{"id":6740,"date":"2020-08-06T08:39:56","date_gmt":"2020-08-06T07:39:56","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=6740"},"modified":"2020-08-06T07:40:18","modified_gmt":"2020-08-06T06:40:18","slug":"no-siempre-hablamos-de-lo-que-comprendemos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/06\/no-siempre-hablamos-de-lo-que-comprendemos\/","title":{"rendered":"No siempre hablamos de lo que comprendemos"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/bp3.blogger.com\/_zBAdWxgEeX0\/R87vhcBGPII\/AAAAAAAACI4\/MCE-Wi6d2v0\/s320\/galatomo.jpg\" alt=\"Diario de un asceta en Costa Rica: Teor\u00eda de campo unificado ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda del todo o teor\u00eda unificada\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Teor\u00eda definitiva que busc\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> durante los \u00faltimos 30 a\u00f1os de su vida. La Ecuaci\u00f3n so\u00f1ada que pueda dar respuesta a todas las preguntas fundamentales del Universo. Las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> eran exhubidas en un escaparate de la 5\u00aa Avenida de Nueva York, la gente se amontonaba para verlas sin entender\u00a0 absolutamente nada.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1La F\u00edsica! Lo que busca la f\u00edsica fundamental es reducir las leyes de la naturaleza a una teor\u00eda final sencilla que lo explique todo. El f\u00edsico y premio Nobel Steven Weinberg se\u00f1ala que las reglas fundamentales son lo m\u00e1s satisfactorio (al menos para \u00e9l). Las leyes b\u00e1sicas de Isaac <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, que predicen el comportamiento de los planetas, son m\u00e1s satisfactorias, por ejemplo, que un almanaque en el que se indique la posici\u00f3n de todos los planetas en cada momento. Weinberg nos dice que la F\u00edsica no puede explicarlo todo, matizando que s\u00f3lo puede explicar los sucesos relacion\u00e1ndolos con otros sucesos y con las reglas existentes.<\/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=\"No siempre hablamos de lo que comprendemos : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2018 noviembre 03 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2018 noviembre 03 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTgx4BjLxsEaDOxuMmmhGxz8D7ncpcZQlOGEgOyXaVvioKZNGxOBHdyBdSZ5IzlSLMxZ8cEzo-c52xDPPDCVzyVR_9A3Kc1UiE5q5VS&amp;usqp=CAU&amp;ec=45688581\" alt=\"2017 septiembre 09 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, las \u00f3rbitas de los planetas son el resultado de unas reglas, pero las distancias de los planetas al Sol son accidentales, y no son consecuencia de ley fundamental alguna. Claro que, tambi\u00e9n las leyes podr\u00edan ser fruto de casualidades. Lo que s\u00ed es cierto es que los f\u00edsicos est\u00e1n m\u00e1s interesados por descubrir las reglas que por los sucesos que dichas reglas determinan, y m\u00e1s por los hechos que son independientes del tiempo; por ejemplo, les interesa m\u00e1s la masa del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que un tornado que se pueda producir en un lugar determinado.<\/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%3AANd9GcTjbpY5kq5A2c3iOIRpwBMzHKdG-mFtf1nGM0KPqdtShqoYuyrMwB0ZvSuyQ3m2Gamrs3X-N_zqaUet0WRm6lY7MARtiw3qO3ys7ocR&amp;usqp=CAU&amp;ec=45688581\" alt=\"2016 marzo 12 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRiqv35HSdnWbvDokVmXjhggc260NDZeuTiz_nvAw1uZek6i5134lNZIPdE5TMI3CGu9hXp2hxIVGwZnVnLcy4eMMioX5SNyGq2a1kb&amp;usqp=CAU&amp;ec=45688581\" alt=\"2018 noviembre 03 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ciencia, como nos dice Weinberg, no puede explicarlo todo y, sin embargo, algunos f\u00edsicos tienen la sensaci\u00f3n de que nos estamos acercando a &#8220;una explicaci\u00f3n del mundo&#8221; y, alg\u00fan d\u00eda, aunando todos los esfuerzos de muchos, las ideas de las mejores mentes que han sido, y las nuevas que llegar\u00e1n, podremos, al f\u00edn, construir esa Teor\u00eda final\u00a0tan largamente so\u00f1ada que, para que sea convincente, deber\u00e1 tambi\u00e9n, incluirnos a nosotros. Pero, parad\u00f3gicamente y a pesar de estos pensamientos, existen hechos que los contradicen, por ejemplo, conocemos toda la f\u00edsica fundamental de la mol\u00e9cula de agua desde hace 7 decenas de a\u00f1os, pero todav\u00eda no hay nadie que pueda explicar por qu\u00e9 el agua hierve a los 100 \u00baC. \u00bfQu\u00e9 ocurre? \u00bfSomos acaso demasiado tontos? Bueno, me atrever\u00eda a pronosticar que seguiremos siendo &#8220;demasiado tontos&#8221; incluso cuando los f\u00edsicos consigan (por fin) esa teor\u00eda final que nos pueda dar una &#8220;explicaci\u00f3n del mundo&#8221;. Siempre seguiremos siendo aprendices de la naturaleza que, sabia ella, nos esconde sus secretos para que persista el misterio.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 ser\u00eda de nosotros si lo supi\u00e9ramos todo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/elnoti.com\/wp-content\/uploads\/2016\/06\/160603-GRETA-GARBO-900x700_c.jpg\" alt=\"La vida ser\u00eda tan maravillosa si tan s\u00f3lo supi\u00e9ramos qu\u00e9 hacer con ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Greta dec\u00eda que la vida ser\u00eda maravillosa si supi\u00e9ramos lo que hacer con ella<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1e\/Modelo_standard_particulas_subat%C3%B3micas.png\/300px-Modelo_standard_particulas_subat%C3%B3micas.png\" alt=\"Modelo est\u00e1ndar de la f\u00edsica de part\u00edculas - Wikipedia, la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La explicaci\u00f3n que dan los f\u00edsicos actualmente\u00a0 sobre la subestructura de la materia se llama &#8220;el modelo est\u00e1ndar&#8221;. En este modelo est\u00e1n inclu\u00eddas las doce part\u00edculas elementales y las tres fuerzas que, cuando se mezclan y se encajan, sirven para construir todo lo que hay en el universo, desde un redondo pan de pueblo hecho en un horno de le\u00f1a,\u00a0 hasta las m\u00e1s complejas galaxias, y puede explicar todos los mecanismos de acci\u00f3n, es decir, la mec\u00e1nica del mundo.<\/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=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Entre las part\u00edculas figuran los seis Quarks famosos: arriba, abajo, extra\u00f1o, encanto, fondo y cima. Las otras seis part\u00edculas son Leptones: el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y sus dos parientes m\u00e1s pesados, el <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> y el <a href=\"#\" onclick=\"referencia('particula tau',event); return false;\">tau<\/a> y los tres <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> a ellos asociados. Las tres fuerzas son la electromagn\u00e9tica, la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> (que mantiene unidos a los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>) y la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a> (responsable de la radioactividasd). Hay una cuarta fuerza: la Gravedad que, aunque tan importante como las dem\u00e1s, nadie ha sabido como encajarla en el modelo est\u00e1ndar. Todas las part\u00edculas y fuerzas de este modelo son cu\u00e1nticas; es decir, siguen las reglas de la mec\u00e1nica cu\u00e1ntica. A\u00fan no existe una teor\u00eda de la gravedad cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/cosmologiacuantica.webs.com\/art\/BigBounce.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, la regi\u00f3n que denominamos Gravedad cu\u00e1ntica nos lleva y comprende preguntas sobre el origen del universo observable que nadie ha sabido contestar. Nos lleva a complejos procesos cu\u00e1nticos situados en las \u00e9pocas m\u00e1s cercanas imaginables en un espacio-tiempo cl\u00e1sico, es decir, en lo que se conoce como Tiempo de Planck a 10<sup>-43<\/sup> segundos del supuesto big bang, cuando reinaba una temperatura del orden de 10 x 10<sup>31<\/sup> K. Pero, como hemos dicho, al no existir una teor\u00eda autoconsistente de la Gravedad cu\u00e1ntica, lo \u00fanico que podemos hacer (como en tantas otras \u00e1reas de la Ciencia)\u00a0 es especular.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRkThyO2uF5SyreGzcVtt5oSh9D9x3VVOZ_VdrjiugSQWRdgKKd9lbY4IZbo5C6L7qbuuG3UKZyzZaX9IDUU9XzU2z4DSgrxzoFE20B&amp;usqp=CAU&amp;ec=45688581\" alt=\"Part\u00edcula elemental - Wikiwand\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQfYD5-qfuI3f2SVFV2rrCWb0Ydsf855_Nx8y6pDRjQ_gyoFjcEJATQltkgEEXc3med6oQAicjAwcnr701OKY_QAJv3oypSmwhvEOx9&amp;usqp=CAU&amp;ec=45688581\" alt=\"Modelo Est\u00e1ndar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar no es, ni mucho menos, satisfactorio. Los cient\u00edficos piensan que no s\u00f3lo es incompleto, sino que es demasiado complicado y, desde hace mucho tiempo, buscan, incansables, otro modelo m\u00e1s sencillo y completo que explique mejor las cosas y que, adem\u00e1s, no tenga (como tiene el modelo actual) una veintena de par\u00e1metros aleatorios y necesarios para que cuadren las cuentas&#8230;, un ejemplo: el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> necesario para dar masa a las part\u00edculas.<\/p>\n<p style=\"text-align: justify;\">\u00a1La masa! ese gran problema. Todas las part\u00edculas tienen masa diferentes pero nadie sabe de donde salen sus valores. No existe f\u00f3rmula alguna que diga, por ejemplo,\u00a0 que el <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> extra\u00f1o deber\u00eda pesar el doble (o lo que sea) del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> arriba, o que el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> deba tener 1\/200 (u otra proporci\u00f3n) de la masa del <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a>. Las masas son de todo tipo y es preciso &#8220;ponerlas a mano&#8221;, como se suele decir: cada una ha de ser medida experimental e individualmente. En realidad, \u00bfpor qu\u00e9 han de tener masa las part\u00edculas? \u00bfde d\u00f3nde viene la masa?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5472678504016297570\" src=\"http:\/\/1.bp.blogspot.com\/_Vea_3vg0ArY\/S_LcGpnOvmI\/AAAAAAAAF7k\/-iqvF4vRthk\/s400\/dmNorma.jpg\" alt=\"Norma Materia Oscura\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No puedo evitarlo ni tampoco me puedo quedar callado, cuando he asistido a alguna conferencia sobre la materia y, el ponente de turno se agarra a la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; para justificar lo que no sabe, si al final hay debate, entro en escena para discutir sobre la existencia de esa &#8220;materia fantasma&#8221; que quiere tapar nuestra enorme ignorancia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cdn.computerhoy.com\/sites\/navi.axelspringer.es\/public\/styles\/1200\/public\/media\/image\/2019\/11\/materia-oscura.jpg?itok=0keAgWZe\" alt=\"Podr\u00edamos tener la clave para ver la materia oscura: la ...\" \/><\/p>\n<p style=\"text-align: justify;\">De tarde en tarde podemos desvelar alg\u00fan secreto del Universo pero, la mayor\u00eda est\u00e1n en la oscuridad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, sigamos con el problema de la masa. Para resolverlo, muchos expertos en f\u00edsica de part\u00edculas creen actualmente en algo que llaman &#8220;campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>&#8221;. Se trata de un campo misterioso, invisible y et\u00e9reo que est\u00e1 permeando todo el espacio (\u00bfhabr\u00e1n vuelto al antiguo \u00e9ter pero cambi\u00e1ndole el nombre?). Hace que la materia parezca pesada, como cuando tratamos de correr por el fondo de la piscina llena de agua pero que el agua no se pudiera ver. Si pudi\u00e9ramos encontrar ese campo, o m\u00e1s bien la part\u00edcula la part\u00edcula que se cree es la manifestaci\u00f3n de ese campo (llamada el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>), avanzar\u00edamos un largo trecho hacia el conocimiento del universo.<\/p>\n<div><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 El Gran Colisionador de Hadrones<\/strong><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/img.seti.cl\/lhc_hall_1.jpg\" alt=\"\" width=\"462\" height=\"346\" \/><\/div>\n<p style=\"text-align: justify;\">Aqu\u00ed, en este imponente artilugio inventiva de nuestras mentes, se quiere dar respuesta a una serie de interrogantes que se espera solucionar con este experimento:<\/p>\n<p>\u2022 Qu\u00e9 es la masa.<br \/>\n\u2022 El origen de la masa de las part\u00edculas<br \/>\n\u2022 El origen de la masa para los <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a>.<br \/>\n\u2022 El n\u00famero exacto de part\u00edculas del \u00e1tomo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-7k8OlvT_F0I\/U1eH4aqhl_I\/AAAAAAAAbAA\/wj7JuAeOD38\/s1600\/boson41+La-gran-idea-de-Peter-Higgs-2.jpg\" alt=\"Enroque de ciencia: \u00bfQu\u00e9 es el campo de Higgs? (1)\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, si no fuera tan largo de contar, os dir\u00eda que, en realidad, el Campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> se descubri\u00f3 hace ya muchos siglos en la antigua India, con el nombre de &#8220;maya&#8221;, que sugiere la idea de un velo de ilusi\u00f3n para dar peso a los objetos del mundo material.<\/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=\"India personajes\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS_hFdFELQ5YjWCrUcdqNfOe_BM600nkf9UObTwSJhipgXadIfyma2cdSzwFLFTmVuXrXzfCRgxEGO7XKFl06skxLXOrxYYz8j26vEC&amp;usqp=CAU&amp;ec=45688581\" alt=\"hinduismo - EEI Valencia\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Tambi\u00e9n fueron los primeros en utilizar el Cero y hablar del Vac\u00edo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pocos conocen que, los hind\u00faes fueron los que m\u00e1s se acercaron a las ideas modernas sobre el \u00e1tomo, la f\u00edsica cu\u00e1ntica y otras teor\u00edas actuales. Ellos desarrollaron muy temprano s\u00f3lidas teor\u00edas atomistas sobre la materia. Posiblemente, el pensamiento atomista griega recibi\u00f3 las influencias del pensamiento de los hind\u00faes a trav\u00e9s de las civilizaciones persas. El Rig-Veda, que data de alguna fecha situada entre el 2000 y el 1500 a. C., es el primer texto hind\u00fa en el que se exponen unas ideas que pueden considerarse leyes naturales universales. La ley c\u00f3smica est\u00e1 relacionada con la luz c\u00f3smica.<\/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=\"Libros Religiosos - Upanishad - Formarse.Un sitio para crecer\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.indiga.org\/religions\/pics\/vedas.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><a name=\"c0\"><\/a>Anteriores a los primeros Upanishads tenemos en la India la creaci\u00f3n de los Vedas, visiones po\u00e9ticas y espirituales en las que la imaginaci\u00f3n humana ve la Naturaleza y la expresa en creaci\u00f3n po\u00e9tica, y despu\u00e9s va avanzando hacia unidades m\u00e1s intensamente reales que espirituales hasta llegar al Brahm\u00e1n \u00fanico de los Upanishads.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAwKCxMWExgWFg0YGRgZDRgNDQ0NDR0NFw0YIh4jIiEeISAkKCYrJCYlJyAgIC8qJScoLisrIyowNC8pMyUqKygBDQ0NEA8QFRAQFSkdFR0pKCgoKCgoKDQoKCgoKCgoKCgoKCgoKCgoNSgoKCgoKCgoKCcnJycoJycnJycnJycnJ\/\/AABEIAQMAwgMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQIDBAUGB\/\/EAEoQAAIBAgMEBAkJBQYFBQAAAAECEQADBBIhIjFBUQUTMmEjQlJxgZGhsdEGFDNicoKSwfAVQ1NjsiRzk6LC8TRUhJThFkRVZNL\/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX\/xAAnEQEBAQACAgIBAwQDAAAAAAAAARECIRIxQVEDEyJhMnGR8ARSgf\/aAAwDAQACEQMRAD8A9PAoinRRFPSw2KIpYoijQQimkU6inowwikinxRFOUsMimkVIRSEVWjDCKSKfFNinpGxRFOikinpYaRTYp8URT0sRxRFPikijSxHFEU+KQinowyKSKfFJFPSwwimlalikinKWIctLUkUU9LGoRRFLRFcbpNigiloIoBtIRTqSgGxRFOimmnpAimxTqIp6WGURTopIqtGGkUkU8imxRKRsUkU6KSKoG0RTopIplYbFIRTooimkyKSKfFJFGg2KIp0URT0YjiipIoo0Yv0UtJXM2JRS0UAkUkUpFFAJFJTjSUA00lOIqDFYhLSF3MAf5jwAo3CPdgoljAqn+0LRzZQzhY6xlXRZnWT5jXJ9I9P5my9Xp4qteW0G489Nx9PnrDbpgshRbagNCsvzjLmJJZZ10ETJG4kLrM1N5X4D0G10xYZgpcoez4RSomAYkaca0\/1+jXkC49Z2cN2tpfC6tJzLJngBJ5EAd9dH0L8pFtwlxWFsxlzNmNqeR4iNSO+rlRru6QihHVlDKQVZQysu5gd1OirlUZFJFPikIp6RpFJFOikimDYoinRRFMsNiiKWKIo0YSKKWKKNGLtFFFYNCUUtFAJSUtFAJRFLSUAhFcZ8rGuNdtWkdlzMtvZiNpoJ0BMgA66ATXaGub6aH9qwqwTNw3H0O5eOhjQkb6nn\/ScYeO6JwtpCq2UADZc1yM1zvJOs8a5+\/hbQloAUeE8GvWZoGiiOZOvKt7p\/H3EJVcMGBt9rVWnuMGfVWP0NN83w1jKlvCC+zdpVuBhGsDVgWkdwqPx7m1HL2ysRZXK5AGq+DzQukcO\/n5qgNvLbzDZYbWb3DluqRsYVLF8MzNmPWNoog7gAeAFItwOjHq8gzHKubNWyI9O+SV4tgkBJOR2trs5REyAOddDFYnyVsBMBaIMl1N9m72M1tmnrSTokUkU6iKNLDSKbFPikiqlGGxSRTiKIp6DYoinRRFGkbFFOiijQs0UUVksUUUUAUUUUAlFLRQCVi9LWpuWngGM1tfORIPsrarO6XMWGIEsGXq9M21OhqeU3jYcuOT6YMIWaIXs5lzZeE1nnphMNghb+bXWN9WudeqDIpJ3ETOgjhTflBfL2cw3FRcZW3svMDlpWF0jh8RNlXvbXzYMuV8q218UADjGhNZ8J1J\/KOUy2gXrbKGhhNvKy3rWUyNJkb9KrsoCkqdn9cDUdoMognmy7XHlV\/ozDG9dQH6Pr7a3mbdBYCBz1gHz10T6RI9V6GslMJYQiCuGVfZV+lAAEDd4tLFS1Nop0UhFPSJRFFFPQQ0kU6KKNBsUU6ijSw2inUU9GJqKKKhQooooAooooBKJqtiMSlsSx4GuVx\/yg2wEdWBnZUaxz4aTPqNReX0eOta+g4zWB8oMeDhMRk0ZLBbMrarw0io8PjSwz6Bdc2z2YXzcyKxOlL5OGxAk6oLfdBYa1HleXQsRlbeJwxm4FdMMmzeXtBVg6jgRBriMVbuK07RC7OZnzeYDWYjurpOjMRlZXD5WDG3tLmEERBHEd1UDgTcuODYTMt0r1mZrQ4nQA6DupyXjbam3emEb7ExzhdmWKzw1roMLjSjYW0bIZbd97mZXZTdBIMHlqAfRU3R\/yfMtcOJTRiq21tFt41JJMmJ0qxb6JPzldRCLm2ZUzlPwq5+TjL1S8bXa4L5T4e52w1o\/zNpfWN1b1u4rDMrhh5SsGFeVsIAOhBn6uoANOwvSHVyyXGQifoXy7hMa6HcdK0xM5WPVaK5von5QrcYJdKhjHV3l2RcncCOB9nmrpKVmLl30IppqvicdYtaXL6qe1lZtY5wNayrnylwytlAdh5SJ2Rzg6xUX8nHj7p43aKw0+UVhoIt3YM5WZFUtG+BMn1VUxPyj1PVIpHis03GY66AAzPdwqL\/yPxz5GV09FcK3ypxiyH6IceDLLda0XHpC6CZGkzWl0R8q7N+EvocNeLZVt4nwa3TBOyTu0A0Mb41q+P5OPL0VdRRRs0VpoTUUUVJiiiigEplxwqljuClj6KkrO6XfLhnPNcvrpW5DjjvlBjnK3tRpbRe12STJjviuKu4gh0edBaDNtecH9d1bnTDSL\/wDdWrns4VzBObIDxtlfYTU8J1\/v0VuO+sXfBaZmhXuZc3DKN3o1rOxhbqbsggM1vxDDQw0mnYBmayjDe1oZfShEesD100sfm96Z7VvxuTj2zWc9qvap0fbBAPHryu1u3mJroreGGdmMS0M2XaGk+2ucwmMNhD4NWObrFZl1mdfZWz+1lVwqwZ+6IifXVfk2zpEnbWt2ctsjm2b1mspmC4kk\/V9WtarY22UBntfqK5jEYtWxJyHRbS5vOCTWPHivcqDH3QbaPprm+rl0HCufuXtogHTN9rWTVvFX2KIJjZbxRuJrHLGRPlHartZSNe1fM+dc3lZeYHd8a6Julb1+0Fd2YKoW5mutDDhsgwT9ZvfXI4c6nutN\/STNXcDdfNCwWNosubmN0d9Y\/nl5cLnx2fG5Wl1jSAg3zm7TZR3RxHoirNjCuELOeqUbWbIWa5I3qugEGNpuJqSzjntWCLotoQrM3Vqs6HQASdfPWO3TSXrqWwWyFwzXMolYB3ACTrx0jfXnZz5bk6ny0yT5bKJbVkdLN18rnrFxOIyrc036QO8qTFWLmKxDT1YW2rRm6mF6w8xCidNNS27hVG9iMwVhYKrl6zq7jFgoMbI1idzGZ3xTTcdnAZyrG2V2dk3CRuA4CBJNY5bZpeXwkbDqhY3MYQRl+jlip5EnQHzTUWJGFgI7hyW7V271gtt4oGysDUktHDU1Xt4S2rqX3ZRbt9Xa27hO8sxkgmlxK21tMpGQN4NurTNlMwCZOpgazW8yWZf8C2e1T53bXZW2YGyvV\/KC4qwN0DLu5UVMqIQDD6iR\/Zbfxorb9b\/dqde1UUUV3GKKKKASsjp8kYZo4MG9A1NajOAJZgBzY5RXPfK67lwo5NfVW+qOdK9wennnSGIDByPHwi9rmDWC5grHBsq\/WkGtfEgjQb1i3mZRu4QPzrJusdkHWLi+L3kamqkyI3XR4LFFcOiDeGC\/dy86et6bOKVu1kt3O7tA1k4R3ICSY0XL3lSPfFXmBZnjx8Ccq+UV\/OCKjxh+VQPbdlBAOtQ4g3FcToerzL56sYCxdvImhVdNpny+wTO6tTEYBDkbrASWytmns+ajqex7qS0l1kQqmzmN3abLmJAn1QRWZdEYtxAE2A2y2bgZPurZaxlGVHzQuVdoroeE+eawrVtheuHIQEwbNtRvOgpcZMo3tnYgeDzeT4P2a1mkaif1wq7i3OQDntevh6oqmw101lsvpNalF3CkAuTwsMvrUVPYaLiSgaLGbKy5ufDnVdV0vnUhVNv05gKnCkXsugjDIu0ubeJj21HP+m\/2E9m45Lb3ELoEGfwjLy+sBx81buEs22tL1CLbXObdu7cGW5dIIzBVI3a7yfXWeLOHOi2c0eMrFS3EwJnf6qY2MKNCbIWbbKrLcMHhJ36jjXDyl5cZx4+5\/hpme2mxOYReBIt5Vt5SxUZjmKcNIiSaG7U5\/F2mVdWO+Ad86ndVXAXnuK7MAqplVWzhUZtDru4HSO7cTV227NKDOCFK7SqpaTvBBkAd++ublx8biLnwiZ1Ul3uQDbGVbu63JjQbzUHWI5kPaY9m31jZQzCOJ3Aj4VHe6LvO4m8rDNlZmVm03SBz7tKnwnRltGgy4C7Vy4qsrGeIO7gPXxrTOPHju9jGW\/TNyT4Rd5orU\/Y1r+O\/+KvworXfw\/QyvT+helreMsC8ilfCNba1cIzW2BiDHdB9NP6S6Xw2FTNdvAT2bakM7+YTrFeGWsWyTkuETlzNb2TAJKiRroTNJcvPdYs7liWLM1xjcyk79+6e6u60a9pwvykwd5LjpdJW0Fa5mQ2zLDQAGJPClwnyjwV1SfnKowBZrN9gjqAYmJO\/eIrxPrHSGW5ENm2XMSO7jV0XwUDDJnf6S4z62wd8Dnv1PKot5Snr0HpPp1LyuyXrxsKtpW+aWltPauEyTc6wglYygZViSQSK5u5irTOES+1wovVtcZiy5MohAGJIgmCA0SK5dnGua2Gnst4y981NgXPWqF1LKcq9nWJ3092wrWzdC3EzAjMbYW5\/LuKdBPAGsrEWTOm5pVftrBj2e2tG2BqSGRixzZrRZbnMHuq\/h8FburoDrGZc+bUboJA1HAitIjWPhWCs3our9YEB1j1Eemrt0xlKmCr5VbL4pHuiKjxvRd6y4eCUy5WbyYJOseeKYrKQASSDs\/aA7PsIHooo+ZV7o9XtuFABTMbiszi2F03a1YuF5B6xP8Vm4\/ZiqYuoywSQRsq2Yp5tobjTbiBrYcu+nazKWDHnKyPTS051WrcN1VzTaef5xUt5gQKy8XeJXIsBrsdZljZQHdpw1188CarGMu1eIGYr43dwNRBwuZyCF0Vc3bvkbtDqBRMHyp4k5n1EKuyq+SBrHnO+ocKu2rnsqpvt90SPaQKS\/c4EQx7WXxWbhHcIrawXRNxgC6EIFDKrSnWEaiZ4Tw41Q9KmCw7Miod9zw97N4qDUE8pJJ9FNuHM4ePpJuW1aeyogAxzrSxdm5bRwRlVobEXGcZr24AaaKg0GWqOEctf+kGY2zbzW1zC2u4AfGo\/Jc42\/wAHE7daqNlREzKF2UVRBG4klvPu4VUwNtGcOyM6m0UuKuZ+sIIABA4EgEkwIFaz5CCA+Y5i3a19M+qaSzZyA5MqZ\/CXmVzLTw\/XOvP8\/wBt+1Wp7YY7VwFYZl6q2pXZzAKYG7iQJGkCNdUOKtrmCBgCzNcZmZtRAJndHf6qBiQsAOCf3mXa3iNQeIHHlHKq9wWyGCkguubMrGW5ejWaxnHvudFJiS3iC8ZCWA2lZmWG9JGkcxrTrV1gG2xnNz94wuCeIGkkAemqci4q2uudjtW8yqFXLv38B7TTks27EsbbvsjMvaVhBG8mZOvKtpx49yql+1zrjxRp47HGisz9rvww7geKA7aD10VX6d\/6jY58mnLcI3Crv7NH\/ND7TYVvQN\/d7+VNHR27+0j71lvjJr0PGo2IQ\/AiR9nT2VGRBOhAPlebnV5MAdYxKT9VHblwHnHrrq+j\/k9h7NsvifCuO1bYHqrHGAD2jG8me6KnxotcILi89PtifPVjAoXuqqqzbmzWka6e6AN3KvRfm1nPlbC21CQ1xVsqpmJiY3AQPPT7dm2ql0torHKvg0FvedAY1MVXgny\/hztvonEZwHstqpZusfMLc89d\/dXQYZFtEKMhIUqqs2UqRpuO+d9Ldwlps0vczLtZrd5lM7\/MfTWficApCqLzuTdC9ZedV6kaQdBJJJ9lP0W63jcTLnd1I1ZmzCFHxrnfmaYibqm3aQsyqzTmuQYJgaA0650Iq5Q9wOpa5dyt1irpl4SOZOumlF3oSTCXkTfltqj3FkecnSNdBqDR8DqVXPRtlDP7WUEr2lte8EkGqVyzh1zKcVYO0rZlwrLpxOjQatPhr1sFXwqPs5bd\/DYhdrvAeNaiS5aUBXsPIuM3YRt6kDUHaPwqf7n2W1hwAMmNsrO1mt4Q5tfOTrS2uilUycTndvpL9xMx15CYBqKwAz5VwbRlyr1rLb2p3wJPrBpzYDG3CuUW0hi21ePDnA3U4N\/lq4XAYS0ZSx1jr2rt9usOY+wTzqxib11gCltmjtWsplRxB+O6qeC6ExCsxbGE3GjZs7lAPCRrVnG9HXgqF8bcDvi1tLb6oKrAgkyAZIETw30SydCzWR0hbvsmdLDxlGZchuZucATI19YrFxFu9b1ew9uW+ka01jMD5xp3iu3HRd4EF8fdIDBvBWlsbhuM5tJ19FWLeCtMpDm44G03XYo3FYkTrEcBS5ZymCdPNlzAySQA2zmUr6ZFTWzdZjkzN9lwvCRJJ00r0ZejcExUfNVAOzl1hSNYiY3GRVHEdCYRTcyBkOjbLMy3Qe4kieEd1Y3hfqK2OJto5YspJPV5s2bS5ugTz3+rvpAbswriMuVm1XzjmKvYrC3luZerZwFzLesIWDCZmBMEEAR3d9QAX8wIwrgn+Vr6ZGkVn3L3FLuEuMtuACSY2spyx3k6CmPhg6FXdFbylRmdeO8EeqprTXlRQ1hztHrNnvjXXXTXT1VA+IeSwt3RlXZy4druYDSDIgHvrCceV5XBCLgNB\/arm4eItFVvnV\/hbeOGym710Vv4\/l+xi8HEmCPs5tYnURv5evnAV0iTH4cwY+fSSeOm7QjXUnk1xt06bH\/br8KeMfd8m2f+lXnv0rv\/AFE+LuuikLXs0TkQ3lXSJA0gHeeIB3b98Ru3rzBkmAC5VratpIEgETuPOvOejMUTLnKpVgvgU6vNPPnXUYfGdYIeCwjN1fajKYcc43EVly5W0\/HIt4rpFQxvTKXEFzMy\/RsQFcHdqo2o76hu4vKozQdvq7jNMKPFcQdQdNaoXUuWw1l8MbiHxrLaxwI7xVFs4QIyG4g2bbMrYa7ZHKSIYDv9dVLsRmN650oq3MrysqMtxZjdx1PwqC9ikUh1K5Cyrca2\/wBHGoMRuBGvcTWKti8QAEcqezbv4VnKjuKGltWwlxWfDOozFbi9Vc7B0JgqOBmi0Tj8ulxd4raDgwqt1mZYu7JWDv3iCdO70VXv4tVADXCRkzdZl6wZdIOzrpptDUTuim27OIshgltXtj6SxecMmXUSGGon9CsZSrt1Yd0a25XC3crMrJvAmN6yVk9oCiWDxsarXny5kdHB7Vy3eVd\/E5LiE+lZqmgLMWZFjtNtKo5b2ceymHovEHaPRqXP5tnwR85jQ+oVUuYPKwBwCs3aVfnRtZY3ndNTfZz02bXSVtCEtozuZy27cXdTpqwMAdyg6TrWjZxDqcjEM+Xr8U1tCq4ZBqE36Hu4CsPC4bFQQlu3hkOy1y0puP8AiMndyirKrltnDolxkZusxuJyG0bwGuRS28tuLcqdKRt4PE3GZHyOCVNzZy7mMgR+jSYnFNcxyhyYspl2ohXK6z3gQPOaW3exV0ZMNg1w0rlbE4u6LrWR3KNAY3Ek+aquKRLGJt2bV0sLeDHzi6za3bjsXJYwdTIPpFZ9avOm2+JYDYCyYy3LihBrwAOpPdWdcxozfN7boXys2Nv6MuATe5dpjORoFGijnWVisNebVrjjNssthDbZgebuSR6ImmWrbWreRbJVA2ZbK2WuqxG4sAAHPEZmyg8KIMa9\/FszWERNtmbErbzdW3VkhbcwJBI1p2Mxp67E5IZLVhLbN1uUZwNdQNdffWGpxC53tnq3uf8AEdI4+6rXo5Ig0UcO6q56SsWbQs2vCRc67sm5193g1w8QCQQo5amqkKxp4m85fI1vxlVWzKxUsBrBgAyNR5qk+aHSXA\/vEGZt4gGRG46Gd26QZ5vF3nJlnzMfC3svZzNoq8jAEmpW6fA0JvyFCtmtWlM5Y5zujfyHKp58ZbtXwmTHQrgLIOoJhvGbqwp8w0kz7u6UHR+H8awDs7NxrrTAB0mQTvOvcDIjMvPH5RAa+G\/BZ5z8fWafb6bDKzA3tn6lqdx3Rx1B84B5zOSNJjoW6Mw8nwY3+U4\/1D3DzUVzP\/qJeV\/v2EX2DT1UVe0t4uTtCSf1xrVsYAAozvm8ZreXSOU1m4canuitm2txlDJcHHKuQN7apC7hUthZWwg2vFXtR6aeLwBbLbRfF7H\/AJ31Qtdcq6OkfWQ\/GlDXhJhDMbW18e+lg1v2Lt1lkOACwzZlMMDPEa8KYesVe2NfJzcPTVDD4jEABFs2pChczOyd4J5VLfv4lYnC2iez4LEF\/d56j90q\/wBtiReszSt4g5fFZl15yDUly5e3teYk7Oa5dZi3r4VmfPbqttYIAmO07R7qW5j3Y5uoWFUrlW6dozO8jkDT\/dSzitZmBGumrMudmzSNN26Nac15SNB9rLdasz507fuNfKzjhpyqSxiJYIbLdoeOIXvjjRl9jpqWXu6FXKLrtNdbu1E76kXE9VczrbZ3y7N5kF0KCQSACTyj01cu4qzpbgkiwvhGQ5dTBEgHdppXOYthLiTI2cysY7td9EuiyRt\/tu4WjOw3s1lU6s6gxu7\/AHVVudM3GJUk7UtlvMeO8ieGlc810g9tu1lZuM6mfNT+ukAQWInZXe1VkT\/423xzNHhPtbbKIjlxpmH6Vaw6lMoK7SqzFl04kRrWV1ziCbD+T2lqC9c1BNthvXaYb\/RSwOkxfTTX9tgpY3NprbGY+FUbmKuQNt4HZ8MyjzgTWUMSFXS206+qCN\/ppRcuFZyOV8XaDHfFEmBfN+8zZgVMx9IwY+mRTbj3mG0EUBv3bC2Y7qrWrxG+y\/sqQ3i2gsvJ2fF+NPaMNOUQNqA2bKzj0z6BT+kr1u8Q6WUtOqhWt23LdcCRB14geyq1y9qfBnSfJlfN6qY9tyA3VmD2d3soGfKviEyrtabXlCtDoq3mw98jgrf0zVR8RcBGTMoGy2ZRv+FdFgcrWsVkiDb\/AHfM29Z76jl1MaSb25VrJk6jf5dJT1uIAAbeoADeeintR+mtjo3LPhlE\/wASV9hrSwNoKhQnNvZWtuVCzM+6qdvoK+Rm6tiPKtqLnurS6PwrrsG2w2v3iFdDv1itOk5TcKqurBiQBl7LBdeJ3VO2GQA7bD7WVhprO6stMXlZ0WAA+XtcjArTt3MygxMrtbJYajTdzpBDbAZ2CYnco6xVslRAGk6zMcqkt21BcNeDnMGW2ytaGoHIkHhxp2Hs5doDUoM2zyG70D3UtiyDiHIcGVzLs6SAKmnEVzEIxVRlUoxzNmMN5tOFS2sMWT6S3tL1jM0ysjfUN3CLvBUNmOZswj08qtBlyoA4OW2qrl8aBwnfxpb0pWuWVRjyy9pWLBRpwIn\/AHqqQBIDydfFK6A6HdyqTEPAZtWAjZ8zD41UuHeZMlcy5ac1KyMTDKNRC\/SMxYdwga1QxN4kki5M9psp7hAkD3U9+sKgroSvazZc3PWqVw3eM\/iDUSYduw5n0Inf+VWcEua4MvleN\/tWehdjHwrTw5KOh3AdrLvYVSfhpGy28pm2Tsq3Gs4uHKIoGbrB9J2ZJgA+k1onFhuyNC2Xan8qorhHSHYrlW4G2WzcQaDOu4N2JMpI2dmY047uenoqYHq1CsASF2m7XHvpTi013gdrNk5\/71C7q76GJXLtLx50gacUgMcvJTX21YtAMAwO\/wCrrVVsEVBYuCM3kmrGFxABW3HPa9ZoBLlhoyyIzfaO81I4C2gp4eNl\/KpSQWJnQVFfKlCYiNr7VMMnpBQoUgRNza2jtacRXR\/J\/CMqX1dGGew1y3sm3mK2nIg8RpXNdIHMi6+N+VbeG+U1ldG6GsE5crNaxFy20bu+p5S\/CpZrLXovEQPBvuH7lqK6L\/1Bg\/8A4Af9w3woqc5fR9fbS6JwuJViqorLlH0V4KfPBitq4l\/JtWXB0XsZ9OciRUVrCICG3H+XvX1Gtq1ibgEAswHlLm92tR+Tjd2HwvWVz102iDns22AnZuWhPp0FUcViBYRWsW0QN2ltrmFwieHdXZtiUZcr2ZHZ2lX3GsPpDAW7jLkwtsoF7Oyu1JkxziKXHZe13LOnJJjC5JNtBmuluPjSTu7waht4hFZWWwM2ftK7KIJ3RxrpB0MnDo9fu5VzaeekPQybhgI2s2y5\/Jq0tjLGFc6gFibJM3D2brbUa8aYr2c2cWDKwyr1xjlqOUzWji+i7akD5lcnVmVbzMYMAEjNoCZ89VP2ba\/5W9H2n\/I0TB2rXXslTNloLZdm8dqNdPf6Kq3ktZSy23Ui2Mua6G38x661B0fY39Rf\/Fcb2T3U3FYbDraM9YrspW31zNDHeO1v05GjRjn7gJUAT+L9CqTuO+fGq7h8IXjMGRfGbMGMcSBOh89WMbatbksGBs9ZcvB2bkTGgrREZVtcxnxfKrRt5SygyB2dnf7arrbVlA1Vh+74NyIotW5JBzpHjNtD0HdQGxaGHClOsec2ZmyLs+mjEG3kydY\/aGbZDZY5+ys601jjiisN40cD5tavImHYa4xtWzeDVY\/pqfSulVbNuPpn1+oKktWkVgwdjG1tKK0bGAsPATFO0tlbLaVisg\/V7qsHodRMXr33sOJ91GjFBriFSssJ+qKrhLSuHzuT5OVV7uNaq9Fg+PeP\/T\/AUr9EDKT4cnT\/ANvl\/wBP6ijQzRibQnwDN9q8V91C9IASFwtuD\/Em776uL0T\/APTxDf3isn\/5FT2uiWjTBIv1rk3D7qY9MgYpRut2h9m0PjUgxN8iBMeKtvDj3xW9a6LuDyV\/u7J+FWl6LPF3P3SvuFGfZbXK\/wBp\/hv+EfGiux\/Ylvyx\/ivRTB4I4O34itPBPMn7350wMDwNOgcAfxVpYiWpVusu52FL86u\/x\/xN8KgGYeTFIWPOPsqKnxitqycVd\/iH2tVe\/jbi7rhzfYEec6TUGIxGXQHa\/pqieZmTtUeMHlVk4q7zBnabNa1Y8yefdUZxD7zBj+V79arMTupFB50vCFOVWji2O9J\/y5fbWX0mGvZNgKFY5mZuBjhxPdVu4wALE6CqDYjMCDImMtxVzD00vGQ7bYL3RyAQhzqu0rLdXMxEalSCCTI0n0VRu4AgAQ+1be4uZFbZUnMRBEHQ+qrhAzmHEBj4TN2dneRv\/wB6jZ8rJzXOrelSNPSfUKEds18K2yxBgrsts8hv47h76kXCZiMhWVhmW5dVd3ed\/op1wEWkEjXJm2hskAgg+efZSYVym0pk6qy5S1FVNbC3cRxs2fs9b\/5qVMTeH7u2Y+uN3PfUWFvFtDCsFzZdG0q2VPAj6uzTyHqxbxV0brdvTybpnz6Vp4fpa+YVxbB8Vs5hu4676ww5mD\/lWpoPM0eEp+VdEcbd4op+83uBoGNucEQfi+NY+HxREK5+y1X5Hcf81TeEnwflftZGOucMp+zmj2fGnfPbvkJ\/m+NVTcYDQD73wpA7cSP6aPGfQ2\/a8uNfxgAPqz7zpTxjAdyMfv8A51nZh6fxe+mliedHhB5Vp\/Oh5B\/xV+FFZk95op+HEvOq6uDx\/XKKdA76iB7ifu5dfTTwD3feY\/r21qzPE8qhv3o0H+WnOXI0BjyswlvXUPVt5B\/EGomBXyHv\/FTGGUcatm2\/8M+yq5tOSdgkhsvlZTE6xx13UdBCBJ\/qapMnfpUi2XA+jcz9Wgo\/8N\/w0gzcXeAUqDMt1f51D1fP8XZ91WrmFuMYyHVszbBmBv088VMcH5KOPuNUcpbVSsW8GDgFzBUtTgiHfV290c7MGGeQuX\/h2aomwl+QFQ9rxrLL5\/dU5T2ICiDQAfhFVw88f9PsFaAwF46lD\/27ejjUY6Lfj1n3bJX8qclGxXsXQrAjjs1pJdJ4nyqhXosqZVHO12mRojjqRV23hW3dW2n1D8KudJpvWDfrUytPE0CyR+7f8Bpy22B7DEfYNPSIQTx0q1YxBXRtV8VuK\/EVEEc69S\/2sphqcLbfw2\/AaPY7aAaQDz+9TgBVC01xf3bFfJyn9CrqnMJkx9Vcp9M60lRKHA4CkNz6g\/p9tNVQN39XxpZPP3UsMZj3e2io+tH8RfZRTwIU4047\/VRRVIOpw40UVJn8D6fdTbYhfSTRRSM4UN\/poooBq9pvsr+dPNFFK+wVaQ71+2f6TRRTI5fh7jSNxoopX0cNI0PppFOyP7se4UUUQzv\/AB7hT+fooopkiTxhybTu0p5oooBBSHfRRQCHjUC7RM6w2zPClooB0nmfxGiiimH\/2Q==\" alt=\"Historia del budismo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkHCBASERUTEhIQEhUPFhgYGA8XFRYXFxkYGBcaFxkYFxEQEhgTFRAXERgXFR8VFxoaHR0dGBUgIx8bIhgbHRoBCgoKDQsNEQ0ODx0VFRUdJhodHR0mHSYmGiYdGhoaHSYmGh0aJiYmHR0dHR0dJh0dJh0mJiYdGhomGh0aHR0aGv\/AABEIAP8AxQMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAAABQEEBgMCBwj\/xABPEAACAQMCAwIHDAcHAQYHAAABAgMAERIEIQUiMRMyFBUjQUJRUgYkM1RhY3GRkpPS1FNicoGhorIHNENzlLHRsxaCg8LT4USjpMHD5PL\/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID\/8QAGxEBAQADAQEBAAAAAAAAAAAAAAERQVESIQL\/2gAMAwEAAhEDEQA\/APtGr1AiieRgSIkZyBa5CgsQL2F9q4eGy\/FNR9rT\/mKON\/3XUf5Mn9DUwoF\/hsvxTUfa0\/5ijw2X4pqPtaf8xV+kHur0utl02OidUkLqWyZ4y0YN3RZYvKRO+wzG437veUL\/AIdL8V1H2tP+YqfDZfimo+1p\/wAxXzWPSaZNPxNxo59DroNBIsl9RJMGR0dkdJ2kbPJ4+81n5beutJBrEe2qklKaHhkZCuGIWaVVxkkOO7wxWMSLvnIXNjjGWDTeGy\/FNR9rT\/mKPDZfimo+1p\/zFYDgfHITqdXxB545D4F2rQxyJIII0kcxxFoi3l2SzOMjzswXlxpbwnh88Wq0PhmmOmldmkk1w1jSyyNGjTSK8WarHpnsVbllAGKcrMrqH1Hw2X4pqPtaf8xR4bL8U1H2tP8AmK+babXauXTCE6bUx+PdUx8MeWMARSkyWRElacY8OjwW6qAR9dvi3GdPqddp401MQj0GrhjTTLImcs2QVnMV8+wgBwU+k5kPdRSwb7w2X4pqPtaf8xR4bL8U1H2tP+YrHDWSNrOIaWB27fUzooe5PYQrpdP2k3yYs5VF9KVl8yuwWe6jiWmYpoE1MaR8Pk02aNMplmlE0eMQV2zdI0vLK\/t4C90kxD6J4bL8U1H2tP8AmKPDZfimo+1p\/wAxVnUTpGjSOwVI1ZmY9Aqi5J+gCvmvAOM6iCXXGXKSfWNppdPpGJBD6lZOzhPWyxRxjtH6KqOfRoPoPhsvxTUfa0\/5ijw2X4pqPtaf8xXzfhfFxBoI0m1kUeq4zLNM2reRUVIi+JmXtWsPe6osMXtMvLij4ngkuq4bw7Q6OdoX7FtR2yn0dPyxhiPRfVPG3\/cY+jQfSPDZfimo+1p\/zFHhsvxTUfa0\/wCYr54nulOqjTUsCsvCtPIZdPcj3\/KTpooyvdyyWWwN7drGa9\/9m9LpptHHBJOdejRSTTeETMBEhDTPOruyLFKAyKthkzbbK5UPoHhsvxTUfa0\/5ijw2X4pqPtaf8xXz+Pj0Gr4ppdQuqhMcMmojj06yIWwXTymTUyIpyXNlCplayAN\/i2XV+5bk0Z1MzFTq2k1UhkJGCyEuinI8qxacImPo40DXw2X4pqPtaf8xR4bL8U1H2tP+YrCcC4vFreLxalZ45BJptSsemV0YwxpJp8GlVGJSee7uQ1iEEaEXRq+lUFDw2X4pqPtaf8AMV70ur7QspjkjZMSQ+BuGvYjspHHmNXaowfDy\/sR\/wDnoL1FFFAv43\/ddR\/kyf0NTCuUsaurKwurgqwPQgixH1VW8WQ\/Ofey\/joL1JeM8Dj1RjLS6mIw5WME8kROVrhuyYX6D+Prq54sh+c+9l\/HR4sh+c+9l\/HQUU9zukXTy6cRnDUgiVi7tJJkMSXndjKzY7ZFthsK7T8F0zxRRNGOy0zIyQAkIDGLIGVTZ0XY4vkLgHzVY8WQ\/Ofey\/jo8WQ\/Ofey\/joFvFfcvpNTftEcZoIz2blOUSLLbkt\/iKpv12qIvcroVjljEbHwmMxyzNJI8ro2xQzyu0oQ+yGtTPxZD8597L+OjxZD8597L+Og46nhEEjRsVIOnR448XZcBIoRiuLbPgMQ\/VbtbrXAe5\/RiKKFYlWPTNE6Ku1mhYNHdurWZQTkd\/PV3xZD8597L+OjxZD8597L+Og56LhUEM080aWk1jK0slySxRcVG\/RVXoB6zVUe5vRjT+DCK0ZsTuc2OYkJaU+UZmcXYk3NzV7xZD8597L+OjxZD8597L+OgOJaCPUxNDMrNHJbJAxXIAhsSVIODWxK+kuQOxqnJwDStqJNUU8tND2JkuQVTe+Hssb94b7CrniyH5z72X8dHiyH5z72X8dBT4b7n9JpzeOEXwjjDMWciOJcI0XtWbFVFzZerEsdzU8K4BptK2UKEN2YjyLM3IHeSwyO3PI529dW\/FkPzn3sv46PFkPzn3sv46BXrPcpopVlVkdRqZlnkwkdC0iABTkjKQBYNZfSF+tdYvc3ok00mlSHCLUAiVVZg0mXezly7VmYbFma9jV\/xZD8597L+OjxZD8597L+OgocU9zWj1MaxyR2SPKyxkx7PG0TDyWPL2Tstvlqm3uL0BADJqGAsMH1eqdSBblaN9Q0bIbWKkWNO\/FkPzn3sv46PFkPzn3sv46DmeFQdrFOEAfTrIqY8oAkxzuq7E8i9em9Mqo+LIfnPvZfx0eLIfnPvZfx0F6qMHw8v7Ef\/no8WQ\/Ofey\/jrrptKkd8Qea1yWZibdN3Ynzmgs0UUUBRRUUE0UVFBNFFFAVFVNXq0iCl787Yiys24VnPdGwCqxv8lcPG8V7Wlvty9lJfc2G2PtbUDOilXjiHr5TYXPkpOlib93pYE\/uNe\/GkeOWM9rXyEEpFut9k3oO+r1QjCkqzF2xCrjcnFm9NlUDFSdz5qojjcZ3CG1svhdN3b45f3nu5ct\/XU8VjEscRCsyZ5HEb4tE6ghT15mXaqEnD4GLExaq72yJBa\/W\/K5ZBlc5cu+1+6uIX24ygFzGwHTIyacC5sQP7x+sv2l9dSeMKBcxva9vhNP122\/vHXmX7S+uqkOmhViywakMbXbHriSwOOWNwxHm9CNe6iiuS8P0wYMNPqQbqTYGxKliL83XcAleYhUXuragc+GSfFtR9cH\/AK9dNJqBImQBXmZSrWuGR2RgcWK95T0Nc\/DvmdR9j\/3pXDrzAgV4yDI88nMQCFaclRiMiWKuDiPloNFRSMcaBYKFBZjYASele2OWNssgRb9V\/Za0HjYvbEef09the4bC2O+zdG9G9A9opJDxkOVCKj9p3cZAQdsuqrYbeurvbz\/oP\/mL\/wAUF6iq2ln7RA2OO5BUm9irFT0+UVZoCiiigKKKKAooooCoqaKAorIamHUuxaJZWGcoZvCJVFxKyIqokyKAii7WH2mr2ug1JLX7cAEW98T3YBGLDm1GxMoUBvZburi1A24zAziK0byqkt3RSgJUxSL\/AIrquJZgpF+6TSw8OUqFOl1lkKlefTgjHE95Z8jfBd2LHYWxxW3KPQ6vNQyyYlxdxqdR3L3N18K2kCnD0hkhPdZVW\/Pw+86RibUqjxSF0E0hL4tGAO0dmdLZNzRMjb96gSamPSRsEOn1gkxAVI2heQJcY+SilZsEscWZcUzlxIyatANTJ2WC6TVAYYqC2nuBjYA5aq\/10w0mkiiXCJFQXuVUAXJ6sfWx87Hc1aoEel0Gr7JFk1WBCqPIwxrawAt747e9WBwxvS1Orb\/vIv8A0olFNKKBX4sbzanVj\/vo39cTCvPgeqUcmrLH56GNx\/8AT9h\/vTUGpoFB1GsTvwJMPXDIA5\/8LUYKB\/4zUv1UyaiePEIXiV\/ITPLp3vdeZV7ItIlgwyF1389aeq2q0scq4yoki3BxZQwuOh36MPXQIpdOIQHeHRw820p1ciG\/M2PaeDqccmdsL2uWNqpZ6S4NuGllGIc65i4U2uuZhytyry39BPYW1zXaB0eBVnfs3kdVWQl3jY6eYApPkJbddnLt0sy2tXQ8LnDMV1bAM1wpMjWUAqq5GfzBizH0mCezuFOPVadZBIBwwOpJDDW9C18mC9ja5ybfrufXTDx8Pb4b\/rf\/ANeveq0MzxRouq7IoGDOtyXuhQHJnvkt898uax9EVxHDNQS2erYh\/ZzTE5ZEr5ZrdSmJyFgtB20HE9MkYV9TpcrsTaZCAWYtYE4369bCrsXFNM7BF1EDM3RFkQsdidlU3OwP1VU4foZY5M5NS8owKhSSBuQciuWOYt3rekelWtcwLQ2I+FHn\/UegYUUUUBRRRQRVfVagRpkVLbqAq2uSzBQBmyr3mHUirNLuLOFiuSAFkiJJ2AAmQkn1ACgrDjQ38jJsbHymm2IIBB99e0Qv0moPHFBsYpPOPhNN1Xvf\/Fej5\/VVMx8Nsw8Ihs5DMvbpizA5AlMscsubp1APWvSJwwXtNp7nz9smQJNyQwbIM3pN1bz0EDUQMRjp5CZiWULPAMiRmSoTWb7HLb15VW1GthCt2cDl1JUBtVCq5LuQzDVswxByO16uwNwyOQOk2lVuYi0yWu18iFz\/AFj9dcTp+Fm3l4SVUKCdSGNlIIvlIb9AP2eXu7UFfRrHGh7RNTKxJZ3OoiVQcA5Cp4bjHEsViF9nmZmLM7XINdBGSwhkBW6FjPA1u6xXn1ht3kOPyp+rXNoOFnrNAeYt\/edrkYnbte7jbl7vKu3KKlYeF3v2sHo\/443xLEXGf6x+kBB3UUAHej1faZgxyRGMgFXwvuoYEGN3W1j66t0s4ZPHJJOyOjrmoupDC4jXzrTFmAFybDznzUHqivkus92xbimkvP4Np+0eMwt2gaZXGAaSAx5wvFqEKeVw6hkLLnR7vvdBxLT9t20U0GliLJHNA63n7QAR3l3k080bjtQ6jHZ0KtkuQfVu6fkP8D\/xXWvhP9mnu2abiPYPDDGusDgMrSk5BpJ7HtZWTd3k6KveUea1fclNtj+75R\/zQe68ubAn5K914ccp+g0GN8ZGSNRKxcsgcI0cWLNsGwDrviWJ\/ZqpqtLHIEcQ4vGRhaKBJcyzK0WLJ2ZV2jdGu2JxDL6Drcjv2aWfWIcVyXwfW2UqiKoCoMbDF7r3WzJscVqCk2OK6rWelZn0mrLcwI3sq90k2xx69eRMQ96LspnKLHGMULljpEuBcWBXzMym6r3tm5dq9a5YoSgZICZASFGkS97gKpXPIFuYj5Ef2a6Qgqjq02tylxAcQ6tiqKxsRmjKJSllZgq3tkVaqazTFmHb6lpFszKItUACQQh7LwcssLMGJTLe2zctqCRLFYt2ensLG408bKVO2WSy4nmOBCltw3XBivfhuoV5VSOOGN8WNzpVBQryuDhPsyvlG3myHLku9NdBrI44wp8KYi5yaDVMdyTbKVGcgXtzGrY4nF6p\/wDTzj\/8VBzDzrJGrvEyyZDljZSLKWByaZvV7NM6WHUrJLFiJOXMljHIoHLbvOgXz00oIoqaKArJSazUXciSfZ3UKOzAvkxUDHRSth2YxDZMzOMcfSrW0qj0moUFUmjC5MQDCSRkxaxPbC\/X1UCM8QnBNzxCwIBskB2ZrKV96c1xix9FcxduV8ZTXTkKctZbo5CwnBrnYg6JWZcbcy+u1tmqwOLS4hs1AZBILwovIbc+LawME3G59dRJxDWZIqWIytJeFLquJtZfDN3aQoMfU37OQVLz9p2mWqMuDKPgiqqoZ8MvAMVd5VCnG98Rl3FWuk2t1KlgW1ZxuLjsSpZTiwv4FsMmjxPpqzn\/AA2FWzxKcEAuAW6KYUBO19vfm\/LvXoa\/UEgBtyLgdgtyNtwPDO7uPrFBZ0nbLLEHllYSwuzRuIuVlMfQxQo22bLv9VOqT8PWSRlmdwcBJGE7LAg5qGv5V+jR+b104oCqXEtGJ4ZIScRMjIWxRrBhY8kqsjfQwIq7RQfmX+0D3McQ0esbWNH2mnEiGORN0SNLLFG696PFFVOmPsmvvvCeM6HiMIMTwTpIoLQkqxF7ErJEehH6wptqIElRo5FV0kUqyEXDKwsQfWCK+TcG\/snbS8Sj1MeqtBBJ2ipiRLbfybN3cLHFm9Jb8u9BT\/tT9zWn4ekHEdCg0s0M6AiMYobhmVsO6GDKFsLAgtevo3uL494x0EWpK4O11dR0DobEr+q3X6DamnGOEwayBoNQgkje11uRuDcEMtiCCPNXrhHDINJCkGnQRxxiyoLnqbkljzFixJyNBQ4wkjzRIoc3jlJVWt0eEZBS6KWUMbZNtk2zd0r5dDq7csQJOQ5pGAU4tYjHUXaPLDqcmse4G5NJqNHFIQXW5S9jcggNa4up6HEfUK5eKoPYP23\/AB0GfGk1mRBg2s2LCU7HtGtlfUXt2RUbBuZcjbLFZXh+s2vHGcdm8pIMrErmnlmsrWEmD93LHJscqf8AiqD2D9t\/x0eKoPYP23\/HQJTw\/U9mmMSdoSxfKWSwXMYqMZe+UJPpBbdSe8LwmXMNhuxVWu5BVOUmzK7MWVmblyx8m3trVfXyJHKy3jRVfG7LI9gIkkLs3hUe3MdlBPLVbwhQquSoV1Vr9lIQMkV98OINayugLHluy81AzbQT9oR2Q7PtFswle4jysQVMu8tlyv0tJ605q76DV2CrGxN1ylMoAsyqSUVZd8HLqVZVyAXFvPSzTzBM1ydzcvg0MpcFzksQVuIZZNzMity4iy92mPDwNQ5WN4yAofPspsCpPKR7\/vzKQy7dDQXPAmXSu8iukoVmxEjHEjoBi7Kf41pqQ6Xhy9o6ShHwVGBXtFHMXFirzvfufxp9QFFFFAVFTVDjP91n\/wAmT+g0CLTcMkVUyVc1SNSyzIByIE2975HobM92F+VlrlFollQhUIWOR1VhOi2aNzfHGLmCSqe\/lzJkcm3rh4Ml2Jl4aMnZgt4rKoIKqfJcy4goe7a+XMa8pokHWfh7EABWPY89iRd0WHEOyYuxXbO9lVaBo\/D3a+S3DADHtowNsdxjp1s2KKvL5hXrQ8OaJ844egKhO3uoBJNh5LooOCr3UUWXHmyoaHSQLIDLLw+RApHSHJiDipYKiqGZAHfHbMkKqr3nvBxF5bsuzw7Xlwth8FHe2HL3r\/vvQWOGxOqEOAGaSRrA5ABpGYb4r6JFXamigipoooCioooCpqKKCaiiigmooooFzcPPaM6ysubBiMYzY4qmxZMhyotSdDIeszfdxfg+QUwr55Bpo+zjOfDr4qTE6Q5grGBi7PzFnku7NbJTtzUGl4hHLCqMJeXtUVvJR3CyMIwVxTazsjE+yH+lbw0co6TuL9eSLzbD0KyK6GEixl4cNgueOl84BL4diVDhrrbIqwPRcatcO02l7TKZ+FsmGyosFixIOQ5MsQt173S1BqNNpSrMzOzs4UbhRYLkRbBV9o1dpPwhYA83YCIJkvweOOWAv3Nr9Kb0E0UUUEUk41rpYmjWLEl1c2MbyFmVowAFR1ts7OTvstPKz3H51jZGKXKpIcu3khIAMYKjs+uVwd7BccqBbquJyzxGNZY2E8Vj2cF2XtGWIKG8LZO18oD51X0u8tS3Hp1B3TawS2nYhwdlwZdU17srLjbK6dLFTVafWF45BGXUqWTthrNS6owbAsfR5JDZkPP+rjzV2fWhTiyurewdbqsu9Y91WU49T7NjlidqDS9lq\/02n\/07\/mqOHzSsZVkKEwyBclUqCDGkndZ335yOvmrNQ64OwVQci2FjrdWLNv1yT0ls6+0jI65LzDQcIXESgrgyyWbyry5N2aEHOUB+4VFvkoGlFcpssWx71jj9Ntuvy0mZdeWAuqrkefkvjclbrib43VMRbKx5lvlUtS3Gk8ckhBQOxVir4MFyIuAtx6uZlUX2yZB56o6aVVaRS8jGfFVYoAedScu+GKDEnJVUXPLlXqXUTEMr2EuCFVPg7Mo2MnKZdgzLfLmAsGty41wiPOhbwcDtSCvve1lIAs+WXIh6BMjf0Kztyt+paJEcRmV5GQ4CMqWJyjXZc3xxYsec7i5XLFWqWjBJKtMqns1VQoxYlNlss3UticuTHfmxZjXecFpGXyTFmPKewNxkVS+XOYeYq3p5my2BoSKQp5VobBRsBDg+SIsZIdTa7Zrs1uQW2sKGFWaSIg4kh0KscYz0UC5CmXAoGcDJ2ZFx68qmu\/Fl8rkZWC5IbBAV2U4pmZFsxvI+a42uvMtly8AyWxdNM+Cjp2IQcq99WbJcnCry5Da\/s11WZrIzrFmUYLOTAQWUqUKnNWKZBmsLWyHd9Ej06ImnUO2XYhZCcAbh1ZV9O2QYZk383y104Ml5XbNmwWxyC35jnbJHZeUEKcdqjUHJo2yhkYIC3wWT8wBC5+gMjbdRzDmbKuKzTM5aAw5SktYmK7KudgDFkxGyxMzk2YuV2WzF21NeHbzDqen\/ADSNhrwDup+wGsL7i\/JzX8\/QqveDNjQ91qa1uHP2LFZWjs7R3LqMd2jwGR57ZBBnhlgC4VW1l1lzp4i92CvxPxfDp5ZljBE2sU+TicKWCty4npiTkvNy2a1bKvl3uMc8P9zskxaAOi6mRXuCrSBnVMmHeJkVUt16Ctb7itXrJuHwS61Qs8ilm5QpILHBio5VZo8Tb5ei9KqtJSvgO2liUf4a4fuQlB\/TTSlfAR73U+0XI+hpGYf70DSooooCipooCluu0JkZGDICgYWeMOpyZGvbJbMrILGmVRQZLVah0J5YiQZFR2igUEquL49rrUfHFQG26D2a5Rax8EZo4By2Fk0uINhkqt4f07v8tNG0cl2vHld2IZZsLgyGRSVx6qx\/\/raqUGlV3f3u5aCUXDag2zwV8h7QdGXItfLfLpQeIta7MGVYyyZWZU0pI2CtYjX7bKFb9m3o0y4LqwzMCHLTF5M\/JYHDCNgvYzy2I5ep85rlNw7O2emyKWxYz7i3nBx6nfL15H11Y0GkdJE8n2aRRyL38yWkdHv027jfWLUDmiprH+7Xj+o0S6V4o42jm1KRTSuDaNGNr7MuJ687bAj5aDRarQRy3zBIYAFfNy5W\/rP1Cqp4LDYqDIA5Jbmvlex3Lb2DKDYfR3dqRe7biHFNL2ep0qxSabTgtqoSPKFB3ipPoqlzsb3HpCtHwnisGrhWfTyLJG42YeY+dWXqrjzq24qYS\/mXTn4niJuxdr9ciNznnc8u+4Ax7th0rpJw1GGJZ8cAmIIAsoIB6ZZcx89MaKYh5nCt+DQMblT0UDciwVcQB8lrbesKfMKiXg0LKitkRHlbcXuxyJvbY5C\/Lb1d3amtFMRPM4UngsJtcE49Oi23B2wUWvax9YJr3puFxoyuC90BG+O9ySblVDEb92+Hnxy5qZ0u4vMyQlgzKc4xkoDMA0qq2KsrAtiTblNMQ8zhjXjG3T6vN\/7VkDrdaBYjWdpcDsh2DAXCkEyLoCuNmG\/ms2WNqsLNrCMr6zEsQre97lQrMWKeB5r3CuOO5KY3yuK0xvuk9wOt188fbajyaNYJEAkapctdYGblfmKZguWsG85C\/WwLbCsimq1RZVY6tcm3c9hgF655eBeaIqSrY2bNfQyaxqptQshVJNW4svPaADJmAIx8ELBUQ5lv2l6i1BotRMqIzt0RSx+hRc\/7VV4LC0elgV+8kUYb9oIMv5r1ltdPqHRo2GsdJUINuyUFWOBUsdAtn33APdyKs2NXZJtYvpattz3ewJCg45c2iVTzg8qluXmGV6DV1NZ3g+qnaa0hlxKyWWQR3OJiswwgit32BHN0rRUBRRRQFRU0UGPbVa0qCi6l7qGDDsgpLK2wyi2VXCj9i7czMqt0kg1SSNIhncvYMBghwRmx7yMhl5n7oXJcP1cWsuggjQlnnVR6tROALmwAVZfWQABVKeLTsjKs2sRmUgOJNUSpI2YK7FSV62O1ByVtYYyctQHMmCAohFgt8mXBWtkCmZKLkV9Hmbm0+tvsupxueY9ncC2QJVdOzFbK98cmDNEuLc2PXQPC8atIdYkm4dO11lslJViuTbxFgWRvSUqat4aX9Jq\/vdX+OgXpJrSwXOaxkVb9kAcPTfeDAc3os\/Kt++3I08a4W2s0et0jyFszgjsEJDCOOVOVcFPlD8nmq9jpf0mr+91f467afUaWJWAZwCcmZ+1Y3sBcyS3OyqPPy2oMX7nPczxOHRzaSecyQzQyJi7XlUvGVVYmzdI1Xa4ZmW7ctseZp\/Z17mn4fpsWurS8xiJBxJ3ObKoDTdFNuVQqquXM77UL69\/9q90BRRRQFFFFAVw1EKOpV1DKbXB6bEEfUQD+6l\/G3cCPHtLl25EYqz4wSuEyXpd1X6qUpHq9wyygpjz5zMH2dmxUT7cqogyZudm7wxagfeK4P0S\/xo8Vwfol\/jWfgbU2UyJqF6ZqGnJAO9xg7rkoumCM+Tc2Srjl7cz8rLFqWGIzvLMjBiLnFW7ybFPayx7ytQPfFcH6Jf40eK4P0S\/xpFJ4QEiITUFnyZ1zmFlU7AYu2LspyxYs2xGOXLXgvqQDaPUuVN+\/PGGQcxxzdlErIbIjN3xi+F+UL0ehifVMFUdnpkwZQTZpXxexX1xRBCP84+qmXiuD9Ev8ay8aamNTjBqWzZ2sskoOZzNj2s63zmws3IgUsOVVRmcaDSSvftTKoAWxEsoLEorE4luUKxItdt\/2dwaQ6KJGyRFBtbIdbbG30bD6qt0t4bcNOpZmEcoC5EsQDDE1rnfvMT++mVAUUUUBUVNRQVNfCzx4ra+SML3Aujq9jbpe1v31m5OC605ASxgSBr+UcsCxDkxsUxXy+UtmVwMsO4oWthWI4jBlLKV8FyzPLIkbMwvYszNE7KuICJ7TgrjQe9Zw7VxRZIkBKAB2TMyFLBXKqkS3td3wXLY4IuSJU6Pg+oMaFJY2GIKyrMwDq2+TLHCI2yvldQovzCvKcNDdwQFtyqiGCzYiRd\/Icgdwl8je6yY49K8roIUFm8HjCGxIi0qKcUaWQc0LLmMHDWayqL+ixYHnDtPqoYwmMDWLEntHFyzFjYCDYb\/rH1sx5q6auPVSRvGU06iRWUt2rmwYWvj2C36+us+NFz4nwDlZSzCOIMFyAYNkjLj05l5snx5cc6aazQ6YRlgulUS2EbrCm1xfIsVdWW3N0AxFBo6KxGnig7ZA50fZ8\/L2MOTBbkBuUMHXcNivNYcq+k44lw7SjTSukEIPYuyuI1Ug4EgjlyB6UD+iiigKqy6yFDZ5I1Pss6g\/UTVqs9NpJZHm7KQRlZgTt3rwxLifkwLkH0XEZ3xZSFzVajSSgB5o+RslKz4EGxW4aJ1busV\/fXG2i+Mn\/Wy\/+vVaPheqFryg2WxBd+YlhlzAcuSg82OQvZcMcm9ycKnxISazMLF2MjdERRipfFSWDnLrzK3MVoOuOi+Mt\/rZvzFGOi+Mt\/rZvzFc5uFTE3SYpzMx3Z75OQVszbIIGsuONnVG9oNHizUGJVMoDdrm7gtfG3cHLuMubEYD0RtQdCuiG51Lf62b8xS3hz6eVmmOpkWJhaKI6yUEp17V\/L5AvtgnooATZnZVtjhepNwZQgfG7KzM6mxD4ZpjvyuuwVDcYY5ZA4Xq+8Zo8rqW7+DAFWZRGzWjVnDD0mCMVyblwCxhovjL\/wCtm\/MV1i0umc2SaVj1surnJt+6el8fCdWFAaYMQjAsrMl3PdcK6S4735GLqv6wULVvT6cpPArWLDTz3bc3Paae\/M7Fj++gZaXSpGCEvzHIlnd2JsFuWkZmPKoHXzVaoooCiiigKKKigms1JDpmeQTxzlhI1rJqCtrhgV7IYc22RXvWxb1VpKKBBCdKhuseoB2s\/Y6ksApviGdCyp1uo2Nz7VQ0eiY5GGa92OXYagXLklr2TfK+9+taGigzkcOhQELFqMWVlZey1RVla+QYFMWvc9fXXWbX6Nz2TmVmIZuyMU+WJBRiE7PLDFinq39dPqxLaGaVsuxEqrIzK7yuWDZTAsvluXFjGFxHKqnHLLkC+dHoDbyOo2CgDstWAAvdty7ezt1XbcVa4lrI208saJPdonVV8Hn6lCAPgvopX4JrrHyPoG3l3PPc2uvb7LjiVszcwdW9GWrE2g1IPItxkx5pZLYlyqqGWbIMqYy5FWysU5S3KGppTxbiJgCkKCCCTfIkBSo2VFZi3N\/A0sk0si6SeSVXikVJGVVmkJUBLgm0rLllf1+am2u5ZYnKOyoHBxUsQWxtsu\/mO9Aq\/wC0TWvaPG4AfmCEEgZBm6qtxl6W+Kqxri+sYuzFDHkfKP2zIi2CoGbF9tig7vmbLHFsXCywDcQSA3J207DcggnudbE\/XVbUcX0MIAktENgEaPHp0AUr8p2HroFbcQYKHtKUZVIcTSm+QJACq2edh3cfOPaWvUOsZw5QkiNQ2XhEtmDEhcPXe3LlirX\/AGsW2j4tp5RkkWosp6tpJ0323XtYlv0G49Vd+2gsR2MlntkOwextYC\/Jv0H1UGe8YsAC3aKDYZGeS1yyqRtlcLmHZ1yTEMVZsarJxJw5dp37N4w0aF5UGIF2JkZWZp8rLhyY5IuGXNWrM8NyexkuxBJ7B7kjYE8m9qldRCNhFIN7\/AP19fcoM+vESSwBYlN28vKLKLDPmVbp+suWVmC5Ny1bTtiiSMJFV3RSpnlDgPIsd8ccfPla9MmlgYWMLkAWA7ByALEW7m2xI\/fXPVSqyKiRyjykJA7J1UBZUY95QoCqCf3UFvwAfpJ\/vW\/5oh0KLIHykZlVlBZ2awYqWsDtuUX6qvUUBRUVNAUUUUBRRUUE0UUUBRRRQFLk4fjcLLMouxxBWwyYsbXT1k0xooKXgTfp5\/rT8FHgTfp5\/rT8FXaKBXqOGCRGR5ZmSRSrISlmVhYg8nQg2qF4DoR3dLp1\/ZiRf6VFNaKBU3AdCeul07ftRo39Smrmm0UMQtFHHGPUiKo\/lWrNFAUUUUBRRRQfPOMazicvFW0mmbs4IYlkl1AwLIHDABVeMqZWKnENf17AVpeA8eg1sQkgY9BeNsSVvtuVLKd78yMy7VW1HDk0c2s4ig1M76iNMtMlmyMS4qI0xvkR9PVvXS\/+zjgC6TRqxjaKXVsZ5Ijcdnl3IgrbqEjIX2rg39lQ29FFFAUUUUBRRRQeJGsCfUCfqrPJxt7c3ZJZcjcOBYBSxHpYrkObEBvRyp\/P3G\/ZP+1Z3R8N1GCssiILBlQdSTiRdsMF6H\/CfqGJcorUAPdB1u0QAvzFXtyi5\/8Av9OJxyqzBxV3ZVVoMnysLP6N8vs7fX9OJDwyZdu0GNwQgGOJBvbNVyK7AXPNzSG\/drwOHawW8tGRfey9nYAk3VlViC2TXHm8zd7IOmq4m8YUuYgHvZsZPNYEnzhd+9XBOOltlMbNzeTAYPy22xcr3slx9rIY5VcXRTAhmfI2OSE8rGygDmVsUuGY4+1bm83LW6HVM5Mcscam22GRFsbEbfI312vvdQ5Pxd1QOwRVZygurm5A68pPIWsiv0LMg9JaheNswyBiKEEiUXxNi4sOfI37N8eWzbe1Urw7UqpVWjxxZV5sSLsCG+AYXwABXfpfJm3FzQ6NwD23Zyb3HUgAbKQrrsxUnLdj+s16Crw\/ir6j4PsyLXzIbE36WYNuSpDbeY\/upn75+Y\/nrr4OmWWCZXvliL3sRe\/rxJH7zVigpe+fmP56PfPzH89XaKBd28qyRq4jIlLDlyuCFLef6KY1Q1nw2n\/bf\/pPV+g4amcRoWNyAOg3J+QUvHGYz0V\/tw+vH9P7XL9Nd+MfASdeg6deo6VnzwuU7jRxLzbjtCBgpUJiqTYlwpYtliGxb26B2eKrYns5LAAk5Q2AJIBPltgWBH7jQeLKAGMcgDWs2UNjle1vL+ex+o0s03DZF5ewiVJWUSAM5signby21mZsbL9Krit\/B0eoYLlpo+ULjGXLKCoYKCrTYcgC8\/Mee4U4mgbDiq7eTk5zZeaHcggEDy2+5H1158cR78jbbHng2sbWPl\/lpY3D5gqKmmiAisEydgy7KxIdZmZWMt\/O2SoAx7tC8JYohMEYkscuZ3IVbhEDeEKblCV7+Pc8y8oNo+KBjZY5GNg1g0JOJ6Habu\/LUeN1vbB77bZQ336f4\/pealGj0WpUtbTRIXFrq7Bd7ZXtMWVMS+KoO8qd21OV4TBcMYwXDBsyzFslFhzE5FB5kPL8lAR8UVnCYOCWx3MZs1mNmwlZh3T5vNTOlE+kjjkjZVsZJRkbk3tHJbq3yn66b0BRRRQcp+437J\/2rK6fXyql\/CI8VFrYsQlggAZlhx5Wyu37Kd5s11UwurD5D\/tSWHwfs0V4JCUQAqdPKRe3NfyeJ6t9beugXHX6kKC+phGall2bu2xDEHT7eVYdbZMEtbLEsdFrW3WSeLM2dbgkdntH6SxczyI7efrttjXZ30zY3hlOAAXyE1lC9MeTa36te4p4EBVYpQD1A083qt+j9kAUCmbiru94tTGqk8qlWIYE4gc2nurYkv3nuQp7mVEHFG8kW1KN6UgVGsy3Kr2fkcjdgd\/ZU\/tUyvpcsuwkDbcw08oPKCq8yx+ZSVH0moUaUb9hJswffTynnHR+aPv\/AK\/eoFzarVEXGoju4JAVHYAs4Ve7DkUG65HH9xVmrymu1BZV8Khu55UxYZKxuMZGg3dcQmVmHNLkuSLTSM6Ve7p5BZQotppRyhcQu0Xdw5ca9LJpgbiCS97\/AN2l69b\/AAVB60serVXDujMcsGuLLbuZWiW5a9zt5vlqsul197GdLWbmAUG7Lyn4LvI5I9TKqcoOVMPGKexqPuJvwUeMU9jUfcTfgoKXg+uyPllwY9OUMq32IYwMpNuqsvm73Nys9IjqgDsWbqTttfzDFV5R06Vx8Yp7Go+4m\/BR4xT2NR9xN+CgNZ8Np\/23\/wCk9ddVqBGASrMXYKFW1yTc+kyjzHz1TebtJYcUlsjMWZo3QAGNl6uq+kRXfiPWH\/OX+lqDlqNVdGEmllKMDkrdgVt58rzY2+mlwfRncaOM7Ftl0p5R1b4Xu\/LWikQMCD0IIP0Gs1PrOHI8qspu+SycjlWs1mv6JVpOVm6E8rHzUHuN9ExsNHGTa9gNKTY+faWgtoxe+jjGPW66UW2B\/S+yQf3il00iEBkaFMSxCsWzAdnV7RuitG7IhVu7zK\/KzFWFRtREUuxiZ3cNco5LqR3cmyuzMVDMrcyCPlybGgeM2jHXRxjzd3S9T0\/xaknRggHRx3YAgY6W5B2BHldxekM4jxvlFYWBYh5GxHS2K5ZKpCrly5MMeyZcKY6+YB1ZDGpjRbQupbFgo3y5rOquq8qN09LFsAtvJoluG0cYte9xpBa2xv5auyQ6c7jh99yNo9MdwbEfC9QwI\/dVdptGY0Z1ebPI5KrWYq7AtiuK5M7NzWXIFvRNq0MEKxqEUWUXsPpN\/wDc0C\/Q6fTMxZdMkTwtbeOMMpKA3DJf0H8x85ptVHRfC6j\/ADF\/6UdXqCaKKKAqKKKCaKKigmiiigKiiigmioqaAooooCqWugdwhUgNG4fmvY2BFuX6au1FBT98\/Mfz1Hvn5j+ertFBS98+qD+ej3z8x\/PV6igoW1Pq0\/8APU++fVB\/PV6ooKNtT6tP\/PXr3z8x\/PV2igpaOF1MjOVJlYNZb2ACKlt+vdv++rlFTQFFFFB\/\/9k=\" alt=\"Instinct - Svabhava | svarasa - trust your instincts\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hacia la \u00e9poca de Buda (500 a, C.), los Upanishad, escritos durante un per\u00edodo de varios siglos, mencionaban el concepto\u00a0 de <strong>svabhava, <\/strong>definido como &#8220;la naturaleza inherente de los distintos materiales&#8221;; es decir, su eficacia causal \u00fanica, , tal como la combusti\u00f3n en el caso del fuego, o el hecho de fluir hacia abajo en el caso dela agua. El pensador Jain\u00ed Bunaratna nos dijo: &#8220;Todo lo que existe ha llegado a existir por acci\u00f3n de la <strong>svabhava. <\/strong>As\u00ed&#8230; la tierra se transforma en una vasija y no en pa\u00f1o&#8230; A partir de los hilos se produce el pa\u00f1o y no la vasija&#8221;.<\/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=\"El pasado : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Welcome Ipiales Temple: SUPEREXELENCIA DEL BHAKTI\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n aquellos pensadores, manejaron el concepto de <strong>yadrccha, <\/strong>o azar desde tiempos muy remotos. Implicaba la falta de orden y la aleatoriedad de la causalidad. Ambos conceptos se sumaron a la afirmaci\u00f3n del griego Dem\u00f3crito medio siglo m\u00e1s tarde: &#8220;Todo lo que hay en el universo es fruto del azar y la necesidad&#8221;. El ejemplo que que dio Dem\u00f3crito -similar al de los hilos del pa\u00f1o- fue que, toda la materia que existe, est\u00e1 formada por a-tomos o \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">Bueno, no lo puedo evitar, mi imaginaci\u00f3n se desboca y corre r\u00e1pida por los diversos pensamientos que por la mente pasan, de uno se traslada a otros y, al final, todo resulta un conglomerado de ideas que, en realidad, quieren explicar, dentro de esa diversidad, la misma cosa.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 <\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;t=No+siempre+hablamos+de+lo+que+comprendemos' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/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=http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/06\/no-siempre-hablamos-de-lo-que-comprendemos\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/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='http:\/\/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\/08\/06\/no-siempre-hablamos-de-lo-que-comprendemos\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F&amp;t=No+siempre+hablamos+de+lo+que+comprendemos' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/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=No+siempre+hablamos+de+lo+que+comprendemos: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/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=No+siempre+hablamos+de+lo+que+comprendemos&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>La Teor\u00eda definitiva que busc\u00f3 Einstein durante los \u00faltimos 30 a\u00f1os de su vida. La Ecuaci\u00f3n so\u00f1ada que pueda dar respuesta a todas las preguntas fundamentales del Universo. Las ecuaciones de Einstein eran exhubidas en un escaparate de la 5\u00aa Avenida de Nueva York, la gente se amontonaba para verlas sin entender\u00a0 absolutamente nada. \u00a1La [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6740"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=6740"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6740\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=6740"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=6740"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=6740"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}