibUaWEbqwGb6zccI565e6zJo0oG6mf2m5TPi6WXYEN9o1vz9U5fnH46gyePG0OlVKnEpKtwZSQR6iudjHdUgTupkD9Zvs\/a6\/stqaFH0U19J\/Sj0vjSz4AHrfqwmK1QSZMVGEnWTnmZ4m2le91G8VR2jEBiZjk2TASdGGvPjYmKFHIYUg\/bfqfS6fEWx3FGCcKZD034CfS+BZcACsDMJzIAAnWABAHqAEdABaeL13V4NQSCMURqCUZQR6iQfZaT3VIaKueRh30kA\/W6\/stvWoUmcyqzPpNzP2un7bDYDtz21d0VA13nCN5cCss941SElhhUFm3SGyIGUEtpdNs0giA0Qagw427tNMdNq2cmcQWpmFUgNGeZtHe70gM0QHljblMeL41tuLvRB8Kfebp9rTP9llSAb2xf6LoyU0giszBsAEoWq5TMwQ1MgFQRggk5Wn9lwO6b9M\/9K2hi70Y8KSDEYm0kjg3GxbYioKZw4QCZjEdSq9bAHL7FNn7V7um1M0qdRWZX3+8EMoZRBpuvBjrNhlimwdi1L1VFKmaYYgnfdUGQnLEZY9FBPS0JtcoY4NtL\/ZaH3q\/860irt81XBe70ncwJapeCeglq3W0OrsWoqli1CACTF4oMYGeQWoST0Ak2LDsygM99VSGjeu9UEQwGo45zw9hyF+rPu3+QoJjZV5GJfkFHGCpHzzxhOLj8ozYwpAHDPiLB77tR6LmnUutFXESMdY6gEZisQciDaTetn1whZLxXqP6GGopYlxiwyZaC0mAQCRnmJqtWqzEszFidSTJPrJ1setk+p\/kThHwHF7UEaXeh51v5tpX+mtXIGlSIHhBauQoyEKDVyGQyHIWq1lY9Wfl\/kn0oeEWxO3lYaUKHlV\/m2lU\/wl3ldKN3+7U\/mWqmzLi1aotNSoZjALGBME5n2WPf6GVNO\/u5aJgOW3cgDuiSSSIABn1kAp5Je7YvRx\/SvwWPZPb\/AGjWJFGhd2IiRDDI6eKqOI945i0289t9rJSNZrvdu7UKxMTAJEHCKpPi6ZYTphMU6h2aqrjK3iguADEVqt4WQMDKjMQ0ciSAJkTJrdmr0whr1SZW9Kq5DcolYIPdiDpufZMS5vyNY4LpILUvwyX5YApXYAaDu3yA0A39LTrh+FzadZmFKjdmYKWMU2nCvrqZxOQ5nLW1QvXY+qgJNa75AmBUMnCpZoEZxBz9ukmz9LspUQK6XmipKkkhypEqIEjMg4hveEhlIJxRZPnspKui5bU7fbVRe+qXa64aYU4yoYqWhTGGqSN\/LLPLOIMAq34X762tO7\/cf+ZYFtzZlelRxveBVViilVqM2ZUsMQ0gYPcOoFZtg9Nhn\/aKf+C1OS6Zdqv4Sry2tKgfZU\/mW0pdurw7BVpUQzEKINVczlr3ogZ8bU0WPbE2KaimoXqUiIKFaNR8QkgsGXIQyxPPqLNafFF2or8Gi1GWq3OvuWV1vhQFbnSlcQeXYbwcrCjvpOgGmpEaia9\/pa\/5ij51v5tiB2U+f+tXgiOFGvoSU0PPEcjrJGUzYTfOzzK5VKlJgApl6tOkd5Q3hquDEMM\/3yBSxw+lfg1\/fan\/ANH+WPP2qcqyijSXErKSO8JAZSpjFUImCeFjd1O5Ty\/JUv7sdPfau7R7OVaVFK7NQKOWACVqbtKkA5KxxDPVZA4xax3QHBTz\/JUv7tettccVHpGGXLPI905Nv5dlq7LbDo17s9SoCHS8MzHERN3pUru1VIyExUYzqIsJ7S3VaN7rUqakIjsqiSYGUZmSddbDw7YCodgpmQGIBxIAwMNBkAAnjABsqpZmxMzMTMkkkkyM5Jn+P7boyMs5w6HxHnwwa5f1s9d7piWkcFQBqqpigwQQcTDdyjd1MGT6Jsy6bozPib9qdfieNmHpnd9f\/bzn3\/1sdjDSbImCRUUlEOmhqOFcHdBPdAAsYB3s8FhdKkxCyshiIVSCxz0woGZRwnCcuBysyaW8fUef2evu11thly1yn1\/W9f8AT3WSTXuHAWp7Ok1cnY0i8AAjEExRG4VLucICzlmYaIOt82bgYoCQD3oDtIB7ukjhpC5CWKk55oY4qBzoMS8uvqbr79MxZvButnw68hwxe7X9tin5DgfvG60AEgHWNRlmIByMyNZEHrbNRzjOWh5dT0sy66Z8f+4df6ednHG+c+PPqevv4\/sYiTdqSmhLCW+d4vO5TpsMG7hJljOIjIZZiLT12ISTvNqPyecYykgYvBljnim9YEybmvDr6Prz9Wv7bP4jGHEYmcM5cJOuuWvTzHYxsMc5B1PAnieY\/oLEdkE93oeHD7K887DRoc+PP7R6\/wBbE9kTg15c\/RXrl6rAjltlZWVsxmbWG77Ury3z1XwL9duL0p42VlYAYTaleU+eq6J9dvSbrYLZWVgbMWVlZWBCsrKysAKysrKwArKysrAGbYsrKwBkWPbIvdQPd0DuF71d0MY+lB001srKwA2m1a8D56rqPrt6B62H7RrM74mYsxCySSSd1dSbKyshsii1ruV7qBFh38CfWOkWVlakIc+V1PTf7xsvldT03+8bKysCEL7U\/OP94\/xshen9NvM2xZWBi+VP6beZtn5U\/pt5n0rYsrMRn5U\/pt5n7VsfKn9NvM8rKysAL5U\/pt5m2Re6npv942VlYAwL3Uw+N\/vGy+VP6beZsrKwBn5U\/pt5n0rC9p32oGEVH8I+seZsrKyYz\/\/Z\" alt=\"DIAGRAMA DE HERTZSPRUNG RUSSELL - Leyes del Universo\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Como se ha dicho otras veces, nuestro Sol pertenece a una clase com\u00fan de estrella localizada aproximadamente en el centro de la secuencia principal del esquema de clasificaci\u00f3n conocido como de Herzsprung-Russell, denominada\u00a0<em>enana G2<\/em>, que posee un caracter\u00edstico color amarillo y una magnitud estelar poco importante (+4&#8217;83). As\u00ed que, despu\u00e9s de 4.500 millones de a\u00f1os, el Sol est\u00e1 a la mitad de su vida y va camino de transformarse de enana en gigante roja. Cuando esto ocurra, su luminosidad ser\u00e1 mil veces mayor que la actual, y su di\u00e1metro, enormemente expandido, alcanzar\u00e1 (probablemente) la Tierra. Durante alg\u00fan tiempo el planeta girar\u00e1 dentro de una \u00f3rbita en el interior de la ligera cubierta de la estrella, pero final e inevitablemente caer\u00e1 describiendo una espiral hasta ser engullida por el n\u00facleo de la gigante roja.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUWFRgVFRYZGBgYGBgaHBoZGhoZGhgeGRkZGhgZGB4cIS4lHCQrHxoaJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHxISHzQrJSsxNDQ0MTQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQMEBQYCB\/\/EADkQAAEDAgQDBAkDBQADAQAAAAEAAhEDIQQSMUEFUWEicYGRBzI1dKGxs9HwE0LBBhRS4fEjYoLC\/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAQBAgMF\/8QAJREAAgICAgICAgMBAAAAAAAAAAECEQMhEjEEQRMiUWEUgeEy\/9oADAMBAAIRAxEAPwCj9O\/tCn7rT+pVXmq9K9O\/tCn7rT+pVXmqABCEIAEIQgAQhCABCEIAEIQgAC6SBKEFkKjKnGNXYYqt0axxuSGQ1dBifbSUhmHVXOjWOBshNpp9tFTGYVTqWBPJZyypDMPHRUDDp1uHV43h3RSqXDTyWL8hI3jgSMwcKUn9stWeEn\/E+S5PDDyUfOif45k3YdNOorVVuG9FEfw\/orxzoxl45nHUk2WK9qYEqJUwhWsciF54CrLVyQpz6CZdRK0U0xeWFroYa2U6KKcZS3U5jA4GdYJAtsocqLww32QWUCRbb8uhtGZk6DzXdAXvpB6eCZqVSp3ZDUUrYy5cpSUNCuLsAlhWGE4a9+gJUs8KcLQsnlgnVjMPEnNXRrfTv7Qp+60\/qVV5qvSvTv7Qp+60\/qVV5qtRUEIQgAQhCABCEIAEIQgAQhEIAULpqGhP0qaq3RrCDkxabVOo0JRhsNKvsDgTayWyZEjqYsVLZXU8EeSsMNgOiv6PDbAmykANZsO8xKTlnb6HceByKujwg6xAU8YSmwdo7TpHzTGKxjr5SABv9juuaVNz2nMe87nvWb5PbY1HBFEn++ptiAEUeJDXaeY+SrauFAkSZ1ym0dSeSjsfkcHODTyA08IU8E0a1FdI0NXi7CDHZO07\/BM4Sq4kGZB35eCpK9Quc1xmD3DvFla1eIMYwObrJBBFwBsI71VwpUiFSLhtBhEuI77R8lFqYFh0AcObSD5wqNvE35g4b7NsEU8U9tQOksOs6iOShYpL2UcbJuK4c3YqDX4Q7ktFWqsfTDpyv3+enIprB4vKcrhbnFu9QskkjN4IyVpbMnV4WdgoOJwJBEjaV6G3DZycpja35ZVeO4VftTMarWHkO9is8CjoxjcNM2iL+QUGoDc9IWwqcLEFxIhu3NZvGUCATFpsm8eVSZhlxNRuitgxJ3umHN2UrEN+SncLwTCM1R+VvICXOPJo7pumHKlYh8fKVFQcOVacB4aKlRrXZrkABokn7LRt4ZRq2oZiRqHNsLaghXlBjMIwZfX0fUiS0f4sGgO10tk8qlxXbGI+Il9l0WWAo4ahTLHAMt6x58sx1PdZUlepRc4kFseCY4pxhldzG02Hs6k3BvuNIUR3FqVOGtO0ugSMx1v5JOOKT27GeajpMk+nf2hT91p\/UqrzVelenf2hT91p\/UqrzVds4IIQhAAhAQgAQlQgmhEISoAEoC6ATjGKrdGkINsWmxWOGoLnDYeVdYPCkkCEvlyUdHFj4nWEw5nRafhuFayC8x0Qzh\/6TZcJcY8N9Oah4zEXOawGs6rnylzdI6uHCq5MkcU4qwOhsza\/2CrK3EA8kkERoNSSdyVGc7MCXOF9o28PNN57QAImZi4V444pDK\/A9+qbQZtdsad6sMRmaWNaCA45rd8A36AKrY8i7THyMd6vcLis4aC1roDZNhcXbB5aKJ62F0dO4QaofkkuDnCTr2YBsFVY7BZGhrgS7ncADkvQsJjBTplzsrZac0c+iyXEMfSqG8iTbnHNY48km\/0YwnOUmmtFNgWAuLXQI3gH870EGS10Fvy6lJiWAGGGQPNXnBeEtqS4uBJBsZW0pKKtm0moq2Ub3gQwA6yTY+UKXRoMaA90nW2s2tqpWPwP6b8sEA2lt53tKStScHMJMyN\/gquaa0Cp9EzBUswbcSBAkbbA9VKq025e024G2ltAnhSaxmaxsLA6KzwVAub2W21vv3pOc62ZzyqOyjwFR7XiDAdNtRbZWIeHWdcTbaRzCm1MMyRA7xz8U9h+HCDHWzhz\/kKryJi880e2VdXh4F4ls6brH\/1BQDXOaxkNnvP5ZenYWkPVIIMR0OqouPcGDjmAstsOSnYvz5fU8oq4RxIEX++gCusFwAhhfU7OUWDpG+h\/xF+q2OA4a2gW1C0PeTA07Ft76wqygxtQ1H1XWE2cYBJMz4cuqb\/kuSpBHDFO2RcPxB7GZKYacrXeqIDMzhfvsB+FNVKhfR\/8r4aCSAIJe6bhp\/ceZ0CYxePc8GnQb2MwHJsn\/I6czedk1Vw4Y4AA4hxa4Al2VjCJEtjYHnAsrxxpu3\/pE3V0N8VextJrYyEkkibkaAQNSOay1SuJsLLvFEl5zHMZOhJnuK4\/R6JyEFFbOflyOb0bv07+0KfutP6lVear0r07+0KfutP6lVeapgQBCEIAAlSJUEoRKkSqCQSgICcaEMtFWKxqnYelKZotVvgaErDJKkP4cZNwGFWo4Vh2UgHv1Pq93OPh5qHwvDbkWGqOK4ud7G0DQAaD+YXNnJzlR1cGG9sXH8UJcYNiZk6ndV+JBfL7EOJgbwNbDuXL2OME2ka7AbfAFNOkEjNYb\/OPCyvGKXQ5rpDtCl2gHugEGwgQEyWdo5BIBgTe+3ekDxmN7GIPNPNpw8BgLt5+yv0wQ2wBsBwJubDZW5YGtH6YzH1o\/dzvKqXOnYTNySR49f8ASeoucf3XPO1osqyVk0mx6niqpNwSLmIMJnEU3GOyGybDfr1hdYqs4AAGzQBIMSY+P+lDbVgg+sTudlEY+0RpMtqGEcGFxaIAtI3Vh\/T+Na10EkyYgaCd5OirqmLAYGEkaZryD3clCFSMzQN5HMKnFyTsHHkqNFxqsWOnMSJkdO5V1TFBzhcvkdAf+hMYgmo0On1QA7fRNPaxozNcSTGto7gojBJV7CK40aBmYAtJsY8ZWlwFZrAG5tQLLGUMS94DSACN769VpaGFkDtSQLwdClM0PyY54xktltRyGDbWOnVXWHoggQs7gy5zsoGh2t\/1anh7Q0AEyVljx8nRyfKfH2dtwQFzYD5qk4o8XAEAann3LVRIVPxHCNu435ym54uK10K4Mn32YLimGfPZs3WScoBO\/wAlU0sAye0DUN\/WJYwcwN37LYYtwqWAMgeH2VBXZ+m3M2TUJjmGDmJVITrSOvF2t9mexz3sqCGtg2Yww1jQ5tzlGp773Wc4liHucWucAAYysgNHP1dVa8Ua6SXHtHzVI\/DnTL\/K6eKqti+flVEV7wIgXXH6zuSvqfDmscC\/tGJyx2e6Rr8E1VweYkjLHQWWvyxFfik99F\/6d\/aFP3Wn9SqvNV6V6d\/aFP3Wn9SqvNU2cwEIQgAQhCABAQhAHQT1MJkJ+iFWRvi2ywwtNaThuH0VJgG3Wv4JTGYE6C58Lrn+RKkdXFHpIuX0xRp9oSSNO\/RZnHPOhMCCSOZcJP8A+QrfjvEZIbEBtz3xI8pWac\/PM8r9YNktii\/+mdWEeMaH3MeWkk2IE9wHqjwXNBjS45uyOf2XD5G2145Hn1hKxt9eZiNPz+VsXSpjtdjBkic1weUTGqV1N4GYkQRE8gVy9gaJ1v2T05x3yh9ckNAMHSBuOd7KNvokKLh2mgzJgGPiFNptphoM5niLT2dNFDhsABhJuJFpsNfFGKbkaObjcXkQhqwuiR+tnaWwAAJEAAT4qGcKGntkE9DPwQ0mJnk0NB++qXF1HEw4CRuNFKVdEPsV1RuYS2bkWt4yuHvk2tG59aP5TzKDS3OT2QLCJ13PO6m18IxjA4nNmjbW9lDaRL\/JAw7iQ7IQbDyF990racWeC3909Lx5rrD0zmJZlZrYxYEWJUhlB7xn7Iy2JPIaIbSYL9jGGquJyiT+WkclpOE1C03Myb3OqoMI\/taATbmTOqkivkPZm3PbwWWSHLRr8alGj0Ph2IEkaE7q7wj9BN15jheKOBBk\/m60fDeNdoAnleUosbhKzk+V4UttHoDDZRsbSBaQd01hcWC2ZumsTxFkQXQYm\/TVMyyRlGjiKElPooXtaxxbB79dNPmq\/i+UMNrx3AeSmcSNRxI\/aSACP\/ab9dlV4tjmgtcQTHnCXUVdnZwK6d7MPjmiTIkmYuqPFVHNIy2+S0fFgSTb7LKY90HJy5ddV08H2K+Q6LXA8ReG9tmZom4MG\/K6minRdcVMn\/q6QQd7Qq3+nGUgS6qC9pMZASPEkeC9BwGCpNYAASDcZshIB2lVzyjB9GWOUmjN+nf2hT91p\/UqrzVelenf2hT91p\/UqrzVdQ4gIQhAAhCEACEJVBJ00KZQaozAp+Gas5sbwR2W\/D6Oi1uApZWZzzA8N\/zqqDhtPRaDEPDWAHlPfdczNK3R2fFjcivxzy4HMCBMuM6zceEKtpk2abbX2Fj91IrVBBgkkhoM8+XwC4Zhnuk6m15tf\/itDS2P+yXh2ENHZBIs22p5n7KLXplsg6k38djeyfw+IiGRMEEcwd0xi6peSDeTOm5UK+RItaScpdrl12n8+Ks+H4Omwn9QjMBvoN\/FUoa6Wukcxv0AKWrXzPk63KlxbVJhdlk+qzMACGtBMHS26iVH03PhxJad+p18F00MfDXCIFiDfTedVHr0WtfDX7akd9lEV6B9kungIlxPZE+raOXyUZjLy7QR49LrulUBB1kB0C8Ic9pYNjHf0nopV3slUGIqucwMaAQOSkCuXMDHdmLz52SYSsxoBc1zunduuqlNz5gAH\/HT\/qr+qBqyBhMM0uu6IGugB2lWGHxIYS1wBDhMi5nmuKD2tc1kaG8zr+FMVyA9xYZ7Wp35qXt7IVDdGo5riZBvbz16J3E1TbLNxNwkp0g8kAdogkDuTjqbXNBkAtGn5qptF+TSoWi5xBNjAE3jy6p\/B4tzXZrgzpsf9qBiGwYa63KLzb8lOPJcA43PqGNdLH5Ksopgp32ehcH4wHEBwAOt9lIx9ejmzSTY2kx1ssbQrfohgPatuNRyHco+JxZhxDiHOMgfngsPjT0kJy8WLnyWjQtx5\/a4wY7hFhf\/AEpeGouqZi6d4n5j4eayuAxMOGa7MpnW0xaOhHxWo4ZjjETMz4CP+Kk48ScmPjG4oo+NYHK506NO3VYXitMF7iBlBK9P41VlpEAzr8fuvMuKiHFN+JJsUzr6WyDTGR13eSvh\/UzmANa8uAAiRfuWTqvTP6hXQeJT7OY\/I+PSPRvTv7Qp+60\/qVV5qvSvTv7Qp+60\/qVV5qtxAEIQgASpEqCUCEIQSPU1ZYPVVtNWOEN1jk6HcDNXwuLK44s0ZGkHRsfC58yqPhbrhaPH0WuYMx2EeNiVysupnZ8XszGJa0ZYkyLjqIg\/EpxrHtaCCROgmdAPuma7AHRO\/wBvsE614c0MJgNv5kLb0OIapYktdmsTufj4Kc42zmATfL1mxHNRsXQyt7AlpjtdeQTAB7zp3RsFDSe0FD1BgcQHeqbnnzld0aLSHTFriNSdvJRqQO8iPHS91O\/vA5mQtAI35+SJX6JSs7wPDy8GoLhu3XmFCqNa5wi5zQdlb8O4v+m3I9o7QnzG6h0yP1M0CM0xuegVE5W2yKdkRzAxxzAkAer18Pyyd4blzgntDWNdNj+bKdxWs14zBpbYQOf3XGBoMaJebkCANRP7lPK42Fezqo5hDpBBF+l5iFFpVS2CZi8XvN1IxuLEQWC5HOTylN1v\/I1rRaG7i3eoj1slEJ5JfLoM6kfOydxVANDSHTeDb4pi47BMRqReekp9lNjmHMYI08ea06A5Y\/LJAvGp27klUts5s5++3eEuWHQJ9Ww52v8AJTMJRa6A8uBIdrsYUNpbB7IDwbne3\/1071Jwwe4S0AXuSI3sm68AwRIBIB\/lcVMW4ggWAIgD+UO2tA6RPxGGeJkzFzvHcomJPqjaNOQtC6\/unvAE9omDsYITeHEPBibxc2UJNLYFngeHOLS4usWme8aK5wWGIyxy02khRXua3K0EkGHGNzurXh9aWhrdjBPkUnkk3spkk1E44szsdR8F53xplyV6nxPDZqZJN4C8241S171t4ktiM\/vEyFdqYUzENuohC7cHo4eaNSPR\/Tv7Qp+60\/qVV5qvSvTv7Qp+60\/qVV5qrC4IQhAAhCEACEIQSO0yp+Fcq9in4VZTG\/HezT8MfcLV8XoEUGvG4jyM\/nesnwrZehPw4fgzf1e0PC65OZ1NHWxT4NMwGXNAsMpueYJkrjEsa31XCDPw2XT6Zc9wA1mekclw1gFwJjWfFbI6Q8xocRnJa2JEaT\/CTGlos2Z3+6d\/uwQ1paCRqec8kVsQxxJyx2IB6gRCjd9EjDKLnnLu6Nokc\/gu3UHGWNg5d9zCTCOc0yYt8enxUuvULHBwaAS0Ty6lQ20wIDGHV1+cbFW\/CKLXOa11hJvy3EooMa55ykCWggdSNP8ASkYXBVHQGAAXkutpaFSc7VETlUSdx7h7nANYBAEz4RCpBQYGgGcwGlvHvW1a0CmMxgtieSxXGH5qoDb6SdBc3WWKTlr0Z4ptp2RKlS4MgjS+0blKczn2MzaIudVxUhjv8g3Q\/AJH1YcHtlp1jkQmaNrsm4zhr6bATyGuxO6gUokgkCY7heTr3KwqcS\/UeBUMMjbfvUWuxgcY9U377KItpUyqv2MVoL5F9rW8k6axZLWmZgTblcBcsMGHCBqDayTOzKWm5FwZsPurNE17Qr3nKAWw089ZHNSeF0A7O43AEkfKO6yiYNhzAhuYdU4+oGl2QwHft3AUP8IizkEtOYag6azvdR\/1i47b26qxbg2uZIdDt26EhR6PYDiWhxED+FKaJuybhcXdpHaItfbYAeHzWz\/pgASHQZPl0WHwVFznAtEAQStdwwHK0CAZuB5yk\/ISqkZZ48oNFxxV7QCOi81442SYW641iAGgbxJ8l57xnFXMKfDi7FYpRx7MvimqEQpuJddQyV3IdHG8iuR6J6d\/aFP3Wn9SqvNV6V6d\/aFP3Wn9SqvNVoJAhCEACEIQAJUiUBBKO2qZhiobQpuGWcxvAtmn4U+Gz5LZcJxh\/Tc0iQdQsNgqlgtTwiuNOa5OePs7OOK1ZWYogPyt7MSZ5HcefzUWk585xqSZEaD7FTOKYZwfMWJkba6eP2USjiXNfMXdZwnQzG\/crw3HQ83QYp4c8EAQBoO+6cOQWLJkWi1jy53TVJ7WmC2XdoZttdUUm5gI9YO08ZkKSy6LLBU7TlBIsR06hS6HDc7Q6Nk9wXDgzMEkGeZJWpwNINtl7hy6JPLl4vRnly8FXsyzMA2m\/tNi2s6q04fjA2QW6TcaWUniJGa7dY8Nk1VoNcBlG58bLNz5K2Uc1OK5LsouKcXNV+Rtmz5dSqSuX5ss5j01jyWgxnDQ82Ba61h8SYUOnw806jd73m4iAmscoxWjWKilSKuvhHNph8QCYg6iE1Xpu0LCCYv38lNx85iHH1TblzSVsQ17DN3A22N9\/wDS1UnRamRszQzKW3vDuZXOHeQAdb6G4ukJsZGnP4wmqNcMgtvPMc9gr1aIemW2KpsdTzgCe\/YahVNV\/L\/hUqrVzt7LIE35z9lGrUzYnYefMqsFXZN6HsNVc0EXkjWdPtZNsYPWcRzjmmnDadBtfXuQ6pqANQBfUdyvRFj1V5zW+G\/NNkECANTYynKhEAR3yd120xkNjEuj4QVHQeiZw2q6TIsRl6WFz4fytZgqJbcG8AeeqyGAqiZdc7Dv6LY4J0X\/ADST5JPOnZXK\/qV\/Hqhkzyhef8UqXK1fHsWTMrD46pJKa8SOjnZ5JRIFZyjyu6hTa6kVo4uWVs9I9O\/tCn7rT+pVXmq9K9O\/tCn7rT+pVXmqsYAhCEACEIQSKuguUsqCUONT1JyiynGOVWjfHOmXmGq2V5gMTELKYaqrjC1DNknlgdXHk5K0bTEtFRg7UZonoQs9VhueTLg63UA3H5yVnw6poJvG+mihcSpw4yNTZKQ1KjqQfKImGpOacxFnCWmJ6\/gU2hhmvcxzDHjHMuhVlMmLuIymRyA5kcldcGptglx5xGxJGaEZG0rLWXXDWZBmyydCRfTkr7CVCWlxaehAuq7hrg1oAGt7j8ur+nLWFx5ctFzckrZzvJnvog0OG\/qu7U25rriNJtFoaDJP2Vjga8CQP9qPximHgGCD8QsYzfKn0LRySeRJ9GVazLmdobhQajg7K3MATEnu2VtiWANIAcJB1uqNjABmHazSL6ynYbVnYxtSVkHjTWAnK4T8DzMqoFUaann91a4nCtLwwkQCJt00VW9gOaDF9OfinoNVRdppCPaQJJkGdNo17rrl0FrYA69D0TxZl530F+k96V9PKLwCNr3laWAYaDYuLY16iVIpUg7tCMoP\/wBETyUGN+Q0Uljy2JMA6kfmqpL9EdDmLwAYS79p0v4qKSLQNLyNb6Snqr3Qb5g0akzlMTYJWMDmgus2YsLuOvkhNpbD0QnaCAZJknmV2DA0uZE9N7JKtzpAkANAT9Fg7JiwJtueXgrtqgJeAYGwSLk2O0aLSMxGVpvoD5nRU+FpjW8CNdT9hCb4pxIQQ2yVknOVIyzzUY0VPG8VJKy+IcpuOxElVVR66WCHFHG8jINPK4SkpE0jlt2z0n07+0KfutP6lVeaoQpKghCEACEIQAShCEEgugUIUEoepuVjha0IQssiQ948mX+AxRkFaCpTFVtvWAnvHRCFzc2no7OGTT0U9TDuMiJN42JB1jyT3DqhY+HCWxMfyEIR2tjr7NNwzHhrhAlsyDPwIWuwfE2uBaRoJP8AASoSGSKsR8vFHsc\/uewTF58lX18fGva59EISyirFcUFf9md4riy4QJuCNtlVMoZWBxFydJADJ\/cUIT2Po68YpJURcQ8taLAkWJmCeZA\/lRSc8llK1tTpG8hCExHotPohVnl0HTbyTjaD3NL50MSTeyELb0ig7WpPyh7gC0kabjrC4dWLWlrWAB3Pb7JEKpAw9uWxnSSDzXdR59QOmL2tPMBCFcgWiO2DlBi0dYHmrHh9HtZoBibHQE\/h15IQsp9Fl0PcQxQAgba9VmcfiZlCFpgijmZpNt2Uld6iOKELoQ6ORnk7OChCFoLn\/9k=\" alt=\"Sobrevivir\u00e1 la Tierra a un sol convertido en gigante rojo dentro de 5.000  millones de a\u00f1os?\" \/><\/p>\n<p style=\"text-align: justify;\">Mucho antes de que el Sol se transforme en una gigante roja la vida en la Tierra desaparecer\u00e1. Seg\u00fan se contraiga el n\u00facleo solar, las reacciones termonucleares calentar\u00e1n su capa externa; el di\u00e1metro de la estrella se expandir\u00e1 unas diez mil veces y la radiaci\u00f3n de la sub-gigante roja evaporar\u00e1 los oc\u00e9anos y mares de la Tierra generando fort\u00edsimos vientos calientes en la convulsa atm\u00f3sfera del planeta.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, mientras haya hidr\u00f3geno en el n\u00facleo de la estrella, los inexorables cambios de su luminosidad ser\u00e1n graduales y el Sol continuar\u00e1 suministrando la energ\u00eda necesaria, tanto para la vida en la Tierra como para la mayor\u00eda de las transformaciones f\u00edsicas que ocurren en ella.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La radiaci\u00f3n solar: origen de todas las energ\u00edas - Denker\" \/><\/p>\n<p style=\"text-align: justify;\">Las primeras explicaciones cient\u00edficas de la radiaci\u00f3n solar, c\u00e1lculo basado en la gravitaci\u00f3n de Hermann Helmholtz, conducen a una estimaci\u00f3n de la vida de la estrella de unos treinta millones de a\u00f1os. La famosa ecuaci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> relacionando la materia y la energ\u00eda abri\u00f3 el camino hacia un modelo m\u00e1s preciso que, por s\u00ed s\u00f3lo, tampoco nos ofrece una soluci\u00f3n completamente satisfactoria. Por otra parte, no parece probable que la transformaci\u00f3n total de materia solar, convirtiendo los n\u00facleos at\u00f3micos y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en radiaci\u00f3n (seg\u00fan teorizaba Sir Arthur Eddington), pueda producirse ni siquiera a temperaturas superiores a los diez mil millones de grados Kelvin (K). La idea hoy aceptada de que la producci\u00f3n de la energ\u00eda en el n\u00facleo del Sol obedece a reacciones nucleares fue propuesta a finales de los a\u00f1os treinta por Hans Bethe, Charles Critchfield y Carl Friedrich von Weizs\u00e4cker.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Jueves 28 de Abril ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Proceso triple-alfa\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El proceso Triple Alfa que se produce en las estrellas para formar Carbono<\/p>\n<p style=\"text-align: justify;\">La fusi\u00f3n de hidr\u00f3geno en helio, en el ciclo <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, se inicia cuando la temperatura alcanza los trece millones de grados Kelvin. Justo por encima de los 16 millones Kelvin empieza a dominar el ciclo carbono-nitr\u00f3geno que genera C<sup>12<\/sup>. No podemos estar seguros, pero de acuerdo con los mejores modelos, el ciclo C-N genera solamente un 1&#8217;5% de la energ\u00eda total del Sol.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F08%2Fevolucion-por-la-energia-ii-4%2F&amp;title=Evoluci%C3%B3n+por+la+energ%C3%ADa+II' 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%2F2021%2F11%2F08%2Fevolucion-por-la-energia-ii-4%2F&amp;title=Evoluci%C3%B3n+por+la+energ%C3%ADa+II' 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; 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Richter 30 s 1&#8217;6 PW Gran erupci\u00f3n volc\u00e1nica 10 h 100 TW Energ\u00eda cin\u00e9tica de una tormenta 20 min 100 GW Gran bombardeo de la 2\u00aa Guerra Mundial 1 h 20 GW Tornado medio en EE.UU. 3 [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27365"}],"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=27365"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27365\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27365"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27365"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27365"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}