{"id":11854,"date":"2020-02-08T06:36:52","date_gmt":"2020-02-08T05:36:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11854"},"modified":"2020-02-08T06:38:04","modified_gmt":"2020-02-08T05:38:04","slug":"durante-el-ano-2-014-%c2%a1hablamos-de-tantas-cosas-aqui","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/02\/08\/durante-el-ano-2-014-%c2%a1hablamos-de-tantas-cosas-aqui\/","title":{"rendered":"Durante el a\u00f1o 2.014&#8230; \u00a1Hablamos de t\u00e1ntas cosas aqu\u00ed!"},"content":{"rendered":"<p><a href=\"http:\/\/1.bp.blogspot.com\/_fXzRYbEw4hA\/TRT-wPp1-PI\/AAAAAAAAEXM\/5pPkfkFV0HQ\/s1600\/sol-1-agosto-2010.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_fXzRYbEw4hA\/TRT-wPp1-PI\/AAAAAAAAEXM\/5pPkfkFV0HQ\/s1600\/sol-1-agosto-2010.jpg\" alt=\"\" width=\"609\" height=\"511\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la imagen se indican las regiones donde tuvieron lugar sucesos de gran importancia y que fueron capturadas en el ultravioleta extremo. Las lineas blancas trazan el campo magn\u00e9tico solar (Cr\u00e9dito: <em>K. Schrijver &amp; A. Title).\u00a0Ni los 150 millones de kil\u00f3metros que nos separan de la estrella m\u00e1s importante para nosotros, nos impiden urgar y desvelar sus secretos, y, desde luego, hacemos muy bien, es mucho lo que nos va en ello. Saber y conocer lo que all\u00ed ocurra es, nuestra garant\u00eda de vida. Bueno, si no tanto como eso s\u00ed al menos tener la posibilidad de informaci\u00f3n por si, llegado el caso, podemos prevenir alg\u00fan desastre.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/51\/Gravity_Probe_B.jpg\/308px-Gravity_Probe_B.jpg\" alt=\"File:Gravity Probe B.jpg\" width=\"308\" height=\"598\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sat\u00e9lite <em>Gravity Probe B<\/em>. Dedicado a medir la curvatura del campo gravitatorio terrestre debido a la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. La gravedad ha sido medida y comprobada de muchas maneras pero\u2026 \u00a1Gravedad cu\u00e1ntica! \u00bfqu\u00e9 es eso? La imaginaci\u00f3n anda m\u00e1s r\u00e1pida que los conocimientos. Sin embargo, as\u00ed hemos ido avanzando en el transcurrir del Tiempo. Ahora andamos a vueltas con la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; que nadie sabe (a ciencia ciewrta) lo que es, yo la llamo materia c\u00f3smica y me parece m\u00e1s apropiado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-wqWlOXREYVM\/TVRHQ-Ml2fI\/AAAAAAAAARY\/RbF5yu9hXOE\/s1600\/Gulliver.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00bfOs acordais? \u00bfCu\u00e1ntos ni\u00f1os no habr\u00e1n so\u00f1ado con escenas como estas?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando hablo de lo muy peque\u00f1o, puedo llegar a entender muy bien lo que es, <strong>lo que son, \u201clicencias literarias\u201d<\/strong> el papel de nada se queja y el l\u00e1piz puede escribir lo que quiera y piense el que lo sostiene, seg\u00fan le dicte su imaginaci\u00f3n. Claro que, cuando comparamos ese mundo de ilusiones e imaginaci\u00f3n con el mundo real, todo el edificio se viene abajo. \u00a1L\u00e1stima!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/jralonsoes.files.wordpress.com\/2011\/08\/gulliverstravels.jpg\" alt=\"Resultado de imagen de Escenas de la pel\u00edcula gulliver con gigantes\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos los ni\u00f1os peque\u00f1os juegan con peque\u00f1os mu\u00f1ecos que son soldados, guerreros o seres de otras galaxias con poderes m\u00e1gicos y, ellos, en su inocente mundo sin maldad, los dirigen con sus manitas gordesuelas al desarrollo de luchas y aventuras sin fin. Jonathan Swift, nos deleit\u00f3 con aquellas aventuras de Gulliver, un aventurero que lleg\u00f3 a las tierras de Lilliput: All\u00ed, todo era muy peque\u00f1o, la naturaleza, las plantas, los habitantes del lugar y sus casas y palacios, embarcaciones y todos los animales.<\/p>\n<p style=\"text-align: justify;\">Gulliver era all\u00ed un gigante de proporciones inmensas: Incluso lleg\u00f3 a extinguir un fuego con una simple chorrada (es decir, hizo pip\u00ed) y acab\u00f3 de inmediato con el (para ellos) enorme fuego.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-oIhW0_ADT9Q\/UW6y8qVcXAI\/AAAAAAAAAJM\/5aUeRS2gKT0\/s320\/640x792_3862_The_Shaman_2d_illustration_shaman_fantasy_picture_image_digital_art.jpg\" alt=\"\" width=\"258\" height=\"320\" border=\"0\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Druidas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nibelungos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nibelungos\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">Historias y Leyendas ligadas a la Mitolog\u00eda. Minotaurus, Druidas, Dragones y Nibelungos que buscan anillos\u2026<\/div>\n<div style=\"text-align: justify;\">\n<h3>Hemos demostrado tener mucha imaginaci\u00f3n y las historias y leyendas que nos llegan desde el pasado est\u00e1 mezclada con la Mitolog\u00eda de los pueblos que, en todos los rincones del mundo crearon sus propios mitos que nos dibujan escenarios que hablan de la inmensa diversidad. Siempre hemos buscado algo pero nunca logramos encontrarlo todo. \u00a1La b\u00fasqueda contin\u00faa!<\/h3>\n<\/div>\n<p style=\"text-align: justify;\">Al menos de momento, tenemos que admitir que es as\u00ed. No creo que nunca podamos adquirir un conocimiento pleno de todas las cosas. Siempre nos quedar\u00e1n secretos que desvelar y misterios por descubrir, y, la inmensa variedad y la vastedad compleja de la Naturaleza, tendr\u00e1 siempre para nosotros, algunos rincones oscuros en los que moran respuestas que deseamos , y que sin embargo, es posible, que nunca las podamos atisbar.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/es.globedia.com\/imagenes\/usuarios\/noticias\/18\/1268756988.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00bfOiremos alguna vez que han encontrado los restos de la Atl\u00e1ntida?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em>\u201cDe todos los misterios que andan por el mundo, ninguno puede competir con las historias de tierras p\u00e9rdidas y civilizaciones que ya no existen, y entre todas ellas, destaca sobremanera una: la desaparici\u00f3n de la Atl\u00e1ntida, un continente entero, que existi\u00f3 m\u00e1s all\u00e1 de las Columnas de H\u00e9rcules (Gibraltar) o qui\u00e9n sabe d\u00f3nde. A la Atl\u00e1ntida, se la trag\u00f3 la tierra, en d\u00eda y una noche, sin dejar rastro ni de ella ni de la floreciente civilizaci\u00f3n que pose\u00eda. <\/em>\u201c&#8230; \u00a1Seg\u00fan nos cuentan!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-E6aykJihs_c\/TgUS2NUKIMI\/AAAAAAAAAAM\/KMePrQ3o8Tg\/s1600\/Sin+t%25C3%25ADtulo.jpg\" alt=\"\" width=\"677\" height=\"393\" \/><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 Lo cierto es que cuando miramos hacia atr\u00e1s en el tiempo, s\u00ed que tenemos motivos para el asombro<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los or\u00edgenes del conocimiento quedan lejos y se pierde en la noche de los tiempos: Sumeria, Babilonia, Egipto, China, La India, Peresia y m\u00e1s tarde Grecia y el Islam, Toda Am\u00e9rica y sus Civilizaciones y Europa. Nos tenemos que guiar por los vestigios dejados por aquellos pueblos que, desgraciadamente, el tiempo se ha encargado de borrar en la mayor parte de los casos y s\u00f3lo hemos podido recuperar peque\u00f1as obras y destruidas construcciones. De las m\u00e1s importantes en volumen, se ha conservado una gran colecci\u00f3n por todo el mundo que nos habla de lo que fueron aquellos pueblos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0705\/ngc2264_spitzer.jpg\" alt=\"Resultado de imagen de El c\u00famulo Copo de Nieve y la Nebulosa del Cono en Observatorio info\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\">\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 c\u00famulo Copo de nieve y la nebulosa del Cono<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTBYqY1z4lSwKKcXOLtNCQU7_NchC9DUxxr_3dfdDabAFEHKfta\" alt=\"Resultado de imagen de El c\u00famulo Copo de Nieve y la Nebulosa del Cono en Observatorio info\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRfljUByo3MxsWPb10Ml7AXvqtL2OyPSMxbDTXPdKEXRaDY3Lw6\" alt=\"Resultado de imagen de El c\u00famulo Copo de Nieve y la Nebulosa del Cono en Observatorio info\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRUtfn6ig0yZ_9qq9wR1qasy8gHku3yi0tqbueYdba87kdrBoTP\" alt=\"Resultado de imagen de El c\u00famulo Copo de Nieve y la Nebulosa del Cono en Observatorio info\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQQa0dUx0PC4ZdSqTSQPjt-ARVIuFgwqrP9GSkTO-SYo9SO1elD\" alt=\"Resultado de imagen de El c\u00famulo Copo de Nieve y la Nebulosa del Cono en Observatorio info\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Otras im\u00e1genes relacionadas con la anterior<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con bastante amplitud hemos hablado aqu\u00ed del Universo, de su &#8220;nacimiento&#8221; y de su posible &#8220;muerte&#8221;. De manera individual hemos hablado de los objetos que lo pueblan y de las fuerzan que lo rigen. Por ejemplo, el C\u00famulo Copo de Nieve en la Nebulosa del Cono, es como tantas otras Nebulosas, el resultado de la explosi\u00f3n de una estrella al final de sus d\u00edas. Las estrellas nunca quieren morir del todo y, cuando lo hacen al finalizar sus ciclos de fusi\u00f3n, se convierten en otros objetos distintos y, sus materiales sobrantes son dejados esparcidos por grandes regiones del espacio interestelar, en forma de bellas nebulosas de las que surgen nuevas estrellas, nuevos mundos y\u2026 -seguramente- nuevas formas de vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"Pandora: un c\u00famulo de galaxias visto por el Hubble\" src=\"http:\/\/m1.paperblog.com\/i\/236\/2360911\/pandora-un-cumulo-galaxias-visto-el-hubble-L-JjFvfs.jpeg\" alt=\"Pandora: un c\u00famulo de galaxias visto por el Hubble\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Es el C\u00famulo de Galaxias llamado Pandora<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ahora sabemos que el Universo est\u00e1 constituido de innumerables galaxias que forman c\u00famulos que, a su vez, se juntan en superc\u00famulos. Estas galaxias est\u00e1n abarrotadas de estrellas y las estrellas, no pocas veces, est\u00e1n acompa\u00f1adas de planetas que forman sistemas planetarios. Nosotros, los humanos, hemos realizado profundas observaciones que, con nuestros modernos ingenios, nos han podido llevar hasta el espacio profundo, all\u00ed donde habitan galaxias que nacieron hace ahora doce mil millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-MnoK0LA4zm4\/TvCF7K6BLHI\/AAAAAAAAHNM\/xhmsPydy_88\/s400\/1.jpg\" alt=\"\" width=\"400\" height=\"294\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los vientos estelares emitidos por las estrellas j\u00f3venes, distorsionan el material presente en las Nebulosas, y, de la misma manera, en presencia de masa &#8230; \u00a1se crean nuevas estrellas y nuevos mundos en los que, si el Azar los sit\u00faa en el lugar adecuado, la Zona Habitable, podr\u00edan surgir formas de vida como ocurri\u00f3 aqu\u00ed en la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/st-listas.20minutos.es\/images\/2010-10\/255513\/2698409_640px.jpg?1287874149\" alt=\"\" width=\"577\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Hemos estado divagando sobre lo que nos espera en el futuro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\nPodemos imaginar muchas cosas y dibujar en nuestras mentes miles de escenarios diferentes de lo que ser\u00e1 el futuro de la Humanidad: Alcanzaremos los conocimientos para poder vivir 200 a\u00f1os, la tecnolog\u00eda robotica avanzar\u00e1 tanto que, nuestra especie terminar\u00e1 fundi\u00e9ndose con ella, de tal manera que podremos llegar a ser aut\u00e9nticos<strong> cyborgs,<\/strong> medio humanos y medio robots. Tambi\u00e9n es posible que podamos conseguir durar algunos millones de a\u00f1os m\u00e1s y, de esa manera, tendremos tiempo para dominar las energ\u00edas que se producen en las estrellas y en los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/23\/%c2%a1el-futuro-%c2%bfquien-puede-predecirlo\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>. Tendremos tiempo para salir de nuestro confinamiento terrestre y crear bellas ciudades en mundos lejanos, la Humanidad se esparcir\u00e1 por toda la Galaxia. Tambi\u00e9n es posible que, dentro de unos d\u00edas, unos meses o unos a\u00f1os, llegue ese meteorito inesperado y acabe con todos nuestros sue\u00f1os. Otra posiblidad, es la de que podamos ser invadidos por seres de otros mundos que, con mentalidades muy diferentes, no traigan buenas intenciones. Tambi\u00e9n entra dentro de lo posible que\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La paradoja de Teseo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">Teseo se preguntaba si cuando, en su paradoja de reemplazo, cuando a un objeto se le cambian todas las piezas, segu\u00eda siendo el mismo objeto. De la misma manera, nosotros, a medida que vamos evolucionando a lo largo de nuestras vidas, nos vamos transformando en otro muy diferente, toda vez que, las experiencias vividas, nos cambian y nuestra mente de hoy, no es la mente de ayer. Ya lo dec\u00eda Her\u00e1clito, el gran fil\u00f3sofo griego:<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El r\u00edo de Her\u00e1clito\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El r\u00edo de Her\u00e1clito\" \/><\/div>\n<blockquote>\n<div>\u201cNing\u00fan hombre puede cruzar el mismo r\u00edo dos veces, porque ni el hombre ni el agua ser\u00e1n los mismos.\u201d<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/1.bp.blogspot.com\/-xNBx_6X9oe0\/VM_Czs69uDI\/AAAAAAAADG0\/VIlqmN7WEfk\/s1600\/escalera-infinita.jpg\" alt=\"Resultado de imagen de La escalera del inifnito\" \/><\/div>\n<\/blockquote>\n<div>\n<div style=\"text-align: justify;\">\u00bfLa metaf\u00edsica? Una escalera que no hemos podido subir y una puerta, que tampoco hemos sabido cruzar. Es lo que est\u00e1 m\u00e1s all\u00e1 de lo material, incluso sobrepasa el mundo filos\u00f3fico de los pensamientos que se pueden constatar para adentrarse en ese otro \u201cmundo\u201d en el que la mente divaga y quiere llegar mucho m\u00e1s lejos\u00a0 de lo que le est\u00e1 permitido.<\/div>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0909\/stephansquintet_hubblesmall.jpg\" alt=\"\" width=\"353\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como nunca nadie pudo estar en otro Universo, tenemos que imaginarlos y basados en la realidad del nuestro, realizamos conjeturas y comparaciones con otros &#8230; \u00a1Que podr\u00edan ser! En nuestro Universo existen cientos de miles de estrellas y mundos, m\u00e1s de cien mil millones de galaxias y, todo objeto se repite una y otra vez, y, siendo as\u00ed (que lo es) \u00bfpor qu\u00e9 no habr\u00edan de existir otros universos?<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_Ct_JvLiwK_g\/SrDJYrjGJDI\/AAAAAAAAC3Q\/NubTwcE3fHY\/s1600\/en+un+universo+super+simetrico+2.jpeg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablar de una Naturaleza sim\u00e9trica ser\u00eda condenar a nuestro Universo a la monoton\u00eda de la igualdad, y, todos sabemos que en \u00e9l se encuentra todo lo que existe, la Materia, el Tiempo y el Espacio, todo ello acompa\u00f1ado por fuerzas que hacen de nuestro universo el que conocemos y, dentro de toda esa inmensidad, tambi\u00e9n se encuentran la simetr\u00eda y la asimetr\u00eda, en nuestro mundo el d\u00eda y la noche. La riqueza de la diversidad que conforma ese todo que el Universo es.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/7d9eaa\/fiddler_crab\/450_1000.jpg\" alt=\"Resultado de imagen de asimetr\u00eda en la Naturaleza\" \/><img decoding=\"async\" src=\"https:\/\/trinoceronte.files.wordpress.com\/2014\/04\/multiverse.jpg?w=538\" alt=\"Resultado de imagen de asimetr\u00eda en la Naturaleza\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Asimetr\u00eda natural y asimetr\u00eda creativa<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La exploraci\u00f3n de la simetr\u00eda y la asimetr\u00eda en la Naturaleza comenzaba con el mayor de los objetos naturales: \u00a1El propio Universo! Y, hemos ido reduciendo gradualmente la escala de tama\u00f1os con estructuras cada vez m\u00e1s peque\u00f1as. En otras ocasiones hemos tenido aqu\u00ed mismo la oportunidad de hablar de la simetr\u00eda que encontramos en la Naturaleza de las plantas y de los animales. , desv\u00edamos nuestra atenci\u00f3n hacia estructuras todav\u00eda menores, las diversas subunidades que constituyen todas las sustancias materiales, vivas o inertes.<\/p>\n<p style=\"text-align: justify;\">de continuar y para aquellos que lo puedan desconocer, ser\u00e1 conveniente que tengan una conciencia clara de qu\u00e9 son exactamente estas unidades inferiores. Comenzando con las m\u00e1s peque\u00f1as y yendo despu\u00e9s en sentido ascendente, la escala ser\u00eda:<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_Ct_JvLiwK_g\/SrDJoTliqUI\/AAAAAAAAC3w\/kxLf8pz2j0A\/s1600\/en+un+universo+super+simetrico+5.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Las part\u00edculas elementales que est\u00e1n descritas en el Modelo est\u00e1ndar actual de la f\u00edsica de part\u00edculas que conforman la materia y las fuerzas con las que interaccionan y que, donde hemos podido saber, est\u00e1n divididas en familias:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/e5\/Leptones_nombres.png\/400px-Leptones_nombres.png\" alt=\"Resultado de imagen de La familia de los Leptines\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Leptones: part\u00edculas puntuales con una dimensi\u00f3n espacial inapreciable. Los seis <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> conocidos\u00a0 son el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a>, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">mu\u00f3n<\/a> y el tau\u00f3n, y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrino<\/a> asociado a uno de ellos, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrino<\/a> electr\u00f3nico, mu\u00f3nico y tau\u00f3nico.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh6.ggpht.com\/-K2wJzQHBME0\/UDJQDRfuCpI\/AAAAAAAAINI\/NmtL91PvEkI\/quarks%25255B5%25255D.gif?imgmax=800\" alt=\"Resultado de imagen de La familia de los Hadrones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Hadrones: Son aquellas part\u00edculas que se cree que est\u00e1n compuestas de peque\u00f1as part\u00edculas puntuales llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">quarks<\/a>. Se han identificado cientos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a>, de los cuales los m\u00e1s importantes son el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, ya que junto con el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a> forman la materia ordinaria.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de La familia de los Bosones\" \/><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Bosones: Part\u00edculas de \u201ccambio\u201d, part\u00edculas \u201csoporte\u201d, part\u00edculas \u201cmensajeras\u201d o part\u00edculas \u201cindicadoras\u201d. Contienen o son intermediarias de las cuatro fuerzas: electromagnetismo (conducido por el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">fot\u00f3n<\/a>), la fuerza d\u00e9bil (conducida por los vectores <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> intermedios), la gran fuerza nuclear (por los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>) y la gravedad (por el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a> a\u00fan no detectado). A finales de l\u00f1os a\u00f1os setenta, las fuerzas elecdtromagn\u00e9tica y d\u00e9bil se unificaron en lo que llamamos la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a>. La teor\u00eda electrod\u00e9bil predice un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">bos\u00f3n<\/a> masivo denominado part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> que, tambi\u00e9n estamos tratando de \u201ccazar\u201d.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-PHMpPLnTfOM\/T8fQmxpUxNI\/AAAAAAAA85Q\/knsJyqe4Q3Q\/s1600\/dibujo20120530-massive-ew-%3Ca%20href=\" alt=\"\" width=\"580\" height=\"218\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Representaci\u00f3n de los tres <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> intermediarios en la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una vez descritas, muy someramente, las part\u00edculas de la materia y las fuerzas que rigen el universo conocido, tendr\u00edamos que pasar, de inmediato, al paso pr\u00f3ximo que estar\u00eda representado por el \u00e1tomo que, hasta donde conocemos, es la menor unidad estructural en la que dividirse la materia sin que pierda sus propiedades. En el centro de todo \u00e1tomo est\u00e1 el n\u00facleo, que debe contener al menos un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, pero habitualmente est\u00e1 formado por una mezcla de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrones<\/a>. Alrededor del n\u00facleo, agrupados en \u201ccapas\u201d, est\u00e1n los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electrones<\/a>. El \u00e1tomo m\u00e1s sencillo, el de Hidr\u00f3geno, un n\u00facleo con un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/23\/fisica-una-clase-sencilla-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, alrededor del cual se mueve un \u00fanico <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a>. El \u00e1tomo m\u00e1s complejo que se ha encontrado en la Naturaleza es el del Uranio, con 92 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electrones<\/a>. En el laboratorio se han encontrado algunos\u00a0 elementos m\u00e1s complejos a los que se llaman transur\u00e1nicos, es decir, que van m\u00e1s all\u00e1 del uranio y que no se encuentran en la Naturaleza, son artificiales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_q2WG0s7RTcA\/TGkgYGE3VVI\/AAAAAAAABIA\/hJS2WiKmomM\/s1600\/en+su+soledad+de+Toni.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A merced del Universo, sobre el fr\u00e1gil puente de nuestra ignorancia y ante la luz cegadora de nuestras propias mentes que no nos deja \u201cver\u201d el infinito mundo del conocimiento de las cosas, de la Naturaleza y de nosotros mismos. present\u00f3 <em>\u201cEl Origen de las Especies\u201d<\/em>, all\u00e1 por el a\u00f1o 1887, Thomas Henry Huxley dijo:<\/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%3AANd9GcSQ2w31ihV2dzaXlIqofUelTr44IDsZY7d-LU3PSSOPI5hApaWb\" alt=\"Resultado de imagen de Lo conocido es finito\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Universo  infinito\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cLo conocido es finito, lo desconocido infinito; intelectualmente nos hallamos en un islote en medio del oc\u00e9ano ilimitado de lo inexplicable. La tarea de generaci\u00f3n es reclamar un poco m\u00e1s de terreno, a\u00f1adir algo de extensi\u00f3n y solidez de nuestras posesiones\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Como es algo que me despierta la curiosidad, con bastante asiduidad, hemos hablado aqu\u00ed del Tiempo, y nos hemos preguntado qu\u00e9 puede ser. He dicho que pasado, presente y Futuro es s\u00f3lo una Ilusi\u00f3n que llamamos Tiempo. Sin embargo, nosotros, los humanos, estamos condenados a vivir en un perpetuo presente, nunca podremos conocer eso que llamamos futuro y que ser\u00e1 el Tiempo de los que vendr\u00e1n detr\u00e1s de nosotros y, la paradoja es, que para ellos, tambi\u00e9n ser\u00e1 un Tiempo presente. Nadie nunca podr\u00e1 conocer el futuro. Bueno&#8230; \u00a1Imaginarlo S\u00ed!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-DJo1wxvXAC0\/TaYnYaVjmCI\/AAAAAAAAAWQ\/VGLS3Gro0rU\/s1600\/palms-clock.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/-DJo1wxvXAC0\/TaYnYaVjmCI\/AAAAAAAAAWQ\/VGLS3Gro0rU\/s1600\/palms-clock.jpg\" width=\"804\" height=\"603\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta misma entrada ha sido vista aqu\u00ed en varias ocasiones pero, lo que representa, tiene el derecho a que sea divulgada una y otra vez. Se trata de la historia de intr\u00e9pidos viajeros-aventureros que con su valor, hicieron posible el conocimiento de nuevas tierras y nuevas gentes. Algunos ten\u00edan en la mente la existencia de lugares maravillosos y no se paraban a pensar en los peligros que tratar de descubrirlos conlleva. Otros, buscaban tesoros y no pocos sal\u00edan en busca de las aventuras que esperaban vivir en asombrosas situaciones, lugares y gente que ni pod\u00edan imaginar.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/picasaweb.google.com\/LunaBruna1\/Mapas\/photo#5071602685472658978\"><img decoding=\"async\" src=\"http:\/\/lh6.google.com\/LunaBruna1\/RmHzxZ2D1iI\/AAAAAAAAAFE\/wONuxIe9ML8\/s640\/El-mundo-seg%C3%83%C2%BAn-homero.jpg\" alt=\"\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Parecida era la concepci\u00f3n de la tierra representada en el primer mapamundi griego del que se tienen referencias. Hablan de \u00e9l y lo describen Her\u00f3doto y Estrab\u00f3n. Lo dibuj\u00f3\u00a0<strong>Anaximandro<\/strong> <em>(ca.<\/em> 611-545 a.C.) y sabemos que el mapa abarcaba todo el \u00e1mbito de la tierra habitable con todos los mares y r\u00edos conocidos. La tierra, seg\u00fan la represent\u00f3 Anaximandro, era un cilindro oblongo, dos veces m\u00e1s ancho (de Este a Oeste) que alto (de norte a sur). Se distribu\u00eda alrededor del mar Mediterr\u00e1neo y estaba a su vez rodeada por un r\u00edo-oc\u00e9ano. Esta tierra cil\u00edndrica y oblonga estaba habitada \u00fanicamente en su disco superior -al que los griegos llamaban ec\u00famenos, diferenciando la tierra habitada y habitable de la tierra-planeta-, y permanec\u00eda libremente suspendida en el centro de una esfera completa que era el cielo. No se ca\u00eda, porque al ser equidistante de todo, no pod\u00eda caer hacia ning\u00fan lado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de los aztecas\" \/><img decoding=\"async\" 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/+NW1PDlQwZVfeSIHy\/pjT6+GNwwmEI9y6ZH2Oojqg0\/MofTBw0VCagf8AzryKH8tXyr4TqgqpRRMxkQY\/vAwPz1yl4MrMxVUXGGicSJ5+Hj56bZtGLS4SjqA6hUZafuZ\/w\/l\/pp19oDx\/pq5VvAu4H+6J9oI+WmF8K1U+Ki4\/5TH5gfz0cVkZ0KB8C7RBqe1IVbBlg8E5UEKTx34bGYk89h3VblqBkHoAERIJiIJtjMD\/AA1aq+wtEHkA4yIP+SdD\/wBSv5nGPtGBn7aiN7SblFkhdaw95J7YeKabkHciozKFCFHamxA4DFYnOZ75kGdE6XiukE2\/mbp3DAioAINOJe1AEMAgWnMi0EE41Wt10s4j31Eq9PZe3GlZdi0U5vpfq49K82vqYhYi9kUq9foslhVZY1FZwoBqrPx1FyJKgSDgmTiBFUQkoVIK\/DBX0sYyuCcqeY7EKfcGaduCeI9z8uP5aeAEAAcE5nkQO0fLmdacGz4YhZoySklc9\/OKB1Fki4qyKfSvaDLEKCkCZK5HLA5AOivROveRVYCkAlUFXhmuK8yC3DcnIiCMdyqu3mSMEjtPHsc54Ghm52ZA9vn89RNQNc0i2StHV30Oa2jwz0imKIq1NxdSU3IoJVAZBDMRDM2AfLWAIhixAIzvxp4apVnfeLWqBLn824CoaaBPTapYGCwAgH03YACZNeAdu+6R6BNrJDqcmJEMpyJU+lgJGQTIk6uh8LbdqVVGJaFioiiFZVMleMwQYItzEzrmpIeSeY+CfEzpefx1818zbisztc5JYxk84AA\/gBpKnpm8CTEZnA5MDjMfnot4r6am33NalBBDSsEFbTJ9p+ErH31D2+7pinVQ08utOwiwlXU5JZlLBWBbCkZtmQNL5I+qgaWlpa8pS09XoshKMpVlaDMgg+0aZ05Jt+LBPwz3A5I\/5jB+uvLyuX6NunlmrVrbiq2IPd3\/APGP+bWn1tjSpWqWb0kC2GYyD6oeSYk8sIyJjVe\/RvsWp7WmwXkmo0gHB4AnElBicCdP73dGtVIgj0lzAJIVFwzxJzdTJPyieTpKsJsAAnYIQ\/I6J2n0Km1RCGqGwkU5YYuDFmaBBa0YIgBjgezNToZQkSBjB7j8vlOpWz3LVNxRtRStQqZJK2lQ1xkcTLN7ZtgjOrCNtQDTWa4z8IMCTkZ5OPaNO08rhcoWFpJFtCq5Q21NDxLHsBOfaNTF2zkTCoJzcYP1jkjnRjfdZpKoWkiqvyHI7gx\/XVa25asSUkqMEqLob2LDCnPDEaZxki7sutWtZENnTpFiC7OAJMQo\/wAR+elR6pt0JPkqc4u9RHPc\/bTu18I1kFzsgB5uY+n6hTB+xP8AHRTp3hiiyGoXYkn8AKAD+6GF2cd\/p20J80QJFyVAJshreIaxny6fp5wMD7\/bQveeKKpYktAGCJGPrBxqxqm0NQUG2hABtLP6vU0QIc3MDPKg\/lOi3lU1DUGpXJ8LKiAKJghix9Uzm6cH56XFVGNGqxa5UrZb\/dVIKKWU8WywPJxaD7fwOprbqqcsjjE5R+B9tWnpu129Ix5dMqZN5AYzOZYzOec\/PibXOrbvdU3IoUVKwINsg+5JDCI5\/wBM1kqrDFh7hdS25NrqsLUJxOe4hv5x\/DXprwsAExHGdLpdWq+9Bpt6pZshwmexPLCARHaF4nV1s3f\/AOJR\/wDQ\/wD3aFBWOkbcN7reoUyc02VN8wvFOorZBGLrpKkStpBkXDjRTp3U3poFp07VOfSpaScAz3JxznjUHqfUzUqFXdGZTbaGgXKxAKqZIPGef4ad8PbsNVsTyC7D4GKkAATwuQcAfTVBVh0trdCI6BwZiKn1epsfjLD5H05+mNeqfVR8KufmJ\/z7aMHZHBahQYgHge\/MSuqn1feFa9oVQq\/FSVjwMtkRdInC8R37NPqWxi7gl287II+nWVAAaGgZu55\/w1Gq1dqx9W3pxiYAB\/hE\/wDnXOj7WhuRcEamQAY9JGf7wFxImCLuRqL1DorXW0WBgGYBEx7XX4HciBMAScA8U8bm4m6Hh7CqW2NivFbpWwbI8ymT2Gfb3nTNTwlTafKrox9jgx9tT6XQGt\/tJYBeabIJ4PcwMfOJ1Ep9LrHJoyPdSp\/qCfsNOMn4PPahFrUF3\/gqqgJtJ+Y9Q\/gZ\/PVe3XRGHwgd59\/lq+7XrTU2tFWT+45zwOx9QxB1Pr9boVAFq0bvsME8xmRnTkdbM3pSslLG4aLIqm0Kk4zpv9XDA41rD+HtvXE0ahB\/dcT\/AIH+eq71LwfWom4DA7qJH8OB9QNaEe0mOyOR6Vnv2dY3ao\/RaXk0UajhxJVxF3mBTClZ9Sk4IMcgA86Mruz66jeoMxU+hpLAclYnIBHt8PtqLtaIVFjMhpifab8fuxz89S9lvKdwo1Egi03iGuZlWW9SwMsFhZ7Tg6wasjlC4nMlPshJbZo0CyH9IWwrPualQglEpBgVUkEKUQlsCJDIboAyo0G6F03cRUNMlVena1tjE03iQwZhaDAyY1qH6SOno1AVSobyWSpCkZpMBctyn4l5xA9K6iN1WiKFKoaoBCmIgK9q5bC4+FQSTcSwiBwi217dacLbAKu0P0b0yoLb6CewoMw\/O\/S0EXxe4kAPEsf7VhFxJgAYAEwB7a5olm8UEuduCrgfmRJPvOPnz\/PTyCl5TEs4rXgKoAsKEG4lpmZjEcHTYQsQFDMxxESSfYAfbS25zHpE4lhIE98An8s6orBfQHQqK0KCliAgQLn+6on\/AE1C6Km2bzWNP9m9exGcnIEAZZsgMYGcSABI1Vut9S3FcimqkJTM+m5gJ\/EYXHt\/iYGp3gve1rkWsIoqGpBshYVXdiXMAlWWbhnMngHV5Im4cRIv5FHbMS6wvZWKp1apTpLQCh\/KmKlOCyrdjzE+OkTcB3mCTGotDp9Vl82s67elfbc5BefYISCTHbB9gRqRU36BKO6qeYKhtUWpTcSQTTYLUBVZ5kEMODEnVZ6h1t9xWqEsahBIVm9m4hYCqRJBjEgwSDOl3TmNtmorWFxRTqXVNrRIVaQrMZAfc+tX+lAdwCM+nn7DvQ+oimsVKSuFEK9IlTT4j0XBSJkxKg9550O69039a8lmAphVEOBnLEWgjJ9KBu\/xZYc6mdV3SU9uQm2VbiAjJTIVCO94IYMZwAxiZDZxlSVUpDTa5J7vYTDWtOQV16f1hWRvKqefBZgpxVRQBiwgFyZJ9M5aBiNDN\/1F75Ja9fUSSV8se5vg2iCYtkgZMGBnr1jUMsBeMhlwV\/4SDIaTzJPGe2rF03xTU9K7pFropYqWEVVaLZFRSDxIJMk++ruu8a2Pgo5KyMt10qxz61kSPMJBlxbcObinvMsPbUrb9aeoYRvMS1JXn0m1hKsf3Wg8E2mJmdQ+mVdtWEUCjMFE0qiKKoM5CIZDAEz6WAAY8mSCadPorIcCm2QWRP2iziSBlVEgyRbj56C5kg0Poou0GxCm7Pf+b8yp7EKoXEG4y2OCD+IR9THTd6B6ZDU+PkuAcT+GCJGY544pnR28qoVeWlBIgIrPLS47qSougycgCLW0YO9qVVLUyEphhJGTPKgFmC3GVm1TM2yeQWKeyo5mdgrfR2lNCWVFBPJA7fX\/AD20H6v12kHWkagRGaHckhQIJtuH4mCmBIPfgQ1bo76rTU0hWcAzc1S0imTc1oBj1mCq0wccHIhQdeoXx5dYKINtlKrDWgM0tmWtk40Y1F280WTVPRY3Xeffv3pc03h6s5dqG+pBWZmp+p3AUsYH0AEQD2OpnTujVKdUNuN1RKeogGqZDMCEPqVZjOJjHy13w9FqiGgKhBgL8ShshcA+s4Goviqlcki746f4A5+GrwCR7DvqvJxtGINzGasJnvfyZIsctBp6q59D6stZYkXrhoMgn5Ec8f5zD\/8Asul5nmWer+EnvHE6zLpNWsrqF80EQKZNEU0XLNaSGOGZhnsQOMkWfqHXq9RFNFVjAdXVrr8kq6ghgI7AZ+kjRo52ub\/EF7e+9L1FI6J\/MOSPVdzefLpCB3IEAjiZEenBA7sRjAJ15WgslGKiTIa8q+MAwAOMwAYHt70vdb0q4C1GDPzDspMCDJHvaBGAvbgDXmr1yovINvKgupVSIJ7DB9QIkx2t5MNr43ZJd0LgrvUYw1I8nAYupIuxMGDPeP8AIHdK6cKVUsKtzQVs7kzJMuSTAEC2BJJM4iPT8RUnlXIUBQb0FOy04yGYuI9XA4mNEt\/vwoDCpYggXEhacxMZBJkRFq+2cjTTXNfzgboRDhkn\/LDsVYRP4HpqR88xB9+ffQnfbHbglqZIjBCFfK7xczC1eDhY0I6n4qFsKPM4mRZTnlopyS4Ps59zoXW6pcJqs3EABSwHsFC4AH0\/w0F+0o4zhYbnoTTNnTFuNwsPHuRHo+6qVjU\/Zj02x5dQEsCSJCsFbGJIkZEE5gpS65VQwWJg5Vgbh9QQGH31SJuIqGbVLOJwQqyLhwTyBggiTMQRowniIwA1PzlXMVCQ4nulUZmP3pM4kc6vDtZtv8Q225TLs4k2hOLK6se\/bzvKtUBmuVyFPpDwC0jj0l+e\/wA9VWspPmv6SUrKrDhrURFAhRhQQD6ZA9eAcGVvepC1TRrPS9CuUemnmklitqmo\/l8gAZckmAWg6mbxRSo\/qswaivTV3e9jXq3tbczEycEgYlgATOtHCySxaclnhzonG4zT3U9qm421QMWPmh1Ek4USuO2eZEa+Z6tw9DE+kkRPBnP8RreumdbenTprWMBqaNB5RjhgQfhzyO2D31j3i6l5PUK9hgiqXUjtd6x+U6A5mEkdKve7AV3p\/Xkp01Q0aJju1AOTnuxcE6WgbkySTJ0tDwhVxFENzWNe1hTWmKVNFdkBzBt8xpPxEkcfLT9PpRr1mpbYrUSmpPm2mmPLX4qjAmRE55MDQ+ntv2ZqEwJKrwbmESCJkYaZiNTOmdI3DvSNJTL1VpI6nHmEAxK9wDJ9s6uQVAsTZab0enFOgEaKriGW4q2RfxEQD6s9xbI4J7f2tbRoiES4moVl3NufikBRZJc4JEcTIvxlRTY7YIHFU1MU6repw8RVYOSYYEAyIIBgZA1U9t1WrTmotZpKFZaXEP8AEIJjJgn5qpzGswte1+Jxvfo95LQaGkc0Kz7npYOzWkhqUxaKge1mWi6sTTDj8Aamzz29K+4DVroHhuor1HqXg0w1yEGHfBUgr8ShWVjaZ9QH4hNv6R+kixBTXbpycq7SWPJIKZYn8zqpeKfF9Sgw2tMI3lWlnZQTfaoBjiQqqJiMYA73e\/HzG6oTuZqi1ZismHM+m60cDtgekDsDA4j5DqvVa1ZFp1HVludVWbmgYn1eqYU5BJMwO01yv443TfuAe1gP\/unTNLxXXvDM\/Aj4FPfJtEAn\/D76CKaUi7mi+7P7KvxBGiNbjbPRUEVUZiYCliCo59XmhfvaW9vePLM9QimSlMESGqOFR\/eHEjgn1fDg5nTHUvGbWkUataSRl0ogR3wqnJPaT9dO7Tx3CP5lO6p+AAKEHuWJlj3wI\/pqwjn1LB3\/AGRTPoL++71XnY9KBkLVJZQGupsSAcQRGSoJBkcQeMTeK3VN9t0pJuNuu7oOC3mAvdTb4Zeqi4IEGDJ\/vYGqp0HxyhqoK6hFOHqAAkAAxAVZ7KP5BedXzw54jSsHFKl5NM1D+1aox8wIxAZcKbSJErBkxMA6oXStcTILDr4q+MPyCDdOLVagpIXKsAC5QemCWnAkAD0gEgkhQYOrR1zfhVNOibUoKSzufgbAMkTdVJYAexY5kynKgqWgLVNAPczEE+iiqyxBMnHqIk5uBIk6rW665S9K0qlehTWfSpUyxMksfMW48DPAUaA3DYkb1o0kBlcCBp7uddd2o48DJ33Vdu5tp16a0RFqVNuXM2gFmNpljE4PfUS6hBJq7Y\/Xb1wP+mnpodXn\/wC97iPmiH\/+\/TtHeXsqLuKjXkLBoJBJMQT5p5nmNWuPf5Wu2J0bcr5e\/wDTV96bTK+lfwqqwMCUAXuP7uoPihZoVC1pwhN15UQ6LnyvUYv7fy0V26gmoQcFmOPmScd++onV6Z8mpJFvlk\/CGAtZH+E84Q4OnDoVzELrStPSPqqCaVDuNsfp+uf1OjfTuoAkBShc+XTtTzR5qfCATU4qLCWtIOO5gEO+5pH\/AHo\/\/S0f8ddaugErWWZ\/\/LUwRHcEKdIh1vY9V08sPKCxv24z\/wCVZusUPMorW8xmjD4+MfhLACLwMOByBd8MaEbDZqWirW8kBbiGDMaiuJBWnFziTmDIODjJn9L6uCCEqeZUgmoCtiOpMFottkBxItPpDn30V670Fil+VYf25JtBFpIf9m0xdGVgRdPEaIYQ68gFzw3deW\/o\/K594MTuTfcDqz8QMuGXohS7ynS\/sKTFoH7WsxdgwMk00EBBkDtxxkyK33UKjG6qzOx\/ETP5e30GNSh5XkQUq3mQGU0AlSJg5Eg5+EsPtqFvqlAtbeVkDKEsgc8g3TAEfT1H5aUlL32bjBB3DT36J+kkhiJPJOJG\/U\/ZRH3Y4jXF3rgMAR64mRMgZAHtqOXUkEs0GMGmJ\/g2NcqbhHN0VFGAFULjB5uAzjMEj89UbBbMEXWjJWRGzHRPIP8AaU6avYlh\/wAxIx\/dOP8AOI1KRyEmbhPyn5fUT9+xkzqEz04AlgZHqtJY\/KASgAnuB9dTOkPQWpZVnyjNxMksYJUEwAgvCiFB55GdFbBjOFx\/KSnqmxuD44nNsc+bYFvrwRrw1vbXKRT9NMPJRA11SotNSzRJgck5YgE6lUXTfmkiVCjFdzYzwod76TzaGJko9wthlzmJGpHh7YUigrbevSKGoWK+YC9UIHTLEiyCxdRx8AkfEahvtrQorRO3qXOF9TIRIsP7NgR8LEZt\/CR21vcu+mhBccRGv26lhRUrK2dzWXbfTfu38L8c0Z2e2qW1qPlwaSgi5gbQLh6Gab1a9SG794Mxlnj+gw3RqkqfNUH08C0BSP8Ap1ptWrX3HmV6bGo+EICQzen1FlvtUW3RBzHAgA431fqL13ufFsqq\/urJMfPk5OTqvKullL7WHhpuQZoRC0MvcjwPBQdLRPZ9Br1UDokqZgyOxj+Y0tXMjBvSyg+ZjIBM8kmYjjmI1bv0R0Luq0D+6KjAe5CNH89VEDVt\/RduxT6pQYwAxZPlLggfxOm3Rm11DPmVr\/TpvSBtadlkg1LZEocgj04zdyD21nlLq7WhIx\/nPsNad+nLpjGhQrObnT0llW1SCc+ksYyV7nWf+Cq9FKtI1CzuakCkKdw45JiSS1oAHtJ+eZKQIy4i9k3E4h9rruyL0nerV9JRRahBk1D8AtPthz\/dA9xMLxlSI3dVs2uQytGCGUMIP0OrF4y8RUTXpMlD4KpqF2MmoymCo5Fsr2kcR8zfiHebbd7exVZGYJWckXeVTcEhwAYK3OAQskScekDSLal7HMe5h5wt1ae+22qu+IPJs7RZNpaf\/VWNTy0\/aNcVFgLXR+7iTP01dfDv6Ld3uLmqAUlSLklWrZAIXyywCkgg+tl51sXCTAJVD1ZPD\/gfe7sFqdErTAku4IWPkACzf8oOth6H4N6dtXIpUv1qoABJF5Sp7lyfKTEYAuB+w0e3dYeXezofSiKtN\/wsYF1X+0fM+wJ7HnQZJw1pKK2K5WbUf0X7aiGFfcGrWQBrKY9EZkVAPWkCJYxE94I1ZOj7epdZTQoGRQyFy4UCSW9luJZQo7SfwxrnUN2tNCrNeoGaa2ge2UBCj2kj66p256rW3LeTR27o2PgViyBhPq9JiO+Bgg47Yz531bgGjLpTwhETczqrj17Y7w1bxU8tcKpR3UxgkNZySQT7ai\/qe9HG7rferV\/7jqT0nw+\/kmpVNIkgRTKmorBsLi5T6iHtJDD4iBgHRfadBQIAxlpJ9OAJPAGcAY57aXq5hSAYzruH5R46iYNwsIsP7R6Ktf7N33fct\/8APrH+mndhtd2tRGasSodGa5ncWhhOGGR8hGrPuNgAAFXGeCAZ7duJ5\/hrwmza3IBJHAKqMngxTnjM++I76FHtCMtD3Ot761d1ROQRze4eicoV1CAOSpI+cAx9dM72t6GCNLFagBIJGabgSczkiJxJzod1hDtm81DaarqHqNa3CNCgEQB6QZIb5QSSX+k0fNBrAi9ggex4EwrcCbSQQSJP2mBoCtZyYkxDCetIYHYrb0AG23w9v\/TSP\/068Hbb4nhfvTo\/9mrjVpEET5nDcMIxMDAHMCOeflqYNqIiSfv\/AIaWfWxssS\/I9vmnvi5\/8rP+oVFobTeXBl8kMJAPlUAQDIPq8vEgnv31cdlV3J2cOpNSmCosqf2qAcEqZnt74+emendJqhmN7VIn9kWbK49StfiIItjJK\/CDqDX3NUV5pG6lUAMCoykLABEA4YMrAzBGMzw8wkMx4rg8EtPUvmOFwaCOAsg9Lww9a79WqI8HCMrKxW0MD6iWVfiAapFxA99BN5talIhaqNTJGA3B+hBIb7E60inRBpKB5jlJANwDL3nzG9V0FZaZ5+\/qpuzIpV0SslgCo5n4iASwC2EghSCRPqiROSupoXtuMk3T7cqIzhfzh496y4nSnV43vg2jUgbdzRq2yadWbWYchFJZgO8o1RRx7aqfVOj7jb5rUmVTEPEoZ49QwPo0H5aUlpJGZ6joXQU21KeoyBseBy\/KhE6J1uj1UpiqY97RJIXGcCMTnOBnOhXOpA3FS0wWIFoMAEDIgGQQcxgziexOgMbc+\/VXrZJY2h7HNAGuLK\/RoV53VcsqEyYby8knAW4HPeQc\/PTJbXRXQqBYBiSRarXnDYUWwoAUAqCbeYMkrvU26UV8vFUvI4cgT+\/i2BggTB4GQ+jyMF8ys6jrCxjWhhs9xLdLAHx6bW0Rr9H7BNw9NiV\/Z3sQYC2MuCfeGM\/UjtrJP0gdOG36huaaiFDkqPYN6h\/A61b9HNMfrFWoQWVKVpAW6b2HYc4Q4+es7\/S7Uu6pXjgWL\/6VAP8AEHWtR5x5CywtrC1Q\/O+nfZaX+jHaUz0zbkjP7T\/+R9LWZ9A8dVNtQSgoMJd\/1MW\/+rS0u+mkLibLNxKt1XmBCraLcCJyTJ9znn5DRDpqEVke4pUFQHItzgiI4mfaIj31DpEDkEjEiRnOYxjH+e2pe83z1BDPUKhmZQ7XWzA+I5JhVE4+Ea6zkriwSmLO63jqW2o7\/YMlMBaldXeAM+asLUB7BgfTBPtr50rU6u3qFTKVFxgwRI9xxg62rovWauyio9NzSqBTXpAeunUgDzFHfsGE8AHOdCuqPst3W\/XKi07FYk0yzJI92KmSxIGRiZ5g65aOoaW3PUegjd71Wq6nc481Zd0vptfcN5dGm9Q+yqSB8zGB9TjWl9C\/RmWKHqdR6apSkKglVpqeKlcLYvxExJMZnV0\/2xRWm1LZbcPRdQsOiptgDg2qEvrFrsxKmPiGoNWmaijzWFa20CmbUo044C0QSuGAAuuYdm7aJLOxp6UENRfoW3oUKdNdlthKmWqUyVotgj1VXF9UZ\/CCJHaNEdxRZ\/7WHBksikokx3UCX+dxPbGgdPcPgo7UyQboNymJGV4mZzg49te6niBTTJEVSOGouLhkDIu5yIBLExwdB5XlMgbdaIAjPoaESp5bgYRSCF4\/D27cRP31H68xSlb5fmFo9YBLSDI+FSew9RMDkzqDsOrUGHqDVCn70XrJnvBHHy4jtGptDrFGAiwjk\/CVZo4GeIkQAeJ9+9jC8ix3qRkUC8P0KjOrs6lVmRVSbjlSB3X6niODGrMgZ\/2JKBQYqFZCuT8FIGOWxcYwMDnUXe70fCVRqjm1BH5kyOFXJ57cTqVRYKgpUywdrgWum5SQXrECcmSBP01ENMIm2CvI8vNynqj+Y0\/gSQouJF34iP7oPpX6HA13y9e6\/UKSAIiFuVEAmCIEYGcSSBmFbB1Fet56MtIFagE2td+6D7RywGT\/AB4xK7Z7qiYucQd2\/u4IjH2CdVZ4IP0+fGvflHQ3Y0HaqoAtAPrJIJuIQxJEAjzaoMcx8IwRZf1Vf3vy0udgu\/pzUmdZh+kPf0qZHxNVlAU9UBQCbwpwwhysjgmD2izeGkb9XQ2qqEAoBM2nNzE8lyS8j97vzqTv+l02ru1farWCeVTQwSxSs6LPfCzVu4BUkHE6I9G6XahJe65m5PwhTaqADAtCgEDvOn5dmudStiAzCpygDy6+oHv31JiNeguiVXaC02mWAwPc+3OgZuHF990HOMEj4jzHlkkRPrgKLgRnDYEoPOKvy4KltRPxAAsvAYYYHlTPZoj6we2qz406fUKCvtiSrk33ELDGAXCoOSYpsDaA0Ex6jq3\/AK1TUhGYhsAiJgmOSuJlgMe+vFexXCkTRr\/3VyxEshDj4aoGfmDnOtvZ9MWRmFxuPogSPzxIPsaBWkoKtMDzFyYaxQQLeYtA4JwdD+oVYepHptcBSIIAIplmtHBD0zzklTEkgE5T3bUFNJmICo1RC0FvLGShzF6AgTOQAeJ1Vlp31bUZPMYvbTEG2s9xcyRNvrJm3gOc9m52YQGhAaSDdGae2WvWtYEool4k2ggRFoJNQ4giCA2ODol5dakXdRcoBApbg3M1EEXW1c1FHBte+cDGursv1WibIukG9swxwYBBbgkck5MkSTrxT66lrAkuGmbh74KgZnhhbngjTtPA5rAFR7rm6r268P7LcWLTY7esebiih8chVFjyREUysSTHbVXO23WyrMEtci4XUzeokckAhkMMCbgFzydWHqIbdm6mgoj1C+wSy5gBJjvcGxkCQeAT6btqu3VjRqF5WHWrJLAD8FWmPMQ+0Bh7KCdClpoJbtfr0eaPFtSVgwE4m8Dn3fZZ7ud41aHYCbQuOwBY2gSYAujnt8zMZ2Az\/Lk60Xf7Lp+4ZRUp\/qlc\/EXawtAwQwBp1TP70N99CPDnQqNPcpU3Dk0sGizBVWoxkqzA5XEGIjgkiY0pJs5+MXOXktyn23TsgIYw3G7Xx+2miP8AhjanY7IVqqgFlerUkwwGPLX4c4Pc4nvr5+67ujW3FWq0y7sczPPz1uHiXrH6wsKxfbbcM1SqYHnugkABQBZ9ob2ggnCqhJJJ5OT9TzrapGAyPYB8oH47AFzkzy5oe45kk+Kj26WpFmlrR5BLY06nGRjmeD+ftOpfTTSFRTXV2p9xTZVb7FgR9tRbiQASSBwJMD6a96da26Cr\/wCEOq+aKqFna1iymo1z+WeJJ5IgDRLbeElFZqiUVqhILUyS0XEkmmpwcqTH94wOIoPhrf8Ak7hGPwn0t9G7\/YwftrV+mdRFNnFxQsEhrXZRBYnCA5OBmPriDw20YPhNokjJrxfwz8c+1blO7lqbpGXvsXlK6VFaCCRFwYZSDGR2M4HzHyOuUwJmPYTjECAMCAIGuN4XputTeAsjQ9WVYw7wSSFcArJ5OD2ELyB8OdcqV6fmtTlQxVmWPSQqn4QuRBE4UCDycleWGwu05dKEW52COmoKgen3iIK4zwGBEkdj2IPOQdSa7tUtYUwpBUhrybQDJCiASGX0kN\/GMtUd0r22VJICkWkhv6Nz37\/fUoHACxHHfsOARx2znjQyS27bKWkjJMVqKuxDZgRxLLIwQOw+mubel5SeZ5uFE59SxiMNmSQc3TLRqTVa+0MAR9Mj6EHjjsPtqN0ypTq7mGdbKEsaZdA1aspa1VuYAgAiZgSM4adMUxdewdYKAM8lI2vTtyAa9ZYZqdxAyKdEGShvCi48tknjEDTvT99ANRgFLAQGBUBB8KgnHGcdzor1yvefIBYgkVKoYzAOVp4wBIkgH25B01Ol9o7Y+GkDGtBO\/o6EzDAXtuUO3lZS3mRmCQALroBDCcgAp6YiBJPOQxst4FuguGLH1shLQuCZbNsn4rgBIAuJtE\/d7FHBmnTJ\/vIpkxjke+otLpIu9Vx9iXJPfP8AxfDLHMrIIkyCLbVO4FzgQeGvorOp3bkQpVRg3AMJkhqksSZkk4OSTlTEmOSNPpVc8P8AlUQf\/wCfUZdtH4m\/JP8AtnXncUGtlApIzBBzHb4sHTTNuUTt5HWPRUNM4InSJIINQibSWV5c2mVyFUAA5iDdJBwTPHd5OSJkmwpbceTa4kTzF0TPJMmmv1tgaaxTudlBW1gyCYZm\/a4A5u4++NEV3NRqppAoxXlwCUj3FtQz9yP5w+a2nazGXZdRQ+QdciyPrVfklv8A9v8AodN7rd2+s1GBXl3amEjIyQrEAS2YA9Rk8aimi2PUs9\/Sc\/8AVqPu9gzKQKhU4ItA5GRE8du40q7blDoHHuKn4Z64N7FVgthmAbgxHqXkguyhRLEAAAkyATdEyn5fkNSqMCzLBtEWkAfCMiQRcPtzGhVPo2QGLFVBiYBxIGVj8JzESSTiMEF2dMYtx7HMfnpR+3KWJ92gu4WsArCme4Z5KFueqpVU0yEFUH1WJc5qGFWp6ckFcEEGQew166RuitxpUGWqPS97Qy8EhVeCFi0ghcgCTK4lVqh27puaYwgK1FA+KkeY+akXD76keJQqKm6puDaq3XOs7igRMiclkJuHvkd9bVFWxVcQljbnwO48O1JyxujNlA3G3qVMVapPaVUeqDzLAKZifgAOMahrsKVJiRSFVFWIa9nuBLNmqxDT6Rk9iByQCAqMy3AzdaQR8MEGSCRJzbHyn5a8M3Elsc3HBJ4xjAIwT2M6s6V7tSlcds1G6Xt3AN6lFLSFL3FVaSJYcSQxAmAMcATMr0mYiICgHLQZJwCFCwOTmRxxEy2+4p0wPMcJmBeQTcJxE8gmDHGRgaF73rzsyihTuUdzIljwvEYKntPGIk6tHGbX8SqHnEkBG9wKdOmFcKUgKVb1XAQIE\/Ec\/XvB1Td10GnVamadJqe1BYqHAIYgrPlB5KqSQTkqf\/UpO9I6JVqPT3Naqjcs1FgbDyIvJERj0lVWeQZwb6\/ukqmkFYBgKlyKytA9PJH\/AA4+\/tq1Q\/koHFhz96dPuyLTx88X0VB8f7oUdmtJBHmNb9vib6zGfrrPNwlHy6ZQ1DV9XmBgtgz6LCMnHM6O+PuoebXCgytMlR9fxH88fbVcI1r7JonQU4x\/M7nHtHp4qtRKHvy0GSSppacGlrY5MJS5TI16B02NOKpIJAMDnHH19tDaVcr2iXEDMEwYEmO8Dv8ATWh+HuqCrREG5kNpJEEgcMRmJEH5Z9tZye2f\/Gp3Q+pGhUDfhOGHy9\/sc\/n76xtubO+Mg5vzNzHmO362TtBUcjJnoVtez3wrbZaKVKY+NKgZoJX1emOeCJI+g0xv+htRRF2gtkN6WMD0gQ7SCZkqCJ4gY0E2G4AKMDKXI0xPpDAmImcZ1aP9rU6tSoWYrTgBD5TFuRcfhwCV+scjjXIRTMljtJYbszwWrJGWOu1U7qHR6lSmz10LOpBVqC2MCxjnl4JBnB9I16oDd0R5dKpeRmyshaoAYB9dNmPAgFlxxMat23qUKd6i2D8DW1TAhVAPp7KDj5d5x5ppQLoLkZVIAUrUUksWkiQJYllABxInvplkgADQ4Ho96diEW77Kq9V649OmytRq0mODUNr01GZIdDk8ADBzPY6G9D8QeXZSFJINQwzOURmNwHn3LBAnIEDCjsNXne9FVa9wJQNHpUkIp7gDji3gCSx+gDV+l7aoilqIkqplRaxwMkqRPY50OWqhgAD2kZ7vQ+qtEw3OGx6\/srP07wnahis4f0jzJVhUAAzAAgdgCSR766Oj7j1KlZWKmJdGT6QIN31De2qbR8N2H\/4bcVqRJEAMYyePQVj+P31PpV+sI9tOsKqglYcKWJVirH1KDAIyZ0RkVDWDEAD1ixUOdMzUo+213SyPKSoREhaigx7wSTrwzVRzt6w\/5ZH5g6HDxN1OgSdxsKbHALUyJPsPST9te0\/SBa99bY16b22mWaIBk+lgB94nQ37Apn\/KO4\/lWFXJ1qW28UfFI+qn+g14bqtOJvUfMm2PrMa5t\/0kbJ6itfXQgEWegqfmQGJn8uNc8ReI9puqPl061jE5LUnkqAcBgpj1FT9iNLv\/AE3GBcF3h6KfjXDVqoPX6gphaz1RUuaFqK5YgRyrIAC5ZYMfhnAn0l\/BW7BqVqj1gwNoUuYbIyLH9QwoPzBnvrlfa0qjUl\/WqVRCVap8Kqgun03AFjEngcx3J0V8GCht4p7httUUIBfNNwDybRJIBYt+H2J01LQvki5E3F99u3TwQWS2OPtt4a+KNP1KiP8AeLrxR6ij\/Be\/\/DTc\/wBI0ZodX2VOT5lOCZEUrYHYelc\/XTZ8YbUvKVKtQxFiKWX6xzOlGfpuL+pzj3D1RDWngoiU6zfDt6vHJCp\/72B12n0\/cs9h8qmYmGcs1vvao4++n6\/X3JDrsqpIMKzArljaOQOSQNQK\/Wup1GZKdGjSZe7vOO5gBuPrpyLYVG05tv1n0shOq5d30\/Knnwy73U6u4qWkZNNEUQeVDNJ\/h99Vjrb0+nuiIi1kBLK3nFTA4o1kRWDjspNoiB7zJ3vTN2xX9Z3tQqwLBaQsHCd2uYZZhAjj7aj7Tom3SSQah7mo132K8EfUHTLpaOkvGBY\/2gDxP3VG8rIcRz6\/shPh7rrBXp+XMu5C0ybaZYkwvBCR+RUnNxCubnq1WRL06IILSa1ETnI5LHFxEBR6eRovsFSqxS5SCxWmkAhfUQfRZxMk5Ig6M9V21FGhkHqNpUfhEABgM4gDGc5gnTjJWFuJrQB05\/bwSro7uOLVURdsyuxerTfA9TpU9LNdarKXJMFGm85kQRBkrtAfNp06jo4IdrqSlAVwoz5htMPNoJm0ZAJ1YTtaDLBSgO63ACwWgWi4RPxCZj1fMy70p6dAi0U7YMsaiA2kifSOSLQcEzEc6o5jJXB7iCRopBLRYJ\/9YentaqOBb5VUpUE28YEESM3YPEQY1TeqbjyNs1Qn1sSqDuScFvoP4wdTeubumzVHXy7fMJZwBBVTAMjn4V+0aovU92Ny1VzVCrTX9mrBvXkCBGAYznsNW2fSjaVaA5vMj1PE3yHbbuuVaeT4eHI5uVa344+uvFJsFIX1FfU3K57GcAzn6ac3\/A+v9NRxrtpx\/EKy2fKpG925pVGpkqxUkEoblMezDkaWmRruvDReTO1r2GbVbBEOJGREwCMiZHz16d8KBAxmJkmT8UmCfpiI76jDXudItKKQuk6U64TpE6tdeVr8F9bCsKFUwpPoJ7Mfwn5Ht8\/rq9A2j2+msYbV38K+Jb1FCqfWMIx\/EOwM9x\/HXE\/qDZHONTCP9w8\/Xv4ra2fV3Aif2eiuRrQcx\/P+Ou7etMAH4mAH1JAB\/Mj+ehlCsO63DiLoz7gg\/wCeNTenqfMpGP8AeU575DKf8dcvHEBI3rC1njmlWXxKrmqoDwDBAAuJYwAItb90Zjt2jVXXotZRYN1V\/dyF9JE4BNAWiIwfl7kau253cVHSwMTEFuDaJgDuRLH5T8teTviFSKRXm6nKklfZSPST6jgcWkT310b4mPJJ8RdZTXEaKtbfplWVArVAJEgGiSRcCDdMgiCJEY+cameJ95VobWnYWNZmejeJkKJLEkD4j5SiRB9RI7QXPWWDGKZYSCAuS6sBaFwJNwJzgAj66c6nQettT5TMpJ8xbSVLC4uqyMicT+XfUxMZGCWjuC84k6qidG8PmlSO8qOodS6uGBYq2DmbpggNaFBDGMWjRPZ+I995lIFjazWW+VLEjkCALuGwDMKTPEy\/Eu+bcU6dMzSqh7rb4DRMdw88GIj3nsC8OmvXq0xQqCmwR1aoVZpkFpsLWkepZ7A24ONU+JY6SzSiNpXlmLQLQRvlqKh8m5XJi4KRAkGQtxjAExyRxry\/SaJOdpt2Pu1In+Plal0KTUvLVULKlMKDKj2nsP3Rp9a9XvS\/KoP6gafbklSqv4grbXbWj9SoO7BiFCqgCryZdIPPABOie32O3ZVddtSAYA\/2BnIER+z9vbU\/d0hVAFTbK8GQHKNB9xPGh\/iyvuf1Wp5NJroHwMCbZzA547fXXjiFyTcK5LC1oAsd5upVTbJTW5aFMxBgU4Md49Ht\/LQnxjtHaiSA4VvQ9tQhRTMgRTVokMQZGcDnjVS\/Rl1je1K7DyWaiLgxYhW4FsjgHEmf3oEANNo8T9QLU6dFDcQVFQJ6iHEWqCoMkQWYD8IPHOqFxdGTbPzVC0B1tyr2x8U7n9VpA1FYj4HVTe4ViFMMzyCFI9XOJ1ofT4ZKdQoA7IGJHALgFs\/UDWYVeqtTAY1UlrgbVVizrA58wJjAIBABGG4BtngTqVdzZUC2FJUhpMqYJIgW3RMRGARN2gwySCWz9Dpnn2jw+qu9reTuN3vVDev7ao+4rNfWAIYJD2BCmPScArcoJUkj4scjUSr4eqkXpXqNlv8AfFscj0s7L2XEYBMDgavj02vkKsqzye4WboGOWDR+WoqVvVIp+XBW6bC8EkcCT2ECCTOmnQNcblAxkKD4b2laiKaOysq2iSPU8tkyczcwk54+enPEp\/an\/hUffJn65\/lqdtqjMsmRYSbTMnIaCTAuAhfbmMcB\/E24HmOAeQvf3Glto2ZSkBXgF5EOG4gxrxvt56SqySQYE\/mT9p1Aq14Gqt17rBkoh7QzDt8h\/XWNsuhnr5hDH2ngOKcqJGQtxu\/KXiPrFw8lCIHxsPxEdh8hqvjXnXRr7Ds6gioYBDEMhv4niVzE8zpnl7lG3wwPrqMNSt98I+o\/kdRAdDqP3SpZ8qc0teZ0tDxK1lDB16nTYOuzrNDkey9g6ROuK5HBj6a8zqS9RZeidebtcJ15J1RzlYBXfwl4kVv2NcgEkWucA\/JvY+x1eBQIiDBEEEcgjIP5jWHzq1eG\/GL0Ip1ZqU+AfxIPl7j5fl7a5HamxC4mal14enp3cFr01flgk7\/Vaq+\/qNBaoSQZBISB\/wBPbXW3bkgmpLDg2rPfuEE4kZ99DNpvkrIKlNwy9iDx3g9x9PmdKqp7TOuYdPOCWucQem60RGw5gBE36pUBH7RuR+GnME5zbIMMc9s6OeK9y9Lbg0yyA1Kau1NbmSlPqKiDmBAwckaqG2J8ymCP95TkfK5cH+WrX4or1iq0qNNmLMCxFkWDJwzA82z\/AOdbGz5HmFxcbm\/klZ2NDwNyz\/xVuA7et2NrW0\/MIdm7qhCENeZA9NxzJwRox4P6mTvQXVKNN0by6eAFIIUWmQZPFrKDnjnUqp0rdFlYoWCqgVBTpCHVnJqXuxYEh2+GMNEGNTeh9CIq061Xb0qK0Q9oFrMzNPqMYVQpwAZn2jTMN3WuM9dPpdUe\/Ii+SuoOvU6FUFVpZ6MliT6ghxwvJP4QMe86fZFn+xn5wn9TrSaUoQp864ToF1Ja\/pG329L+8agXP90WnH1z9NT6SgD+wA+lnP56sHXK8WWAN1NaoByQPqdUj9IG3WlQNalRWpdg\/CFVAGa0RTYw75IEFiRkYi4NUPamfzUf11421QyylQv4gJBw0zP3BP31LhiFlQZLGdts9w7VECeW4pEioyOVqMO0kypkzJuJUaun6NQ1AmhUYXVFDgeom7NwuYBsQYUyYXtEamdQ6DWq7kVS6ilNSUub1SPQ0gjMiCGBEM0cA6a2Xh2tSVWqboHy2mLFIIlDcYiCtgaIjnidJxQvbIDw+iI5wwlGPETgOsEr6STBIkyADjkgTn5j5aD1MnMkjiWOJHzOMR\/DUvxdUh1\/4RH5mfzx+Xy1XTv49yfb\/X56y9ozObUuaCd30TMEd4wUV3G+KAku\/wD8x\/8Au1Xdz1AG5iT7ySxAAHYtOI0O6\/1I0yocxObQZY\/bsPn3+eqp1Dqb1TnC\/ujj7+50\/s\/YtZtCxeSI+J8hv+nShzVUNOMs3dHmifVuvsxK0zA\/e9\/p7fXQQa8Lr1r6Rs7Z8FDFycItxO89awJ53zOxPK9aQ1zSB1oAoKY33wj6\/wCOogOpW++EfX\/HUOdZtSf4pRo\/lXvXNcnXNAxK9lD13XdLWWEwlpHS0tWULydcOlpaGVK5rulpagKVYPA1Vhu0AYgMDIBMGBiR31qzDH+fbXNLXEfqMWqh1eZW1s\/9rtUPZH\/4il\/x0f8A3DVn8T12WolrMvobgkfiX20tLU0H7J6\/JFqf3G9ShbDe1CizUc47sff66lrXY4LMcxknjS0tOXN0BwyVmp8DTg0tLTwShS16XnS0tFUJa8nbo3qKKTxJAJj665pasoXRt0HCr+Q0v1dP3V\/IaWlqyoVT\/HB\/aU\/+E\/z1U945FNiCQQCQRyDPvrulrmqv+f7W+S1Iv5fsKzwOW9TEknJJMkn5k67paWvrwyXKHVehrulpaMNFUruujS0tXUKNv\/hH11E0tLWVVfulMR\/KuHXdLS0uiL\/\/2Q==\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de los aztecas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de los sumerios\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de los sumerios\" \/><img decoding=\"async\" src=\"https:\/\/misistemasolar.com\/wp-content\/uploads\/2017\/11\/cosmolog%C3%ADa-hind%C3%BA-4.gif\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de llos Hindues\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La concepci\u00f3n del mundo ha sido siempre muy variada para los distintos pueblos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pasamos a comentar hechos y sobre personajes que, en distintas \u00e9pocas y partes del mundo, hicieron posible el avance de nuestros conocimientos, todos y todo contribuy\u00f3 a ello, cada cosa y cada personaje en su medida, y, unificados lo hicieron posible.\u00a0 Hoy nosotros,\u00a0 podemos aprender de todo aquello, y podemos saber como llegaron a conseguir los conocimientos que tenemos en muchos aspectos de nuestras experiencias transmitidas por estudiosos de hace muchos siglos.<\/p>\n<p style=\"text-align: justify;\">Aquellos hombres arriesgaban sus vidas por saber, fueron muchos de los cl\u00e1sicos griegos los pertenecientes a este grupo viajero, y, a pesar del riesgo que ello conllevaba, viajaban a lugares lejanos buscando saber de matem\u00e1ticas o de astronom\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/universohindu.com\/wp-content\/uploads\/2018\/03\/origenes2.jpg\" alt=\"Resultado de imagen de La concepci\u00f3n del mundo de llos Hindues\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos hemos o\u00eddo hablar, con m\u00e1s o menos frecuencia, de \u201cSistemas Complejos\u201d, aqu\u00ed mismo en estas p\u00e1ginas, la palabra sale a relucir con cierta frecuencia y, no me extra\u00f1a que \u201cla palabreja\u201d cree una barrera, dado que, para muchas personas, \u201ccomplejo\u201d significa \u201ccomplicado\u201d y suponen autom\u00e1ticamente que, si un sistema es complicado, ser\u00e1 dif\u00edcil de comprender.\u00a0La naturaleza posee una fuerte tendencia a estructurarse en forma de entes discretos excitables que interact\u00faan y que se organizan en niveles jer\u00e1rquicos de creciente complejidad, por ello, los sistemas complejos no son de ninguna manera casos raros ni curiosidades sino que dominan la estructura y funci\u00f3n del universo.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/www.astronavegador.com\/imagenes_encuesta\/Grandes\/Nebulosa_Carina_20ani.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, no siempre ese temor a lo dif\u00edcil y complicado, est\u00e1 justificado y, tal suposici\u00f3n no es, necesariamente correcta. En realidad, un sistema complejo es tan solo un sistema que est\u00e1 formado por varios componentes m\u00e1s sencillos que ejercen entre s\u00ed una interacci\u00f3n mutua que, naturalmente, tiene sus consecuencias. Si miramos la imagen de arriba, vemos una inmensa y hermosa Nebulosa que est\u00e1 formada por una serie de \u201ccosas\u201d sencillas como lo son el gas hidr\u00f3geno y el polvo interestelar entre otros y, en presencia de energ\u00edas, la gravedad y otros par\u00e1metros, ah\u00ed ocurren cosas tales como, el nacimiento de estrellas y la aparici\u00f3n de mundos\u2026entre otras.<\/p>\n<p style=\"text-align: justify;\">Los grandes triunfos de la Ciencia se han logrado, en gran medida, descomponiendo los sistemas complejos en sus componentes simples, es decir, estudiar por partes lo que all\u00ed est\u00e1 presente (en caso necesario, como primera aproximaci\u00f3n, dando el paso suplementario de pretender que todos los componentes son m\u00e1s sencillos de lo que son en realidad) para llegar a comprender el todo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/educnet.files.wordpress.com\/2010\/06\/realidad-leon.jpg\" alt=\"\" width=\"271\" height=\"320\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>No siempre vemos lo que es, sino lo que queremos ver<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestra realidad es que uno de nosotros percibimos, entendemos y actuamos de manera diferente en la vida. Cada uno poseemos nuestra propia realidad del mundo y de nosotros mismos. Estamos construidos a base de creencias, y esas creencias son las que influyen de manera decisiva en nuestra realidad y en nuestra conducta, por lo tanto, son las culpables de que consigamos o no nuestros objetivos. B\u00e1sicamente nuestra realidad est\u00e1 formada por nuestras creencias.<\/p>\n<p style=\"text-align: justify;\">Ninguna idea nos ha llegado de manera instant\u00e1nea y depurada en todos sus conceptos, sino que, han sido ideas que han tenido que ir siendo depuradas m\u00e1s y m\u00e1s a conseguir esa realidad que busc\u00e1bamos haciendo que, el esquema encontrado, se parezca lo m\u00e1s posible al mundo que nos rodea y que podemos observar. Esa es, en pocas palabras la historia de la Relatividad de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/09\/nuestra-percepcion-y-la-realidad-dos-cosas-distintas-2\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> que ajunto muchas ideas\u00a0 y conceptos conseguir sus teor\u00edas que est\u00e1n muy cercas de lo que el mundo es.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Valle Marineris\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Valle Marineris\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTgaZsgB7kGprh3VS2Mu063ofBsOFOjQxnjx4RFsf7zOHqUKXeL\" alt=\"Resultado de imagen de El Valle Marineris\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQOGMqneYn8NqGgJxhSP24u_zZF6x4gpBJ8grbKfpaatbWh9zKs\" alt=\"Resultado de imagen de El Valle Marineris\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Valle Marineris es, de hecho, el m\u00e1s complejo entramado de ca\u00f1ones fluviales de todo el Sistema Solar con una longitud de 4 100 kil\u00f3metros, una anchura pr\u00f3xima a los 500 y zonas en las que la profundidad alcanza algo m\u00e1s de los cuatro kil\u00f3metros. Aunque la primera impresi\u00f3n pueda ser la de que la conformaci\u00f3n se debe a movimientos de la corteza marciana, lo cierto es que, despu\u00e9s de muchos estudios se puede dar por hecho que fue el agua el verdadero agente que model\u00f3 lo que podr\u00edamos considerar como uno de los m\u00e1s bellos y extensos \u201cParques Nacionales\u201d de todo el Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.seti.cl\/choque-galaxias-arp274_hst.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">V\u00eda L\u00e1ctea (como otras galaxias espirales) es una zona de reducci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>\u2026, as\u00ed se deduce de varios estudios realizados y se puede argumentar que, &#8230; Efectivamente, existe un par\u00e1metro oculto universal que crea la Entrop\u00eda negativa que, como por ejemplo hacemos nosotros al reproducirnos, estamos luchando contra la Entrop\u00eda destructura y creamos nuevas vidas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/k42.kn3.net\/taringa\/8\/0\/7\/1\/2\/5\/6\/nicolas3154\/832.jpg?5611\" alt=\"\" width=\"600\" height=\"339\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201cUna inteligencia que conociese, en un momento determinado, todas las fuerzas que operan en la Naturaleza, as\u00ed como las posiciones moment\u00e1neas de todas las cosas que constituyen el universo, ser\u00eda capaz de condensar en una sola f\u00f3rmula los movimientos de los cuerpos m\u00e1s grandes del mundo y los de los \u00e1tomos m\u00e1s ligeros, siempre que su intelecto sea bastante\u00a0 poderoso para someter a an\u00e1lisis todos los datos; para \u00e9l nada ser\u00eda incierto, el pasado y el futuro estar\u00edan presentes ante sus ojos.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/curiosidades.batanga.com\/sites\/curiosidades.batanga.com\/files\/como-nace-una-estrella-1.jpg?noredirect\" alt=\"\" width=\"636\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Inmensas galaxias cuajadas de estrellas, nebulosas y mundos. Espacios interestelares en los que se producen transmutaciones de materia que realizan el asombroso \u201cmilagro\u201d de convertir unas cosas en otras distintas. Un Caos que lleva hacia la normalidad. Estrellas que explosionan y riegan el espacio de gas y polvo constituyentes de materiales en el que se forjar\u00e1n nuevas estrellas, nuevos mundos y nuevas formas de vida. As\u00ed es como ocurren las cosas en este universo nuestro que no hemos llegado a conocer. De hecho, ni sabemos a ciencia cierta si su \u201cnacimiento\u201d fue debido, realmente, al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/16\/el-universo-y-la-vida%E2%80%A6-%C2%A1nuestra-imaginacion-4\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda continuar con el resumen de lo que hemos tratado durante todo el a\u00f1o pero&#8230; \u00a1Es dificil! &#8220;El Tiempo&#8221; me lo impide y, ya seguiremos hablando de todos estos temas interesantes en el a\u00f1o venidero que, nos dar\u00e1 muchas sorpresas con nuevos descubrimientos e inventos\u00a0 que nos llevan a ese futuro que nunca podremos conocer.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F02%2F08%2Fdurante-el-ano-2-014-%25c2%25a1hablamos-de-tantas-cosas-aqui%2F&amp;title=Durante+el+a%C3%B1o+2.014%26%238230%3B+%C2%A1Hablamos+de+t%C3%A1ntas+cosas+aqu%C3%AD%21' 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; 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Las lineas blancas trazan el campo magn\u00e9tico solar (Cr\u00e9dito: K. Schrijver &amp; A. Title).\u00a0Ni los 150 millones de kil\u00f3metros que nos separan de la estrella m\u00e1s importante para nosotros, nos impiden urgar [&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":[348],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11854"}],"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=11854"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11854\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11854"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11854"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11854"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}