{"id":15426,"date":"2020-05-20T06:11:18","date_gmt":"2020-05-20T05:11:18","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=15426"},"modified":"2020-05-20T05:11:55","modified_gmt":"2020-05-20T04:11:55","slug":"vacio-la-nada-eternidad-infinito-%c2%a1no-existen","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/05\/20\/vacio-la-nada-eternidad-infinito-%c2%a1no-existen\/","title":{"rendered":"Vac\u00edo, La Nada, Eternidad, Infinito&#8230; \u00a1No existen!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/03\/%c2%bfpor-que-es-curva-la-geometria-del-universo-%c2%bfsera-la-materia-la-responsable\/\" rel=\"prev\">\u00bfPor qu\u00e9 es curva la geometr\u00eda del Universo? \u00bfSer\u00e1 la materia la responsable?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/9\/98\/End_of_universe.jpg\" alt=\"Problema de planitud - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>Los cosmologos llaman\u00a0\u03a9 (<a href=\"#\" onclick=\"referencia('omega',event); return false;\">omega<\/a>) a la cantidad de materia del Universo, y, dependiendo de la misma, el Universo podr\u00e1 ser de diferentes maneras en funci\u00f3n de lo que se llama &#8220;Densidad Cr\u00edtica&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/buscando-materia-oscura-%c2%bfestara-ahi-de-verdad\/\" rel=\"next\">Buscando \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d \u00bfEstar\u00e1 ah\u00ed en realidad?<\/a><\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/elcultural.com\/wp-content\/uploads\/imgBD\/20190412\/ciencia\/img\/42216_1.jpg\" alt=\"D\u00f3nde est\u00e1 la respuesta a la materia oscura? | El Cultural\" \/><\/div>\n<div>La respuesta a la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; no sabemos donde estar\u00e1. Sin embargo, no pocos hablan de ella como si la conociera desde siempre, y, la realidad es que, no sabe de qu\u00e9 est\u00e1 hecha, por qu\u00e9 es invisible, y, cual es el motivo de que emita fuerza de Gravedad y no emita radiaci\u00f3n.<\/div>\n<div><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/img.scoop.it\/FZb0pTjFl487FgjIIp-wAjl72eJkfbmt4t8yenImKBVaiQDB_Rd1H6kmuBWtceBJ\" alt=\"http:\/\/img.scoop.it\/FZb0pTjFl487FgjIIp-wAjl72eJkfbmt4t8yenImKBVaiQDB_Rd1H6kmuBWtceBJ\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hay cosas que no podemos explicar y una de ellas es \u201cel mundo\u201d transpersonal de la Conciencia Humana en el que destaca algo de incre\u00edble aceptaci\u00f3n como, por ejemplo, la capacidad de conexi\u00f3n de la mente humana. Han existidos tribus nativas que parece que eran capaces de comunicarse sin necesidad verse ni oirse. As\u00ed lo demuestran las vestimentas, edificaciones y los distintos aparatos y herramientas que utilizaban distintas tribus separadas por miles de kil\u00f3metros y que, en su rudimentario mundo, no ten\u00edan la posiblidad de comunicarse y menos de verse, incluso algunas, pudieron vivir no ya en lugares distintos y alejados, sino que lo hicieron en distintos momento del tiempo. Y, sin embargo, seg\u00fan todos los indicios, tribus enteras pudieron compartir, de alguna manera, informaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-D6TADWzQkyk\/TrWjSV4Rp3I\/AAAAAAAAAAY\/XDVLrDh5nSw\/s1600\/Morfologia+de+la+neurona.JPG\" alt=\"\" width=\"370\" height=\"208\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En Laboratorios de nuestros d\u00edas, se ha demostrado que existen personas que muestran una capacidad para la transferencia espont\u00e1nea de im\u00e1genes e impresiones, y, en especial, cuando tienen una estrecha relaci\u00f3n afectiva y emocional con la otra persona.<\/p>\n<p style=\"text-align: justify;\">De manera inexplicable, algunas im\u00e1genes, ideas y s\u00edmbolos universales arquetipos, aparecen y reaparecen en la cultura de todas las civilizaciones, tanto modernas como antig\u00fcas, sin que los componentes de esas civilizaciones hayan tenido contacto alguno.<\/p>\n<p style=\"text-align: justify;\">No sabemos hasta donde puede llegar el poder de nuestras mentes que, de alguna manera, est\u00e1 conectada con el Universo del que formamos parte y, esos hilos invisibles que nos mantiene a todos unidos\u2026algo tendr\u00e1n que ver en todos estos fen\u00f3menos ciertos y comprobados.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"Ooparts \\\\ objetos perdidos en el tiempo - YouTube\" \/><img decoding=\"async\" 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\" alt=\"Oopart - Objetos fuera de lugar (HD) | Documentales Completos en ...\" \/><img decoding=\"async\" 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\" alt=\"Ooparts (objetos perdidos en en tiempo) | Mundo Secreto Amino\" \/><img decoding=\"async\" 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\" alt=\"Ooparts, Objetos Fuera de Lugar y Tiempo. \u2013 El Universo Rojo.\" \/><\/div>\n<blockquote>\n<div>\n<div>Ooparts, Objetos Fuera de Lugar y Tiempo.<\/div>\n<\/div>\n<p><img decoding=\"async\" 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\" alt=\"Mapa de Piri Reis - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Mapa de Piri Reis - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Geograf\u00eda: Nadie sabe explicar por qu\u00e9 existe este mapa: el ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Mapa de piri reis DATA:1513 Descubrimiento:1929<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em><strong>&#8220;Al verlo sabr\u00e1s que es uno de esos mapas de Am\u00e9rica m\u00e1s antiguo pero lo raro es que el mapa fue hecho en 1513 ya sabemos que el descubrimiento de Am\u00e9rica fue en 1492 pero si se fijan en el mapa ver\u00e1n las islas Malvinas est\u00e1n en el mapa y estas fueron descubiertas en 1592 tambi\u00e9n los andes est\u00e1n representados a pesar de que todav\u00eda no se conoc\u00edan igualmente en la parte de abajo hay una yama y a ese animal no se le reconoci\u00f3 hasta 1598 se ve tambi\u00e9n las costas del \u00e1rtico y estas fueron descubiertas 800 a\u00f1os despu\u00e9s.\u201d<\/strong><\/em><\/p>\n<\/blockquote>\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 Universo y la Mente - IESChNcientifico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTJW3xlG64IeoVwBJL0zurdOma4kMxNTYlm4L88hsE7US2wmajY&amp;usqp=CAU\" alt=\"Hipatia de Alejandr\u00eda | Hipatia de alejandria, Hypatia de alejandria\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cada d\u00eda la Humanidad logra dar un paso m\u00e1s hacia terrenos antes desconocidos y hacia descubrimientos qu, hasta hace relativamente poco tiempo eran impensables que se pudieran alcanzar. Los descubrimientos actuales de los mayores logros alcanzados por la Conciencia humana nos vienen a recordar aquel pronunciamiento de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/si-muchas-son-las-cosas-que-no-sabemos\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>:<\/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 Universo y la Mente : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Vac\u00edo, La Nada, La Eternidad,o, El Infinito\u2026 \u00a1No existen ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En realidad estamos hechos de materiales &#8220;fabricados&#8221; en las estrellas<\/p>\n<p style=\"text-align: justify;\"><strong>\u201cUn ser humano, es simplemente parte de un todo que llamamos Universo\u201d.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, por separado podemos ser una parte limitada en el espacio y en el Tiempo pero, unidos todos y enlazados como una cadena que recoge todos y cada una de las consciencias que aqu\u00ed estuvieron presente a lo largo de los milenios\u2026, podr\u00eda ser posible pensar en una cierta conexi\u00f3n real con el pasado y que de alguna manera, tuvi\u00e9ramos una conexi\u00f3n mental con aquellos ancestros que nos dejaron sus conocimientos y experiencias que, de alguna manera, conservamos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/ae\/Hanging_Gardens_of_Babylon.jpg\/420px-Hanging_Gardens_of_Babylon.jpg\" alt=\"\" width=\"370\" height=\"245\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/portalclasico.com\/sites\/default\/files\/noticiasimgs\/faro_de_alejandria.jpg\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0De los pueblos antiguos es mucho lo que tenemos que aprender: Los jardines colgantes de Bibilonia, el Faro de Alejandr\u00eda, aquellas primeras ciudades de Sumeria, la Agricultura, la Alfarer\u00eda, o, incluso el origen del lenguaje y de las matem\u00e1ticas.<\/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%3AANd9GcQdmmzcXSeU6Lq2eOCOb5TjqhK9uiB0Pti7lAPt0hQeWD_6rvGS&amp;usqp=CAU\" alt=\"10 cosas que cambian tu cerebro | OpenMind\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQgvf_PIGh1k3KsOaFwZ8u7vodWldIqoSwdPBQdf72mucyzFO2E&amp;usqp=CAU\" alt=\"La inmunidad y la memoria provienen de los mismos genes ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, mucho hemos hablado aqu\u00ed de la\u00a0 maravilla que el cerebro humano es, de la inmensa complejidad que est\u00e1 presente en en \u00e9l, de lo mucho que sensorialmente podemos esperar de un objeto que tiene tantas neuronas como estrellas tiene nuestra Galaxia y, nos extra\u00f1a y fascina que una estructura as\u00ed, haya podido surgir a partir de la \u201cmateria inerte\u201d que, posiblemente, no sea tan inerte como nuestra ignorancia nos lleva a pensar.<\/p>\n<p style=\"text-align: justify;\">S\u00ed, es cierto que hemos podido llegar hasta adquirir una cierta comprensi\u00f3n que, de ninguna manera, lo puede explicar todo. Sin embargo, si repasamos todos los enigmas (los innumerables enigmas) que en la Ciencia podemos encontrar, nos podamos percatar que, en el fondo de los mismos subyacen las respuestas que buscamos y que, nuestras mentes, son las herramientas fundamentales para lograrlo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_Yvyh4LizYOM\/TFaVbzVdPLI\/AAAAAAAAAo0\/PV0m-osYqSU\/s1600\/nebulosa_del_cangrejo.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/_Yvyh4LizYOM\/TFaVbzVdPLI\/AAAAAAAAAo0\/PV0m-osYqSU\/s1600\/nebulosa_del_cangrejo.jpg\" width=\"629\" height=\"629\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Porque, \u00bfTiene memoria el Universo? El Universo tiene y conserva (como ocurre en la Tierra), las reliquias de su pasado. A lo largo y a la ancho del Cosmos podemos encontrar muestras de objetos que nos cuentan lo que antes pas\u00f3 en el Universo. Una supernova es el momento de la explosi\u00f3n de una estrella masiva, debido a que la presi\u00f3n para mantener todos los \u00e1tomos nucleares es insostenible. \u201cLa simetr\u00eda es la armon\u00eda de posici\u00f3n de las partes o puntos similares unos respecto de otros, y con referencia a un punto, l\u00ednea o plano determinado. Una estrella tiene forma esf\u00e9rica, por lo tanto se espera que si la explosi\u00f3n es en todas las direcciones, su remanente tambi\u00e9n presente la misma apariencia sim\u00e9trica. Sin embargo los remanentes de las supernovas no son sim\u00e9tricos. Una posible causa de asimetr\u00eda en remanentes de supernovas consiste en la variaci\u00f3n de masas de los elementos de la estrella. Todo eso, lo podemos saber al leer en la memoria del Universo que nos dej\u00f3 bien grabado (en este caso) en la Nebulosa del Cangrejo, lo que pas\u00f3.<\/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=\"P\u00falsar del Cangrejo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Pulsar escondido en el remanente de la Nebulosa del Cangrejo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si observamos el Universo como un todo, podemos localizar que en \u00e9l se manifiestan correlaciones bien afinadas que desaf\u00edan todo lo que nos dicta nuestro sentido com\u00fan. Unas de esas correlaciones pueden estar situadas en el nivel cu\u00e1ntico, donde, cada part\u00edcula que haya ocupado alguna vez el mismo nivel cu\u00e1ntico de otra part\u00edcula permanece relacionada con ella, de una misteriosa manera no energ\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxASEA0QDhAPDg0PEg8WExAQEg8ODxYPFREWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDQ0NFRAQFSsZFRkrLS0rKysrKysrKys3KzctNysrLS0rNystLS03LS0tKysrKzctKysrLS0tLTcrNzc3K\/\/AABEIALUAyAMBIgACEQEDEQH\/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQIGBwMEBQj\/xABCEAABAwIDBAYIBAQFBAMAAAACAAEDBBIFESIGEyEyBzFBQlFSFCNhYnFygZKCorLCM0NT0hVjw+Lwc4OR8pOh0\/\/EABgBAAMBAQAAAAAAAAAAAAAAAAABAgME\/8QAIREBAQACAgMAAgMAAAAAAAAAAAECESExAxJBE1EEMmH\/2gAMAwEAAhEDEQA\/ALoQzpM0ZrTTEruoJtzt89FNDDTxDUyMxSTixfw4f7lKNoaN56WphGQoSkjIWkB7SEvMvL+FCXpZM5uUgb7U7kQkQiXN7qjKtMZt6iwPGYKuGOankEwMc8mfUPukPdJdJUT0LYGbyvXlPZADmDxC5XGRD3vd1K45Magbhezl2M+nMvLcnJbGeWWMunN2s2zpcPKnGp3j79yyeMRK0RtuIl36acTAZAdjAhEhJu0fMvM212KVVdiBNXC9OUVw7oR\/hxDcWkS5iIe926VgxasqYI4xhqasIWch3JyFpIREtNtunV5e6p219XqXP2JPoyrnodxic6EyrZCIGlyhOV9Tx26tXeG5Tz0+Gx5HkBom6zchEW\/Erk42ytm9Nr6Mjj4MtWDEITyaOaM3fqYDEs\/tWxc3FnfJMz+PgyX6MojW7RHHWei3QsWQkUbsRFuy5bSuHVpLTb3hUpjPNhfi2bD19ikMv0ZH0ZNYmS5sqBfoyGSXMi5uxAPTX+GaTNFzIBOPgyM38GS5skd0yMPPwZasufgy2jda8roG3Mqc+PBkqSpfrSpG7eSMkMnfRMmCrp2kA4yztMSEsntK0htUKi6NsJhhkikAjeXi0pv60bfKQ8o6vzKefRY5IRLLMWLmZTYqVxdm9k6SihKGnEnAyuJze4nJb5YPA7sTxi7s+bM\/L9q6DfBJx8ES2Jsl7U901YHVHUUVVRwSHYBCUkIERMV1w3W91afRlsv6dJNNicZmFNaMcJhuguLUWnvd1XTODkJCzu2bdbLHRUrRjazkfHN3LmU+vK98NebCYia21hFmtZh0iwqI7W7CPOMfo8g5BvN5TzOW6kuG27TykPYVqnn0SP45LS260y9cZl7fVHzbI4pG93o7vYIszwvFOOkbh03iRCJCNo225ES6NFVYwDbsRxAQIBFmOOcijKS4iK7darNI+XwVuyBmzs2l3Ysn8Fr0VKQXXlfc+bez3Vn6tPZC9itmqhilqawXCYwEY45X3hjd\/GkLUWorRH4CpFV0dZk+7lH2Nnb+1d3L2J2XsWmN9Wefjmfav59v\/RnOKamqqko7mOaGP1Vw8w3FzW+ZdKPbqNxEmgfImz41OGj\/AK6lbi3U7cPB+VcqfAqZgdo6WmYs+t4Yv7VN3V4SSaQzanpK3QXUstEJCJO4SSjUykX9MRguEfmIlj2I6WGq5o6aqhaKWV7Qkje4HL3h7q7mLdHdDVxi00Iwzj\/NpmGIv02kP4Uuy\/R3Q0JtNG0k1QPLLKQlb8oiNopaq7ZpLnnHPJyHPwzTmL2sq02026pqWpCJnGcCIhmGJyGWIh72rSXyrkVu3cdNUwMNXHNSyiJtLGxFZ\/lyx3fpWmsf2wt8k+Lk+qHd\/FVpjPS3RwnG8Lx1kT2sbR7yOUfeG4bSH7U+TpnwrLMWqS9jRdX5lG401Vinn4rVly8VAQ6Z8MfrGpH4x\/7lv0\/SbhUmWUxBn\/UjIU9j0qQVPbxQsAVccoDJCQSRnxEwe4XQgkjQm5+1DfFMDNvanfBH1R9UGXh7VFaXbmllr\/8AD4WM5mIhIstDEIkRfp\/MpS7rznhcEj49UhDUlSFv6nOZh3hCOq5RTk29GZ\/FNz9jsqh2ZxKjqZ\/RmxjFzmkImG5xijMu9baOlTY9jmcbWxDExF+vKo\/2olFmkmd28ckqi1BsRHGcUj1eITHGVzb2ouF\/mG1SgOxWkvDh18EMlQyCOQmu\/Xlm\/wAE5BhHFCEAZI4duf1QjNA2rvaXo2avrXqaqURhZhHdQBaZCP8AUkUcqOh3fVEpu4UFGNrBHGZVJuI94iLlVxVNTHGLnIYRgPWRlaKj9TtrheoTrqds+D5Hcs+GktVEPQ3VySmwSwjTZyMEhHedo8twj3iTZ+hLEGzsmpT+JSD+1W3TbYYSDOwV1O1z58ZLl0KTaehlfKKrpjLwaUf7k9Q\/avP9V0Y4mEwQjEMruIuUkT+qC4rdUhW\/MpXSdDzxtnUVnDPi0UZfuV1O\/DNn4P2ri4\/ioQBmeojbSGXWrwx3WXk81xx3XNwbDIqamjggcijC52In1ERFqJCy4YBNALm1pG5Fa\/YKEZSS6Z45WzaVcUnH2I+iPohodmtGPEoSM42kDeA5M4u\/lt\/\/AEH7k3HjMaWqKNnaQYZnB25mK0rV512XxOrmxGj9YRGc8d3duuKO67\/4x+1RbpUi1MYxHaKn35BT01XAJlu3j\/itFdpLdiWpVxsXUSf4qNZVCEbSnORAZDHqIS02kV1t2leism6+xecMTmNsUq4TM3AZphELtNpEWn8ymxcJheIPQ14HHBG0gHdMTtvBjjkLUMeq3SJW3al6PikYhEhcSEmF2JnuzHukvLEVY26qIicbwbKMifU0e8HeR\/u+5X\/0ZOTYVRPI\/cLJ37BuK1PGjKJSlXOqccpI8mkqYBInyZnkG5yXRZ24O3HNXvbLQQyEvgmCozZGbeKqjpBx3HonkGKEY6ViK2enbem8fduLu\/altUm+1q5snMqPw\/pQrqMY466H0ljASZzfcSt7pFb+1btR05Nwsw92+eo0\/lBL2g\/HVxukZ1ST9Oc2bP6BFl\/1i\/tXXw7pvpSzaopJ4S\/yyGcX\/Sj2gvjqfbS7NU1fDuqoXIR4i4EQEJebTzKoNouhyeLMqWohkizFmad9wd3dG7lJWJh2NyVxOdDUwnDlyi9ph\/1BLVcu\/T0M38yW74OSdwmt7ZzzZS69Hnh9hagwkCCCSWeEBc3icZYyIv5fmEh8vuktGn2OrQciqqaop4gEycyG3VbcI6l6maPJuDDm\/g3WtCnpnlu9KgidxcXHMRP9Xyio0391PbJ7H4\/GTvDVFSQN1Oct4H\/29Wn5lKa2qxClMJcSpKeuiFhZ56US3sfvFGSsh2y6slgkz8G+CuTXTO6y4yjgU2MU1QIvTzxSXd1jG\/7eYULakpoxdyGMALtcRESf8VqED0ju5MjgodjG1FZazUlBVCbOTk84Rj6sR7tp+Yh73VcloNocVmADjwyMAJhdjlqhHMfNpEkbGkoxDPdTZZs+7kyfw0rzDsccn+I0TgVptUDq\/Fq\/crbrduqozkpG\/wALpqh3KO2Sonl9YWm3TFbd+JVPshE7YnSibZENQLP828WeV20x6eoV5p2lxB466tCQHuaaZrm7CuK2QdPNq8y9KySs3W7Nn4rz7UFGG0hlKN4emcWdlVhYWNJtn5KqWleKjnD0lxEZZi3UUkwjdJII23COkuVWJR9G88gg2I4lOcYMLDTwPu4hHyj\/AOqkmIwlNiUYCTh6PSSEJM11sk0lt32iX3LYoNnSHPeznI+fX\/7KsccbOay8vlyl1IiuPYRhGGBEQ4cVWTvnc+\/nLT3ruUVzqbptjuJpaQxj7rhJcVvvXKzKjB4DEBMbxArmZ\/MoztH0b0VQcckYBTGHB7A0F5boxtuU2a6Xhd9oji\/TWXVR0rN785ftFdHYzpLqJ6qmpqyGIGqWFwkichyuutuEiLmtWpiHRFFvAYq63MREA3VudoiPNculh\/RWw1BTSTk3qhEN1\/EaS23eDcOnT3exLlfCyKhytKxhcsuGa4Eb1jMO9NhYztydh5iLStiDBKgBZhxGpLL+qEEn7Vniwh7wknnlqCB7gY7RAS81oirmVnxz5+P2vbhbUbCU1cLnUu8NQLfx4nt0+UrtJKoKTYoylMIDGWGUpIYJzEhiKce7db5brS5V6FxPDIagHjqAvjfja7kP6Uh4TC+4Zx009rxxtyCQ8pWqbN8tcbZNKTwvoWrDzeomig8GFilJ1hr+jWamloac2jMKqYhKdntyIbijj1ctyvaSnNzZ2N2Frch\/Ukmw+IpAlMWKQOUiuK33hHlEveS0r8lUngexlbAZlRSsOI0smoWuH1JfN\/EHSWn3lYez+3DPbDiUUmHVfU++Eo4DLzDIWlS6CmjC5wAAc3zKwRG4vMVvMsjiL8H4t4Oycmk27EZs7Zs7Ez9o6kvDtbj7E0IhbiLCL+xrVk4eLqkmG\/sdYJH9jrYfLxdYJcuPF0w51Tnx7EJahm48XdCA3MTZ9xOzc27ky+1VJim38jYdQUlEWVdNHbIQ80YiVv4SK38LK5DFnzZ2bJ+CqHpB2XpsPoaiSES9IqpxFjJ9QxkREUY+6oqsFW4eLHVxCcraphulctL+s5ri+5b+x5EeKUxE1xlUC+TacyuTdkMJ39SLO2YRBJLI\/hHGJF\/aP4k3ZeqOOqhnAbjArmza4LuZRGt+x6IwvD5yN5KsmcuwGe79KovbPCas8Urnihme6crCGOS37rV6NpDIo4yMWAyAXIc7rSt1CszZ+H\/2tcr7dsPFjMOlK4XsrtFSE09PMEklosUZSjLmPNu\/Wf3KZbKbU4jNUNS1uH7gxC45WchFh81pe94EpfSYeEZmQ53H1utvL2KdaVbs1viyc+fiyMvFv\/CTh4K0sEtKBOJGImQ9Tv2LN4cWTsvYybk3gg9nOhs\/HJDM3ak4eCCO+rJOPiyXJkjs3hmgxx8WRx8WR9GR9GQQ4+LI4+LIbPwZD\/BkAcfFkcfFkfRkfRkA18\/Flgkz8WWd3fwZYJPgyA0Kjt4oTqhuvsQgOlk3tVYdOsUr09I4CRwBLI8jt2Fbpu93+IrR+DusdTZaW8ttdsnYuVK8iPNmCbTDAEwRRhTHOBDIbCUonH5RuL1f5kbBVLx1tPFMQjT72MpGJhIdPeVk9Imx+HehVlTSxhHUQsJZxPaPMNw28vLcoDsRhUNXWRQzEQNJEOWTdYiOofd5VlrVbb3HosHbg7Nm3inssVPawiwO1osLM3gKy5stWJufsTmy7OCXj4rUrsRhgG6omjhDqukIQS2Gw\/xTlp4fiME4udPLHODPldGQkNy21QKsU84AzlIYxi3eMhAfuJc\/aTHYaOA55n0i2kG5jLyivPm121FXiMglIxDENzxwBcQN5i94veUWqmO3pSCcDFiAhMX6iAhIX+1OVQdBWKHdVUhX7u0ZAa3SJXWlq7vdVvs79qqFZo5KkTc0yc\/GsapqSPe1UrRRuVrO\/aXlFNwTaClqxIqSYZWDgbahIfmElR\/S1tSNZVBHTm509MxCJNylIXMQ\/wDO6pD0L4JVw1M0s0EsMJwZXG1okREJD82lZ75aa4XIzoSZv2oWjMOsFZUNHHJITO4RgROzc1ojctjNRbb7aOCipjebUUwyDHE3MZW2\/hHUpok2gEfTPM82T0kbwOWQsxkMtvzctyt1zzYX4tm2eXgvNeymy9VWTRlBGW4GaMZJRtLd3arreblXpU24cX4pYKyjSqH60IqELRLp5+xkyUGJsiZnZOyR9EiQ3pQFo8LqiC0Xvgd8+31w6VWfRs4\/4jSMDiZNcINmQ+rtLm0l5lZPSxhM1TQiFOBnIE0ZWC\/d1CRfmUC6Otm54cSpyMXtA5BJ8tOmES\/1BWd7XOlr4m0sGcsL3xtxIebIVsUOOwnAVQZjHGF28ci0iumbM+bOyoHpO2mkqaqWip2YaaIya2L+bMPeLzW\/tV5ZT1\/1lh4rPJx06G2nStUSmcNA+4p2fLfZevP3h8o\/mUIkp62qqfRmKSrnEpMmcik1d7mWphdBNLIDRi5FcOb8otq7xErG6GwY8TxCd2YgAJiYnbq3k35dNyy7dXEjd6HMOrqeoqBmpjihMMiOQbcpBLTb5lb3j7Fhati6mMPqVpJZKgbDJnZ2ASJ3Z+q1aasjD3lvCnOlzF3mq46QHy4xgzcwtq1F+IrR\/wC37y0OiuovxcBjFmgCKcRbm9VbzF7xFb9yj9XO8s4Ts9xyxTPGT\/1hKT\/n4lMugxo45p2kIRlqAyiF+YhjL1lv\/O6Sz+tvi4YKWOPN44wBy67BEc1lTsvqhvay1Y01R\/b\/ABEqfDa2UeBbohF\/ApNP7lIn9jKE9MJu2Ezszc0kTO\/gNyVOPP8AKAjAD5MUkhE+b92MdNv4l6A6IsWKow2PeZudOZRO79ojaQ\/lIftVAYzkxRC38MIYbPlIbiL7iJXx0PzwNRPTRlnUQGRSi\/NdJaVw+73fwqJ22y6T5GSOPgj6LRgR1RPTBLvsXggNysCOEdL9QlqJXvxXnTburcsUxWbreAbQ9hXDHd+ZRkvx9s3Q\/i7wYmMIu+5qd4Ds\/m1EJfl\/Mr+kZ+1eYuj+pCLEaWaUnCGAikMubIRErl6Vo66GcBlgkCWM2zEgK4XTwPydsNQ3WlRP28MkK2bfyRxTs07NBMeXikCIW4szN8GT3QgEfLj4ZcWXn7pA2VKlrielkJyNymGMmtPVcRbsv5lv3K3ts9r4aAGz9dUm3q4A5y94vdUMwLZ2vxKojrcWI4YIyuigdrCtuu0j3R97mJZ27XhxyitNtT6TS09PLELS01VTEZxDaRx3W3EI\/wAwS+5dbospypcYq6KZ2ueOYHz79pCQlb8q18CpXkx6tBhARarEsmbSwxzXafwipPtzh\/ouKYViMbs28mGKRm7St5vxDd9qU\/a7dpvV4FFJnmxC\/iLrkVOz5U8FbJTySnI8EzBE\/K5bsrfmUuZ\/bmmv8Vt75a05vxYe3trl5Zwo2yZj66aaOX8NwjIP5R+1W3tDswMY0OIYTbfh4j6sdW8hHm\/FzZ\/MS1tvdlh9LaQGAGqYp2zG2P1ox8pCPNdzN3tJN5VqbC40dNiA4dOVw1McbG3lqd3+63isXVeYtCgxFqiCKanISCURIXZ\/yrUqHrG4ha\/se11sbPYUNNC0INaLETszP1DdyrqZrTHLXxy+Tx+31EpK7ExccoAJnfj\/AMu0rQ6Ua5mw4YZhYSqyGPi9whJzCXy3CKnmahPS7FAWHE1QzszyRsBs2oJC7yeeW50PB4rhe9qTw7B5KmfD4BbKQyKE89NpRlcV34VaVZhBYXitNWQs\/oVUQxSt\/TkLT9t1pKvp556OU5mZwlgqKYopO7JdGQyEJd4StG75lbO0lTJiGEAdFG8slU0LsLEI2FdqLV5SFZR1VMKqqcMshcvguVUbQ2Z5wm\/wddmBnsBjfMmEWJ27St1Jzg3gtsbjO45PJhlf63SPYZtSMsrRbqUSduD5Xfd5VQe0rOMuNOTu5FUCHX5pJJP9EV6YnIQE5MuIiTva2pxHurzXjDyVfps1ohLNVkYQPpIhES3lvmIbh+5RncbeI1\/jzLGayu3V6FsCjqKqoeYBkgCEmISbS5ErSxDYmGNiPDjnoZh4sMB+qMv8yMlTvRltI9FXR3FbTTkMcrPytq0yfhJekDLtZ82ftSxjXydtGTPJs3zLLJ\/mSonfrQrZOg3wZD5drMkZ\/Y6M\/FkJK3syS5Oj4MjNCkT2o2dlOro66kECqafgQyPaEkPl90tRalKAJ7Wc2sfLUzvcLJ+TdeXFEgM7OztpfrZLQ2rio2dro8VqK6gGkmjmeMnjlkITH1Y3F9133KTY\/gBVj0jyuMYwS3uGdxXe6XmXeCnFnuEWYsss28qyZN4JaPYZvBY6mcYwI5CEQBiIiLlYRFZPo6iXSdh9RPh8gUubuxiUgNzHCN1wj+X7UfC+oTTb\/HMSaXM48NpT0uLlHp93\/ML9KTEcx2qpGdtIlAI5+Xc6fzKw9i5qb0aKGnDclCItJATWSBJ3rhLVzd5Qvbshp8cwysmE2phEXIxEi1CRf3Cp00lWqzp2b+xcvBcfpqsSelk3jBzNaQO33Cul8WWjM53f2KqunDGQ3MFELsc5yCZCL3EIjy\/dcrGxuvGnp6icuDRRyFx81qqzou2ZmqKgsVrWcxIiKN5G1SSf1NXdHu\/7VF\/Sp+2pivR5M+ERzyTGNXTxkZQnybv+n7pCP9qknQdVEWHzRu+bQ1BMDv2CUYlb9xF9ymG1sLlQVwg2ZlBNk3jpJQHoDN91iAvnaMkD\/iIS\/tH7UpNVW9xa6EfRC0Zmv4P2rzltfFLVY1LTxPa\/pG7jsbSOodWn7lbnSbta9BTM0Tt6VUXDHn3fNIo90T7GsLBiVU5HUS3FGJPyiXNIXmIlneeGmPE2gPSjsoVFVsYC5U8wxkx5fzLfWD812r8SuTo6xl6rDqYydikjbdyZ81w6f02rtbQ4TFU008MwsQHGTM790rdJfMyrLoKqmtr4s2uzhNmz7uoSL9Kc4ot3FoT9ueSRJP2oVs2++fihmSO6Vs\/Fk0nISZ+1kN8UjOZkrpuaPqyAc6M\/ZkmozQZf\/KThxzdCEBhlmEbc34u+Te1FPOJtmL5t1LJJEz5Zsz\/FNjiYeAswt4MgMjMyErOkQEV6RsEqqykaCjMBzK6QD07wR5REu7qS7C46EsAU5j6NV0w7uSB2ty3em4fd5VKsvam2Nnnk1z9rMp1ye+NA2Z82fi3gqc2fx2LCcTxSnOOU6eSTMXhG8g7w6flJW5HWxk4iJs5F1N4p7UwXETAFxdZWjc6ehLpp4JjMdUBHCMwiL5eujKLP5bl0XTmSHn2JkqTaXDmxTHgpnd3pqKMXlf8AMQj81wj9ytiKIRYRBmEBYWEW5WFV1HspXYfVlWUUhVwTkTVEEjiEpiRcwl5lYFFKRxgckbwmTZlG7iRCXluFROzrMbM7Oz9Ttk6prZPDiw3HipjfKKojkGMuW6MtUf5htVyuoL0nYBUT+hT0IuVZTzcCFxEmjtuu1eUh\/Mqol+JZP2pFG8EpcVuE8QqIHARLOGGIRJy94rUJ7GomKVnSoVINd0t6EJES5OzQhJRL3T2dIhACRCEGGSdqVCcKnIZkISM5FufB+pCEgwNSRtkTCzEPU\/0yWZ0IQCsyHZCEAjLFVu7C+XB7S4+CEJhpU4k0rM5kTWnwf2Et00IQVaM\/ahCEB\/\/Z\" alt=\"Teor\u00eda de la evoluci\u00f3n de Darwin - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2010\/02\/dibujo20100203_2dpe_spectrum_rephasing_real_signal_for_pe545_structural_model_pc645_molecules_red_pcb_blue_mbv_green_dbv_chromophores_structural_model_pe545.png\" alt=\"Publicado en Nature: Biolog\u00eda cu\u00e1ntica y computaci\u00f3n cu\u00e1ntica ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sabemos que, la teor\u00eda de la evoluci\u00f3n post-darwiniana y la biolog\u00eda cu\u00e1ntica descubren enigm\u00e1ticas correlaciones similares en el organismo y entre el organismo y su entorno. Todas las correlaciones que salen a la luz en las investigaciones m\u00e1s avanzadas sobre la conciencia vienen a resultar igual de extra\u00f1as: tienen la forma de conexiones temporales entre la conciencia de una persona y el cuerpo de otra.<strong>ia<\/strong>Al parecer, las redes de conexiones que constituyen un Cosmos Evolutivo Coherente, para el enmara\u00f1amiento cu\u00e1ntico, para la conexi\u00f3n instant\u00e1nea entre organismos y entornos y entre las conciencias entre distintos e incluso distantes seres humanos, tienen una \u00fanica explicaci\u00f3n, que es la misma en todos los casos.<\/p>\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 posible que, adem\u00e1s de materia y energ\u00eda, en el Universo pueda existir alg\u00fan otro elemento muy sutil, aunque no por eso menos real: informaci\u00f3n en forma de \u201cin-formaci\u00f3n\u201d activa y efectiva que puede conectar todas las cosas presentes en el espacio-tiempo, de manera tal que, exista una especie de memoria en el Universo que, cuando ahondamos en la observaci\u00f3n y el estudio, all\u00ed se nos aparece y la podemos \u201cver\u201d tan real como podemos ver.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La biolog\u00eda cu\u00e1ntica resolver\u00e1 los grandes misterios de la vida |\" \/><img decoding=\"async\" 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\" alt=\"Interacciones fundamentales de la naturaleza | Mgmdenia's Blog\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos dicen que; \u201cLas interacciones en los dominios de la Naturaleza, as\u00ed como en los de la Mente, est\u00e1n medidas por un campo fundamental de informaci\u00f3n en el coraz\u00f3n del Universo\u201d. As\u00ed, todo el Universo es un contenedor de informaci\u00f3n din\u00e1mico que evoluciona y acumula m\u00e1s informaci\u00f3n a medida que el tiempo transcurre y su din\u00e1mica \u201cviva\u201d no deja de crear para que nada permaneza y todo se transforme.<\/p>\n<p style=\"text-align: justify;\">Arriba contemplamos a la Nebulosa de Ori\u00f3n (cuyo material una vez, form\u00f3 parte de una estrella masiva) y, se trata de una enorme nube de turbulencia del gas, con una formaci\u00f3n de hidr\u00f3geno, que es iluminada por brillantes estrellas j\u00f3venes y calientes, incluyendo una estrella llamada Trapezium, que est\u00e1n en v\u00edas de desarrollo dentro de la nebulosa. Esa es la din\u00e1mica a que antes me refer\u00eda y que, en el Universo est\u00e1 presente de mil formas distintas.<\/p>\n<p style=\"text-align: justify;\">Pero claro, el Universo es grande y complejo, muchas son las cosas que de \u00e9l desconocemos, y, si nos preguntamos, por ejemplo, \u00bfqu\u00e9 es el vac\u00edo cu\u00e1ntico? podemos responder conforme a la informaci\u00f3n que actualmente tenemos pero, \u00bfes la respuesta la adecuada?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/hermandadblanca.org\/wp-content\/uploads\/2011\/02\/Lux-Aeterna-By-Taenaron.jpg\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El espacio, la materia, el Tiempo, la energ\u00eda<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El concepto de espacio-tiempo como medio f\u00edsico lleno de energ\u00eda virtual fue emergiendo gradualmente a lo largo del siglo XX. Al comienzo del siglo se pensaba que el espacio estaba ocupado por un campo energ\u00e9tico invisible que produc\u00eda rozamiento cuando los cuerpos se mov\u00edan a trav\u00e9s de \u00e9l y ralentizaba su movimiento. Todos conocemos eso como la Teor\u00eda del \u00c9ter Lum\u00ednico o Lumin\u00edfero. Cuando ese rozamiento no se pudo detectar con el experimento de Michelson-Morley, el \u00e9ter qued\u00f3 rechazado de la imagen del mundo f\u00edsico. Sin embargo, se cree que algo permea todo el espacio.<\/p>\n<p style=\"text-align: justify;\">Es cierto que, nuestra inmensa intuici\u00f3n nos lleva a pensar que, en el Universo, existen muchas cosas que no comprendemos, otras muchas que ni sabemos que est\u00e1n ah\u00ed y, sin embargo, de alguna manera, las presentimos y, de vez en cuando, s\u00ed que podemos pensar en ellas, en cosas que a\u00fan no siendo conocidas, algo dentro de nosotros nos dice que est\u00e1n ah\u00ed, esperando que las descubramos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-NWixMBQK7qA\/TeqPugDkc_I\/AAAAAAAAABk\/yp2VHtnatVw\/s400\/Principio_de_incertidumbre.png\" alt=\"\" width=\"266\" height=\"393\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las ecuaciones m\u00e1s bellas de la historia de las matem\u00e1ticas\" \/><img decoding=\"async\" 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\" alt=\"Las ecuaciones m\u00e1s bellas de la historia de las matem\u00e1ticas\" \/><img decoding=\"async\" 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\" alt=\"17 ecuaciones que cambiaron el mundo (y su explicaci\u00f3n)\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las ecuaciones m\u00e1s bellas de la historia de las matem\u00e1ticas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, hemos sabido crear ecuaciones que expresan la Naturaleza, y, tambi\u00e9n, tuvimos la intuici\u00f3n de saber de qu\u00e9 estaban hechas las cosas. Con el paso del Tiempo, las mentes humanas han podido desvelar algunos secretos que el Universo escond\u00eda celosamente. Sin embargo, son muchos m\u00e1s los que nos quedan por descubrir. Es decir, las preguntas siguen siendo muchas m\u00e1s que las respuestas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/particleadventure.org\/spanish\/images\/vglues.gif\" alt=\"\" width=\"200\" height=\"265\" \/><img decoding=\"async\" src=\"https:\/\/www.cienciaonline.com\/wp-content\/uploads\/2007\/04\/vacio.jpg\" alt=\"El vac\u00edo perfecto? No existe. |\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0 \u00bfVac\u00edo? Lo que llamamos vac\u00edo est\u00e1 lleno&#8230; \u00a1siempre hay! La Nada, la Eternidad y lo infinito&#8230; \u00a1No existen!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/s3.amazonaws.com\/portalwp\/wp-content\/uploads\/20190227140514\/20150804.png\" alt=\"Muestra gratis de la Eternidad - Portal Universal - Portal Universal\" \/><\/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 \u00a0La Eternidad es una abstracci\u00f3n de la Mente<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sites.google.com\/site\/infinitosinestrellas\/_\/rsrc\/1472765090406\/evaluacion\/hacia%20el%20infinito.jpg\" alt=\"Mitos &quot;Infinitos&quot; - Infinito\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El infinito es utilizado en alguna ocasi\u00f3n para expresar (de manera exagerada) lo que nunca termina. Sin embargo, en este Universo nuestro, todo, sin excepci\u00f3n, tiene un Principio y un Final.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, el tiempo pasa y los conocimientos avanzan, y, se llegar\u00e1 a demostrar que, el vac\u00edo c\u00f3smico estaba lejos de ser espacio vac\u00edo. En las Teor\u00edas de Gran Unificaci\u00f3n (GUT) que fueron desarrolladas durante la segunda mitad de ese siglo XX, el concepto de vac\u00edo se transform\u00f3 a partir del espacio vac\u00edo en el medio que transporta el campo de energ\u00edas de punto cero que, son energ\u00edas de campo que han demostrado estar presentes incluso cuando todas las formas cl\u00e1sicas de energ\u00eda desaparecen: en el cero absoluto de temperatura. En las teor\u00edas unificadas subsiguientes, las ra\u00edces de todos los campos y las fuerzas quedan adscritas a ese mar de energ\u00eda misterioso denominado \u201cvac\u00edo unificado\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Inesperado comportamiento de los solitones oscuros en un ...\" \/><img decoding=\"async\" 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\" alt=\"El LHC observa el Higgs usando fermiones con 5,7 sigmas - La ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">All\u00e1 por los a\u00f1os sesenta, Paul Dirac demostr\u00f3 que las fluctuiaciones en los campos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/si-muchas-son-las-cosas-que-no-sabemos\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a><\/a>icos produc\u00edan una polarizaci\u00f3n de vac\u00edo, mediante la cual, el vac\u00edo afectaba a la masa de las part\u00edculas, a su carga, al spin o al momento angular. Esta es una idea revolucionaria, ya que, en este concepto el vac\u00edo es m\u00e1s que el continuo tetradimensional de la Teor\u00eda de la Relatividad: no es s\u00f3lo la geometr\u00eda del espacio-tiempo, sino un campo f\u00edsico real que produce efectos f\u00edsicos reales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Incre\u00edble! La f\u00edsica descubre que en el vac\u00edo existe esta fuerza - VIX\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica de vac\u00edo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La interpretaci\u00f3n f\u00edsica del vac\u00edo en t\u00e9rminos del campo de punto cero fue reforzada en los a\u00f1os 70 , cuandoPaul Davis y William Unruth propusieron la hi\u00f3tesis que diferenciaba entre el movimiento uniforme y el acelerado en los campos de energ\u00eda de punto cero. El movimiento uniforme no perturbar\u00eda el ZPF, dej\u00e1ndolo isotr\u00f3pico (igual en todas las direcciones), mientras que el movimiento acelerado producir\u00eda una radiaci\u00f3n t\u00e9rmica que romper\u00eda la simetria en todas las direcciones del campo. As\u00ed qued\u00f3 demostrado durante la d\u00e9cada de los 90 mediante numerosas investigaciones que fueron mucho m\u00e1s all\u00e1 de la \u201ccl\u00e1sica\u201d fuerza Casimir y del Desplazamiento de Lamb, que han sido investigados y reconocidos muy rigurosamente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_FIs6Y2XOFN8\/S-ZoKpRO7cI\/AAAAAAAAM1c\/heeGs4Ig94A\/s320\/efecto-Casimir.png\" alt=\"\" width=\"313\" height=\"320\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De las Placas Casimir \u00bfque podemos decir? es bien conocido por todos que dos placas de metal colocadas muy cerca, se excluyen algunas longitudes de onda de las energ\u00edas del vac\u00edo. Este fen\u00f3meno, que parece cosa de magia, es conocido como la fuerza de Casimir. \u00c9sta ha sido bien documentada por medio de experimentos. Su causa est\u00e1 en el coraz\u00f3n de la f\u00edsica cu\u00e1ntica: el espacio aparentemente vac\u00edo no lo est\u00e1 en realidad, sino que contiene part\u00edculas virtuales asociadas con las fluctuaciones de campos electromagn\u00e9ticos. Estas part\u00edculas empujan las placas desde el exterior hacia el interior, y tambi\u00e9n desde el interior hacia el exterior. Sin embargo, s\u00f3lo las part\u00edculas virtuales de las longitudes de onda m\u00e1s cortas pueden encajar en el espacio entre las placas, de manera que la presi\u00f3n hacia el exterior es ligeramente menor que la presi\u00f3n hacia el interior. El resultado es que las placas son forzadas a unirse.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n aparecen otros efectos, algunos cient\u00edficos han postulado que la fuerza inercial, la fuerza gravitatoria e incluso la masa eran consecuencia de interacci\u00f3n de part\u00edculas cargadas con el ZPF. Es todo tan misterioso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/libertaliadehatali.files.wordpress.com\/2010\/11\/300px-chandra_x-ray_observatory1.jpg\" alt=\"\" width=\"300\" height=\"270\" \/><img decoding=\"async\" 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0plb0I4tMgGLar961DfegtLiYvNieXghYPoNzDMNe3aBpDjcwRdXdLRaGjRGi3YIn+IkxG9JwjwdOF66UfaxnRmLcbRaOPep5pCbnjstqR8CadVtw202LtGdyiYgMkibXgaUjZElZUm6Nl62bHOZLHOaWCNbn5ncLfksr0tiHOtE8J5kA98qXjKZadEGBnLidfgodWlWbYXk2gEzOvJaxi0ZTx1rqyo\/8AHvc6DBkiALhaTCdDNc1ssk2MjSM5AAnIN+ZUelg3uIlpFrRn29yvcLSdTBu9kZzAnnZRNtbGcZQluzqHQxeWtyEDSMaxZW7uhaNNuiC0GM4Ft5mwUP8A8lTaB\/nTH1W3PaBHeFV9KdNwC0WbuFzsEgrDJOTNXjxS3Ox+IgEhxscxr5qiOLedIAgTrJi\/HfxQ8RialaYbotGZyA3cU6hTNmiOMQJ3G9+z1XRHDrVmGLjOaqCKfpOs0PIiZjSdAOq+jFs1UYyppQ0UgwbROm87TJMdwWnxPR50rEvj7AcGji5wkckKtQo0rurt0tYbLo7Zz4wm9djKOHX6jK0eiTEu90ATeZPomOaGyGtHEi8b9iuOksdRI9wX1nMzttkqc45jbtBLtpcABwEWUOCLzKOw1zHRIa4z9bKe3IqO7DAfGS07LSezNMxnTFWoSS4zlNyY3uNzzUEVHbTfONfFQ3ElyJFZgjZx18NSiOA2zzRqWGccoCJ9F2nh\/wBDJLK3wQ5kNr9w5fMJrhtKsXUWgCfRCcWC+hPMI8dbsnMQqlRzrS50ZSSY4LlOOLaBkBwF1yWSHYW+ioDd4RGMOwBOa7cCiMcBk0g7QVikhsG+i5ubfA94SkN2QUWQdR7z5pzWjWeYVpCsjBoTg0KY2gNUc09mH3d6pQDMRQwGLAHl42UxmDD5Omxp1Ay2eEN0Z5IzKJAEsMHXe\/dCK1zRY0xvsVpHDXJLk+CE5rgRBMiwOlOWw+icK7pEzx+c1YMfTy0fntUmhh2HKNlw0+Z8FfiXDH5Givp4iDrB3jNWmDrG0GHTYg6JHojDoSmR8UHe148k+n0I76jmvG4knlC0WHJB5UMq4MmIzi\/vC+\/5nJTeise6iQS0OGoE2nfK6jgqzLFrgDx253CnUMG6JzOZnQIjhtVqLQeSJdN6fa8iKTWa\/ccdl7TKtsJ0iHtuQYH7suHCFlGkZaAnaA1vcp+FpkASRw04N9sApuGmw86vctMXitENBG2Bsvuy4IWFxs\/FoiDmBIHrwRPZ+6YaSDsOlHZYdyHRwTZ99jp4geCWg1NLkvcFQLm2DXTnAEyZ16vyQcRh6jW6OnA2GQAew6uCiUca2n7pIAy1nXzVjTqU6htAtn7rf9zli04u+DTyRe+pV06VduRaBtME\/ibn3rn9HV3j4iRruYv2I1Si1rj\/AJlxwd4FBr44ge5UdOwDRHMlVrwS5w6E\/R2q0e8Q0bTHKSBKY7oZrJLmniQRl87VVYvpau1x9+2oyDygeCqcZ0niXi7iRtc4dwJkp1Lljzx4Rc4nEtE+zpm2ZaA6PvSYVPUxjxJFt8we8zy2qpqVq5zcY2CAO5RHmq4wA4x2+Sf\/AIJ4r7JdR9SraR97S57FBq4YCxqNPCYPcDzRn4GqbOknZPkE7\/xNQfEA0fvOa3umShxbMniIrao1eAA8EXDdGl9wA3e5zQ3m4gDtVizAEjNhH7rfNoJ5qTS6EqO1O5Bo51DA5JeNck572Kav0foHNjzn7nv87EQg1ZNzY8NXAWAV1icAKY0SW\/1WO7mWVZiHMBMPaeAcUOMUK2RzVPyAEJ2m45Bs9p42CecQ0aif5R3kEqPVxjo+I7gHeimU4j1HVKRbYknbbR7zdD9haD3AE80M4gnKSkc92qe2AO8rPPHodM6ph2jKe0gLkIsduPf4Llm5LookN6HqbBzCc3ox41Dm0r1QdU8Qc6YP83\/zTh1PxJ+o0cfaf2rq8WD2Y+SXR5jSwTwMmd08wEenhH7BHafJejjqPX\/Zs\/1PQJ7Oo1b9mzsLx3qlHBXIs8ujDYVlNpGnTn7vpUCk1jhcm0O0PA7iw+K2o6lYjUz8Z8wnN6k19bAfv\/kneD9X7k3Lo89cxhsG8oPP8l2g37J5H1K9Hb1Iq\/sWn75CkU+qNcfDRA4VB6SjPg\/V\/A7l0eWtDZyIHAjwPkjsawZPg21H+1en\/oniT9QfzA+IT6fVLED6rfwegSz4P1Idy6\/v4MNgMa9p92s0cYI5Ft1OONqPMu9k47Q2mP8AbC1R6k1Tm1na1nkU+n1Dd+4OA\/5peXBXzD974MjRfqggzqJjhExCtKUFkFgnVDTfjFu5aGn1HIv\/AJZO2D6pB1Ifq0BwLh4FHxGF9QssvpMrW6PDj8J7zyum4IPpH3Gu7W+rStb+hVT7YHBzvVOHU6sMqrh99x80nj4b+ZFxXaZSM6VqT\/msDt7Q1h7meSR1d5kgAXsDflb0V5+iOJ\/bE8XH1SnqlX+2zl+aSxcFfMiGpdMyeJD3GXM5QPEWUOrRcTIDuyTdbk9WMT+0ZzKQdUq2t47D5qvPh\/Uhe\/owui4a3A7wufT\/AI99j5DyW7PVStl7R0f\/AKHyKj1OprzrceNT\/khY+H9SE1PoyLKLZmb7NEeXolq4MTJgHe3R7gFq29Sqms97SlqdSJzDZ4D+4J+fCXzIlxl9zC1sMJM1BHCfMrqldgaGsewH+GOV\/Fa9\/Uh\/1WNHY31QXdSq2prO3R9Ffmh9SDKzC1ROdaOFh+GfBQn0Wj9byBXox6oVxlTpd\/lCb+i+K\/ZU\/wAR8VLnB\/N+5StHnRYMxVd3jlbLtUR9Oftn+Y+a9KrdWMWf1TOwN82FQ6nVXGn9WPwf2pVB8r8jtnndTBbGEcx5JDhDra7v9QtxV6l4s\/q\/xN\/tQ3dSsbkKZH3glkh2vyirZh3YY5BreUpW0HDWBwA9Fr6nULGfs\/xM9Uw9Qsb9j8TfVTlh3+5VmTqYQnJxPZ\/yUd+BqZEmFsD1Bx\/2T\/MP7k0f4fYzXTJ+8z+9S4xfX5KsxRwp1nv9Fy2p\/wAP8XqpkffZ6rlPjh\/WGYzrelqmt7v52jyRm9LP+2f6ml4BBp4elv5+UBTKHssvZk7JcB+a1UpdmbS6GN6ZqbT+JHb0tU+078XqiMZsaxo4kqbhMPJ\/VgbxPg5apy7IYGn0lW1F\/wCP+5SqWNxB\/afi9VIbgRm6oxo26I+SihuEFnV9K+oAcgJTzCpnMxFZolxcOLtE94Uml0q6fj\/1AR4JB0h0azNrnnZJA5aIlFp9YcG0SzD84nnMwln+xORkin0y\/LSceBd5eils6RqbKp4afmQolLriBZlINOqCPGE79K6t\/caeJJ5pNvoPGyyw+MrHJlS21wH\/ALKdSxdbYP6o9CqFnWCs74adPkCpDemq2fs2jhHopab4RSwZGgpYuprPfUP+1qn4fEuP1HH+qPErN0+sbzAJz3ZIdfp2o25qFo1WM8FlLCb4Q1Bo1\/0p32H8NIebk84q0kEcSPVef1esdYmGVJ3ObfvA7kR3S2MjSguH8BjffRso+H\/0VkfZu29IM+0P5h4Qkdjxqd+IW7l59T62VGm7B2tKk0OuomNExbU13HMJfDhlkbJ3SQA+Od2l5IZ6YOqO18eVlm6nWQP91ns8riIKQ9KBoh0E\/vNFlSwVyiGpIua3WYi2jRP3s1Df1vgwadLnHks1iOmgCYYx1zkByhVr+mNI+8AyeAEdvqtVg4fQ\/cauv11A+pS5\/wDFAHXME\/DS5x4hZ2pVoFukfZuJ1NfB4FuiDyKo8SaP2XAfuumOwoywWyGo3ubx3XJoN2UzwLSub1wpn6jOX\/ILzipSo7So76dMD3ag4Z941qW49FLCR6ges7Pss46LvJ65vTjXamf6vlUXlGg0ZuPZPiiQBGiagOqTI\/2hLyVwWvTxfKPUx0kTYNYeDq39yb9K\/dZ\/Ur+i8q+k1B9c9seZ8kjuk682twH9qPOvuD9Mep1Xz9Rh4Vq3m1R3UnG4pGN1V8d7V5hU6Xryff5nR7imt6wVh9bvPrCa9SkLwI9Mq4N\/7N\/ZWnxaolSm8ZsrfztPkFgmdZqw1nj+YUlnXGuMqtUbffJHiqXqkHgiaqqdra34D5qO8\/u1\/wCmw+apqfX3FDKq48dF3iEZv+IuJ1mm7+KjSd\/6o+KH4I9kipiIzNYcWN9UiVv+I1WL0MKeNBo8FyPiv9B4V2Zn6fSGTSeJjuHqnDpWPhYB2FQn4wHJrG7mMDe83PaUtPE5wOZ+QuVYj7NMpOb0pV+rr2Bs84lEOJqmdJxaN5JKrfpLjr7BbwXNqDeU848hYMpk\/W7UUUNWlPYg0w8iYgbY80eg1mt5kZzYdytMrIuSdhcJTHxOInULecq8w\/R7DHs8PI2kOvvufAqgweLLbM12sJJ5BFqdOVJ+MwMoMRyTc6WhrCEL1N70b1fe6NGnTbO0X84WiwnVUNu+rSbtAAPeZXkJ6zVRYVHdpQK\/Wyuf1hmImTPBZucmtzV+NbHsWNoYKm0kua49onlZZl+Npj4SzR2gzHZfxXmb+nap+J0jOCSR4prek3HWZ4wrw5JbtsiWKtkj0M9LU4lp96bSTPHYOCiY7pdwgmpfUYggDY7XdYB+Md83+SmsxLnW9BzK0WNHajnk2zWjpNznWqtubkyT3i6Wv0vWA0TVJbrGkdHkLLKtcLXgTqz7CQmmu4ReRxnuV+SNamVPg0TcS97vjBOzR0rcDaI3JodeA4u4QAs79LOcDiniu0x8W+4z3bPyS80eAysvTiiJgRG+9uCIzrDaHidQJJ5rM1MQ7UUxlY\/JWbx+h5DVDGMB0h2Xy27JKDi+kwdxzvH5KjpY07JPPlsTX1Bw70eboMnZa0qjHG5I4A+q57JsHDtAB77qqp4pzY0SRvBU\/EdOVKoioGv0RmGNBjeWi53lCnF7iakttgFei9mYPL1Ch1iLRpb51Hz7lJ+mOEACRsI\/NMxAaZIA5+E581EknsUmyC8neE36Q4az3o5MfPkUwhl8u+exYuPTKzdiv6Squs573AbXEgcJQW4qD\/16JjhvKYRvHNQ3IargO7Ekm1vneh+22wh6RiMvNMKltjDmqE01AgOnOLcEmmpzBQcuCYUIns4JClmHRIbTdqC5R5KRGZCokBxTxJzQUT0CaZQdrBx4IrKsZBQ\/aHKUpzVqVbBZZOxRI997jA90aWXOYCF7aRmBsi6gH0TSUs4FjTrxcme\/uTPpahynVDcjUJjlKMzCyS7FIftydpUUFFpuyTUmxMcXazKICDuUeq8zmkBy4JZhUTHxa52xnuSNdvso9Ss513Ek5X2CwHCFxKrMFEllaL65sc+71TqlXSMz4DuChgIlMWTU3sFBjYSY5+SQvRsZSAe5oFreAUau0AkDUSiToaWljfbbgeKJQEmJA45dyjuCVpss8zCiywuI0XSQHbnXB3GNSJ0ljGvdpCnog\/VkwOE3jZKldXsO172BzQQSJ5hTus2Cp0zDGgC\/n6Bbq8pm3qZYu1hDdV2HUiYtgGjGsAqM8WHDzWEm0WggrkIgrNIuSDwt23UOVxSU2OiS6uTvQ3v3oK4FDkwofp70umeKaUiVsAgeNiM1jSPiA3GxPAxA7So7VxCq2Ic4b0OEhStKm7GNcEkp5SuyCmgBl5XJHhcpGf\/Z\" alt=\"El universo es finito, revela la \u00faltima teor\u00eda de Hawking\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo es el universo: finito o infinito? \u2013 Ciencia de Sof\u00e1\" \/><img decoding=\"async\" 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a22TmVXADQGIyEt3RzG+cvpPUCUAthZksxYFifrBUx2zjoNAJjcR3bXo34hiRZTMBWC5hSII+ZyZZ9zQBYhjzCxzlGKja5tHF3u+POTE9bzxDw03VOjiJDMJtgQIHmQBMuxid4p9Od7dp1hk7tPIHbsgeNy3BIlWGuD6T1O4126vtAXArOBaC4sBGgAdsMiI4mDAjZzr\/AFt23dNsrjJYYEjz+XBVYxYj533iI0T0jF1dY86nZJdDD6MsrsykBR2nnzqe0EpsjcckeYq5ctm5jbUGWIIcA7HhTo4sD940R+8\/X27sBATw2Nu3cZhoZOxJ7tAvIJ5ViO0inSXFey1pwzPkbivkYEdzqoIM9o+4ka5E0laEsZLVvpL7E\/Q0AMVZgZIBhYmfGQUAgkjjITU6iwzNIRUu5DJM1KsJLGC2wwBKsAdmT4g9N0ThGul8lQhMh3OoIfEwwAYECNN43I45962HXBk7VLNcJmCwBBBxJVlMa3sH4mprb55+jUneTOsJuGZclyKqVLN5JGhwNmDzuORU9iGUWs3YyxChT2E+FAMz9hB0RBmDbutbjJU8FWKrlg0kO4yk2\/0GQNf3bFS+pdF7Z7nOQTI4hXZcgy7YmWCwQT8FdDmoc+iDdPJBe6SyVEgkgSdkASZDFgNz3eSdiPgy9XfvW7ao8lYzJ7lIZvpKtJIcaJBjxOtB6f0TBBkVnRPcYIPcBC\/WRJ1BO2Ebmq7Ata9xS2IbG4zTKt3FQ+iWInTyPAI7RNbtzJWOpg9ejZZMxfLeRmT8zPkfH\/xVWvRi17ispAAO5ChQHmQR5JgkYj\/nFefu2ypKnka\/8+1a1R0jJM4pSlYaK0fSgBNwiYhVBkAsxgiQRELJ\/wAVnVtZonTWpTLJrjNJIkyFWIMdoXcj\/wC5\/gjJGj6bczuqHxSYCSzaVtrsEkiEMmIAn5ipLnVA9UbzFMgzZDLiM9tC4zoQVJjWp4zrnqaz7uy0ACdQYMlv7iSS0zE+BxVm76nbY37sXAWbiVBWQSBHnGGAiNEfGij7nJ3vuuhaVvcYzi4gsrLwCqgT88grv7wYEnPX8xmZmZirNMAB+4Ce4fT+owTGmA5r76T6gQbqqoAcE5EIIAYbJYHgMdiTUPVeoJ2gDQUQQAWWcgYaASCCNGdidcV1k1spFK92SLrrkqkyMgW35GxbkmAdA752dV309nJybbrirZyxgjQkk6YjxA+fBqPr+sXdvHSGFE6lRhkQZmQBr7Dcaru16mUCidQZMAEwqlBKNM8rkdgMeYgc+FwdFRo4yPywyoSyhsO6MzEGfABngDDneprAAB6nEHJyoLE8whUnKYMHkcHRPdFZ3TeooSRtQouEGJfa6OcmSG3H773XDes5AWy7qqxjjGo\/VHidsdnbHfziiqIlub84L\/WdLZtwuQIChoxGRzwYK2yFYLlqFnEwN186f1FCbjG0rtgsdmJIGUPjBAPcmgRoDfNVb\/qqG4xwSJ7CJVcRmPpk7OX3jejNVR2rc0qglVkQ2iQ8BhzAAMffxFZFNKmy3zdF7pnxJuuDHaU5+lVcTwSArY6+fIiatdHaXVpyuBlIDd4YL\/tCp1E5GTwCd7rIW+VC4OzEsAp2APPPhstxvUbri5fVnM44kywXQEAMQJHzrXxxsV0llUSvlGlMW7iEXGfE22UEEgF1ZQJkgfl7HPPHmz0ds4C2LduQ+Zk4EoMmVTlDXBAnwePgkZnp3W21Du8sS2z5BIukMp5Y7JhhzH8UrnXlttyMYEZDQiTkSSY\/84iTm9Poj0fV3WeRcRlZpZRP0FciMRvsIAGh+kbhZrv1BbV1boTO2jlDaDbAZgzQYJGMwNGZ8QYrzvTeohCXEl5DLswrBiZ+4xJEGeTNafT\/AIkP9M9t0UsHtm2yykfVIhCANAwQNEn5kTTYUXCtqI+n6R+XbF1Ixg8tEERxPbB8mDyN1oPe9rSA5kIQyuCo0ZkgkZKHAGJI34Oqyet9QtXSOUGTE5AHR0BobYCNnySfMVHa9WwuZqQfMwZJYEN9RIP1HZ5gHmKppM2m1TPV3EQWLhV+05nN2xYrIBUECG7wIHyOYJrEHdIDBwO9VUqNQ4PgjlbYJJOtc1x0vrISy4UaLFSJIOLCSfjLXbGhBMSZrhmsIs5bIkFcRyxYg4MSYBx1jwRPEoq27Qgtscrqbvpr3UM3VDXJCghu\/QyZQ+cLj3HkSYIngZnUXi4DtA0+bKpPekINiOECneiYkbmuuj6qz7vddiz2AFmdsgk9jSnABIgxo68Cq\/Q+pIiM2UAkgWx9JMAqWH2KltDlx91q3+NJ+diW223WSS10auA1pCdLMabStJEwdyDIB4PPFafRW7lgBMsRdCDHFXRzmSQeMdhSR\/pbYyAOR6h+InNwOGIYLjOIWQDNtjgASQYYH5Ua2RU3qXrLOFdbje5gMnYgEDtEDEDtEKPp\/TxFZpva8lSi6ov+oBfbuILWIQEIwZWCljwAFyLFWI3PPIgFajWzmLUCQxbMmAAJ2SRsM2uOMOdTm2vUVW2NMXdGVx9II7kymfqxERwf3G+L3VpDsfqBULjtCBMzJ3POh5O\/k23my1fBbsFVACEDQYr3Aypd8hqY9vUg8j7TX3q7eSlPcIKkSxJABBxIKSY5UzPgaMmJrTytsgMpUKMI7coyEAMCZDA8E8FjozjddenIGQAYUKdAgkEEEkgfVHnfmpkm8m3kuW0uKRLKAsguYLcS8DRKgnjnR\/arSF1Oa+VyODbg\/pH+nblR8gHUVj27irBaeAygGdzIbeuRB5Nap6+bYM21xn6bcMQw\/UyAsjSo4gQxGgdzTRM\/hEt+4jvgz7k84mWIyCHwWDCCxAmTqYrG9Wf3PzYgghT99drf8CP2C1rXD05DXS5ZkXIotuVLEgKxbI+CCQ0byH2qLq+pt3rd0iQwXMdxM5OGIIxABULjzsR\/Le30MpRyebpSladBWgskW1VZJUhdKdh2mZB1H\/es+tn0hFe2wMBk7lJYgwY0IHyI5H10MfA6WxdCOxtpsFdouQMZSojX6d\/DfvV+xbxsObnTh2JyDE4ggZLPAmCy\/HIq70TWhNvqMiiqUUiSOUjukEAraZdbkiAeRu9D+H\/ftA2CrSxDKIxJXBkDQItlkAiCZkwY7hXQ88tba7fHueFvWryhZx7holADtfpGpZYBEjt\/zUqWOGgsgaINuJCgZEwO3WRgEnUR5r1HrPT27AVCMux1YeUYk6HDNiWiTBkNyDvKt9NgSt5zbuI9vBUc7lS2IAgq\/DEkzwDsipvkv6qeUZXq90XLh9myqdzjwxc5c7GtEV86T052Ac4BRt9W5UZYcGJk8SR5+CRuWcjcAPT23FxQ3KowYKyNJJ3LKxCsSIMkcEUustvdSC9tVEGQQEznngQcQZCjxsaEw5S7HRt0dem9IEFz3LK3AQcXGsO0nar9Win+dE1lXukYEbXEfWRbBx5IOl+kjYP7\/Fb3ovSM9pSzEbGDFYHcr5ZQJPBCkmeNAEVl3kVpUlQApxVVWQRiomFUyCO5o34yE10lhIxNttFNrDs2KooM4GEGEgATkZknZI\/wPAv9NaX2rtpram6CSX8IFDAnEKJxKnf+ocxXNtFViuIw4PaTi6KygsSBjJliF1rkRqeyLYD2kzIZm2dEgEyJXYkA6MTH+ItlNmAHYmAF5j6V\/wC1TWbNxmZQFyUTGAk8RAx2dg\/tur6dGcgXPaBEgwyqv7zjBPk\/pOzG5\/ewtgqqAMvcSWmYhWVwBs7Ef5q6Jc\/Y46W3Fi6j2rfuB1GbEKE8bUCGOyf5+1ZZs3JAhSDMEKpBiZ2AfitV+kwtzBZcVZ4YkgOTAGQAy\/MTgEbP8fOjtgrj3HBmxIIYLiCxOx3IVDTGo8MYqHKik8GS1u6FzwGOt4LG\/vFWeiv\/AJd0G0HJwx0Bie\/ugDf\/AM1qs\/0RkRAFzMEypEhmEbH1YngAH5mq3S3z7bFk\/WsEcr9bYYyox5IXjnxxqdmJvqZJzxzhY\/3U++4jjXNdKjlgowkkAdqeY8RPkf8AGtbr+lVUcTssHeDKhdhQCACSS33HPG6rjoSsZBmLLiIAGu4BgxPHZ5HBj4NasujU8WadjoGez7dvpka4zIocHXkZ4xG\/A+\/HiqPrXoN\/prhtv7YOo0hJBiDCgx9QE8TME1v\/AIaU2EKkzDO5iMkKjbqw2BiykgbkeImqX4h6r3D76glbnljySYIBYQwMKwnYjhStVKova+SNzbxweehvo5aTCqiwTwGBjY58Vfe\/bPTwvTrmOXmdjEFsI1M8fz9q+W7okyMQFKkkgiRJI7YE\/AHkyJqa3dX21IAmclISNZBTxCquS\/G8hobjM9S3dGPi8kdkgEnSf9B\/5NSt0l4RkgXL6QyIJ1OpH\/OtCzfYjAFAC0xwnaNJIljP28kEmRIluXQ9wkrK\/lkguD2kAkLI0dHjgmN6mmlXyTuzRF1d1DaXDplBCrLTJADPkSvABiZ4E\/tVBOlvNlggYAZGFQjEDKdDcKZr01+x71u6xSbg7XJKjGCWF0LwWkupkkwQQQTWJ0tq4H9nIsGuANABiNZc9pgkR8Ewa5xknya7RY9CRQVztLdmQwAQYfoGTEAJ9Q8+R5EVW9dtt7rMvT+yu+1wC0gnI9wBGwR\/HzXoxeIve5at4YoRBIEsigEyABiWRRkfA8RNY3VjJ3UOGSYQzr6\/qkEQ5JyPaeeKrcpK4mJurZgi82jCxP8AaniPtrmtu51No2T7dhZMGSSQuKw0iAJnz\/rFfeqMWZm5AGOMqSQGIILgiFI+F4I5k1n9TbkKiicBmdgfUJk\/JxUSaJ+5qaZKbd4Kq4xn3f7JVGptgSQJMgj+Tzup7d+2ll7bdOBewebgYiJ0O0CDyBz\/AJrQ6Xq39xfcZnKKQqkCLYDGW7dIRtsgCRCxWf8AiAhFwkM8BWaNzOTgk7MHHevq1oUV1klSuVHnqUpWHQVY6LqSjht+QY+CIP8ANV6UB6xLqK4VvzAyZLi3tgkhcVIHzlDSfuYgzP6P629slHuDuRcpLFcFXIMHD5K5ACYhTI42BXnvTeq4tsYE9rH9JmR\/E7jif3JrU9c9OLO94AY3GkAMAQSJU4zAVu6AOOPitlK8HNqKeeGeuuWwU1dtdZBIBlpAYOO8ngA7HcxgqPknyvqCtkxdWm45yMAMW3AkjRKlTIMbbW659F6vuUraLKDsee4QGynTedeCd\/O5cX3LYVihslQqmFLHRIA1krKEMCAYEbMisTcq3Pz+Tl\/TdpHm4bH2miYV0nGSwlfrB8CdNrsAiob124QMTEW+4KT8EySNH6Q0T8cxNaNn022216lVdGOKQzSAC4xESogQZDbIqXp\/R8rgYshUgSGhUliAoDMCP1jwI2Afpndr5idvqLqSfhrq2W8hcMRi+MEc4AIZcRO\/q0O\/UEisrqumDXLajFWuFQx2ZMDIyfBMN4+qDxXpPS\/SDIuxA75XNVLL2gFWfIMNLiAfgCd1CnSrakwpMFT+aGEnWQZUVlbu2BJh9fTFbOTUa6nnhqQ+o5J\/B5Jb5BmRqV0BG9ngfTqNVudD1lsqDcJUAjKF2oEW4kf7wPzOz9UrAbFm08NES0qSylce3g+SY\/gE6PEt68CqmLZChe1CwGwCo+oKYLktEDInXNZydZNM5vkiQ7MTvlMwMQRgpPHxrUxERXzqbGansOeTFkIWcYVgS2jkA0QZ8nVXOj6oEO11AGg22J2gcRBYElR9RIbe4+d1LfVB7gwCCDLZQ8nU3Bkn08gD7KP3mMvupo1\/jaOOiYC2yFUDvb0TMmBko12jSgg7MjndWLvTjAN7jOwKM6gyxcg7HcWIkePJB\/fr02wHLtl04KkAjDGEYGYzRYUQVmTE8RFXD1ACqjuGA7MtqO0SxBClZCBB\/dAaN6pJIlzbeCr0Fk9xyZ2Httd3pFERBByOiJIPkfNUOruYJcCsv1p9AIXh5DEjuOgYMjXk82lcYJCjNWY2sUByXIKNbE5EyQBOt6q2C11FtXGwjFgGVQfbNq9cG2G2JMgbH5sAwSBSp8hScZXZk9DbW6cFU5MIUcgMDmqrOzkAVAY+WPgVpt0lpTFpQw7B3MY0T3CFU7yEf733mpPTLaM2dsQotuSUADZY9oLDVsdyli0jsYkRIFD1z1EzOOLOFYzjInCFMcgAADUgADdUpVJ2VJOSVFz1DBHFtGZrAacMiFJZipGmLORtoUEwzDzNQpDIpaLirjmxwyEaOgexIBAJOUrMbNRjprlxm2o2q5QCUYFVaBE7JYCOTA1ImO0j2vyX7TjJAHwWJBgRsRA43J1uuc2pPBcFSRD1\/TpoLcYI2WBgEtsQDj3BYYa7v2HFc3+jOa2wuwFEAHKVyDOBGhIPzzOjMX3tgE32tjJiCttNQZGEYnj6iO0AYGOADF7aXCWe2kgAlwSSO7uzCkgnGdcyB8iMWCpHNm12w4YgY4MNBciACsjZLkMcZ0G+8W\/6BVuZRbMgOPzMzMfSyHclmxiNQNV89MvqSq4h2IUKxAIhSywAdqIiF55Goqf1f1RPcOhI72ZWOJIEBT8kAhZy0cgI0K2e7ijzxi+pF03T9T091gUyARXZvb7SrWx3EEA3MCZG5yUGPFVLB\/8AqDKi3sMIVgAAQ2CjthQdkiJj7yL1jqFClwuBmF4wygg5MYOBVlLDQAM86Ex6wgZ3Hgu6tcN1FPusoGJBDmFX9RBHwI2B5lut+\/udm7WCW51Ftb9pltoBcGcTIjlAQWxLk5GI\/sESKqdTdAtzdDOoQEBmhgWClgZ4YwT998QBUli8xdXXBrhCghVIuAuWDFCFmSDGUk7MYmCOv6EgZ9oMLcANzIBVIwZj4IBOlJ53sV20m1yQkqS\/kzuos2nuHANcY\/3OhEMoCqADOeUjk+JniuvSrKtcVrpKqbubFFVoK9q8kCCCSDEbFTXekcNI\/Ltkq0BSpOcnIDEQksygASI0OAYrvUG459wMEGmBeXIUiVPzBOWOM8c8js4tLJEn\/air1dshwQApYxKwZUQfeBAIjEzOvtEGsX1C\/k5gkqJAJ87nL7SSTH3jxV31TrAPy0O8QrkfAjsBB2NDf\/QVkVh1gqWRSlKwsUpSgO7USMpjzHNb9j1u1bdfaV8AB\/tcXiDIEQRiPnnZ8Eg+dpRqzGrPZItqDebFbdwXYDEOF3woMdwEQVjRMcGrnoyhkKA5ALDJmVKshLK6qQCpgQSNGOSZjxXR9Y9v6Sf2k8\/IjYPOxvZ+a9L6f64rXVvdqOuwrCQxMZT43A0uPPxM83A4amm6x57EzdN7i+3IwlmDgJhJRYgLBUwnEgkAsQZrP6TK2DaNvMBxnB2IIVgQ0YhgDpgDrn49CekKMXDohuyrLoQ3JV1UAQTbID48x5JAz75IuF7JNlwcG2cbjA43MZ5yJBCEgAKdzAG7WVGaZRupaudym5oqSnOBUHtEmWXYGXyRPgn7\/WBAFt5XdnzPaZLKo8+CTyIieYuG1aY4dtp2ugpcEgC2ezDEmYAntAHAM+Kzf6XGWDhSJykY6jRxbSllxMAx3RqYNNrMZIqk8o9H6n0XT3xKv35ANgSXA2VtBZaW0IMttILTE4nU+mEL22rikQuTKCBGJZpHkZEcbyO9U6bpPbxV9l2VQSHA50CRJOgvCmCmwRE+g9Y9Ye4zK+OL\/RlxgjAoo12kqdH7aFRmNRWSKqWDz1sFUgoWW4ddwnRkNhrP544aNzXF8Ks28IPcV2AyqxWIKkKQTB3xBA0a5\/p88gpAeWDBuydZGS3mRMAnQUfNcXLIfUGADiWkMQJMHyJjITIHkREWlSZ1i42c9R0TiS0gMhAnEquIEiVJAMqBOvJjxWq\/WGEKvaM7YGfpICsBM4jLJgPkzwNZNm0FbnvMjAhyo2SII2Y+\/kzutSza\/qO0Hun6gm27RJxXlgsQREww1JNTLTvkScXlle11DhmL4McUukMV7gWAADRJaGmQYlZ5Va2Oo9YVw7PbU5IlsgyDjlKtlAMRjpYkhvJrN6pYdrq2yIOKxplGAQIFGl0CJYDgxJFQ+yVacS2RSAVgfTdWJJOInfP8\/Oy04J3RMc0jQf1W5a7LIW2pVFuZRLMtx3JPLMDOJ5nH4BqG50jpg5lxk7ASWbsglXZdGDC5D4+OK965dgNgbcYjkksp8ZEHIaYmOSQT4qo3U3MVLAgNBhQB9AYTiNAl58T2z53Nfdar5L4RctdS0qVOWZYjLkAHgNtZkyTMkMBwax7xLORixY8HzJOzIIBGRbceI+9TugMEL7ZIIYRH\/wCQBPkEfT4kbmrj9IbYQFx7jkgiHNxcd4gwIEwJy1v7gdMdCLjdkb9RHaACpacmYqTAKvG4iIUECRiYidx3urZoyAZRpFkMU50W5iBM72Afmvt7pQ7YqcyAUxIIZSJAIA7Y5IXI\/uavdG9i3DXhncBJhZhYtmFENtvcKzs6Hg6qW0i4\/csGx0\/pS4sLVy0wyUNc2CAVYQ2I2QJYRsll8isC50Vp2xP5cBDJyZANh2PtqYE8TxpZPI7Ny5fZFyElmKKoETGAMfqnFV7tmT8Gon6j2dhFLwe0gEDt7i48\/VIGzoeNUak1f+vKLcOp04Nt\/eASOzFVJk6MIdAsf7v2EyZBi6y4zOHcKrgCBkggsTiVAPaFYTHwRoDdR9NZvdRglsHZGRyOJJIiFjRAH0oCYHERVnr+mXKXaSBLgMqksQJyJjUrqNwDpdVqi06JbxRc9N9RuoU7kNlWLFvbVVUwQ8MFDHROjs60eTY6zr+n9yFb3Q4aWhsmXcTnMg9y7aRqTMmq3S9E72izMwBYBQkhQGU98f3SCS2\/3OyKnV9RZsaXbg8\/rBEjkNCiI1AIkGJqFCnax26nlxKeOxcHXKBjbJWUc9zaGxJK8EwIBJYELv4rG\/8AUbXuEspZTlJSAxkGAG55iW5MfEg53WdaX0AETwi6X948n\/ueKq11bbO8YJZJurdC7G2pVJ7QTJA8SahpSsLFKUoBSlKAUpSgFKUoC\/0Pq1y3IEMCIhtx8FTypHgj5Pya17Pq\/TOmL2mV5BVw5GJ+RAkn9zG+NCvM0oS4Juz2nVICQyXc0lYyBYbg6ZTplLsIBG1iMQSPrenXDAR2YWySi5bKocmUEgFQNdkTuYONePsXmUyrFfBKmDB5H3rc6n11FAWwHKwcveCE\/AChRA1z\/wAqyVtUFGjdsdM64ILrI0KTaKZrkHQoJGlPuY71GJ1BMxXfTWIcYu14li9n3FUEc6QDjZIiYkzFZVv8Rqwh1K\/24ax0wHHiG4iP53XQ9TssBkqsfJ7FMyzSGCrG2ntH7zEVij55kJGr0t90YKyA59ts5YuBkSdDtb5jgyeQdZN61cVfdTtHAxHjGInkbbGVJAmNVrC5moW2qgWimLO0ror3FgyqsyB9OjAFd2bSMmK27cykG2VITP65LAFTInHxqPiq3xSpsjbJu0YD9RcdV\/MKPJ\/U0QZYZbOo4Y8655Do7162Z9xkKxkZI1\/aSCBoxEkfUPitjqfS2w71uGQMdFTsEySViFGyTP1abiszpy57iZQQBMqSfAyBIb52Y14JFZaaxkpqTOrII\/OANxRvHZlC28t7ImNb0D96sdOL1xSqW1V9RokzlcZIk6YMwgg\/OjoVJ0XUKifmWkuWWZhBVkILIFzhYxAAWSCZmd7BtdF1tspctKmDORkS7iWxZhi5ZYHb+xhZmsk5q6RSpclHqLedy5GSq0nEP2lI7rjFoXKGEEcyfPMPSgM8LkbkhFgkoqH6SCdA7AmfMiOTasO1yFBCryAO+SSQMELZOqyx0PM8QaJ0IGpAB7GJk3GaQAEAgqwACkEgd3msp9SZyTZ11N97YHSyy3ZDBDiAp4lSwlWIGRyYCDr7V+ivi2S6nKfcALAlsTtdBdmAx\/tEjcg1a6q4SPqzlB3lVd2xErLbVYA8knnyQTmtaW2pkMS0\/W8ahdlVJJGiYI8V0o5w4yuTjrusdtKoj6TiGBIHEwRE8wNcVJb6KLfvlXEGFxdWHaP9YxPgYz\/HMLqspxd2+qSqJis4wO46nxsH\/HHxvUFSAjFBhG7hbuI7pCDcHzHiOIrLj7HXNYLXR9RcyVluBMTizDFWWZ+piO4ATrOORAk13Z6WHW9LYJnkQWUlV0SGgEzlGKgmAASZrLu+sqGyXJhwAYiNa3yDGwRGz81P0f4hBP5xZVA7TbS2zySMjk\/0kiRKwfvGjV4Dc2aH9VcUJcYwDlDISCAoMbhQBtRiZGpiDFZXWepWmb3GUM5DBgODIgbEBRsmBPA8arJ67qTcdmLO0kkF2yb+T5NVqy3d9TFDNtmr1fr151NsNhbPKrqYAEseWMASTzzWVSlG7KSS4FKUrDRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgPqmKmXq7g\/W3+TUFKAvp6veEEOQRIBAEwZkTE7k\/wCalt+vX14aY4mSBxwCdceP+tVun9NuuuSISPnVWV\/D3VESLLR\/H\/euq9NqtWoOn8GSagrlhP3J\/wD3NfkkhDPMrPx5mQNcfvUh\/FL6mzZMcE+6Y54\/M19R4+TW7\/7NEz\/R9ZEDU2vtO8vO\/wCD9qjsfg12KqnR9SxhpBa2J00HTa3j\/E159ScNLE2l3wco+q0ZuozTfdHn3\/Ed4kmEBIjQb\/8AqoX9ZuH+3gjQjRBBGv3Neg6n8CdVaUi50t6YIRhgAx7oMFpA+j\/9vtWB1PoHUoYe0ynmDHH+amOvpS4kv8o9cPT6s\/xg32TIm9WumTkNx+lRwchwPmoG6u4TObf5qS56ddUElCAOeKqV0TT4J1NKem6mmu6o6Zidkz+9c0pWkClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBf6b1R0CqhIUfUJGzMk7GtQP4q\/\/wC57wYQzBAIKypJ++WOv8Vg0rsvUayVKbruzJxU1Usr5PWj8e9ZkZu3MIACykjj9WG\/PjzXzpPx71qFmF64G3gQbfaD4INs5f8ACvJ0rz6sI6udRJ98nGHptGDuMIp\/CR6zqv8A\/QuvuIA992YcN+XA3vtCfGuao9Z+JbtwoxLlhAYll7h8CEGPn55rBpUR9PpR4il+ke2HqNWH4za7Nmj1vqrPoSFIggkGfkzAj9qzqUroopcEamrPUdzbfd2KUpWkClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQH\/\/Z\" alt=\"LAS VIEJAS PARADOJAS DEL UNIVERSO FINITO O INFINITO.... - Grupo ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Debido a que el Universo es finito, en los puntos cr\u00edticos dimensionales, las ondas se superponen y crean ondas estacionarias duraderas. Las ondas determinan interacciones f\u00edsicas fijando el valor de la fuerza Gravitatoria, la Electromagn\u00e9tica, y las fuerzas nucleares D\u00e9bil y Fuerte. Estas son las responsables de la distribuci\u00f3n de la materia a trav\u00e9s del Cosmos pero, a qui\u00e9n o a qu\u00e9 responsabilizamos de esa otra clase (hipot\u00e9tica) de materia que, al parecer est\u00e1 por ah\u00ed oculta. \u00bfTendr\u00e1, finalmente el vac\u00edo algo que ver con ella?<\/p>\n<p style=\"text-align: justify;\">S\u00ed, en el Universo resulta que est\u00e1n presentes misterios que no podemos explicar. El Observatorio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/si-muchas-son-las-cosas-que-no-sabemos\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a> Chandra, el tercero de los grandes observatorios de la NASA, ha descubierto un excepcional objeto seg\u00fan la p\u00e1gina web de la propia NASA, y, de la misma manera, hay descubrimientos recientes que confirman la presencia de ondas de presi\u00f3n en el vac\u00edo. Utilizando el Observatorio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/si-muchas-son-las-cosas-que-no-sabemos\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a> Chandra, los Astr\u00f3nomos han encontrado una onda generada por el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/04\/si-muchas-son-las-cosas-que-no-sabemos\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> supermasivo en Perseus, a 250 millones de a\u00f1os luz de la Tierra. Esta onda de presi\u00f3n se traduce en la onda musical Si menor. Se trata de una nota real, que ha estado viajando por el espacio durante los \u00faltimos 2.500 millones de a\u00f1os. Nuestro o\u00eddo no puede percibirla, porque su frecuencia es 57 octavas m\u00e1s baja que el Do medio, m\u00e1s de un mill\u00f3n de veces m\u00e1s grande de lo que la audici\u00f3n del hombre puede percibir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/st-listas.20minutos.es\/images\/2011-02\/275368\/2879266_249px.jpg?1298103965\" alt=\"Los siete pecados capitales\" width=\"249\" height=\"212\" \/><img decoding=\"async\" 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\" alt=\"Los pecados capitales | Mundo Secreto Amino\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed resulta ser todo muy misterioso y, nosotros, que somos parte de este Universo, tambi\u00e9n lo somos. Recuerdos de la ni\u00f1ez y los Siete pecados capitales: Lujuria, Gula, Avaricia, Pereza, Ira, Envidia, Soberbia. Los siete pecados capitales son una clasificaci\u00f3n de los vicios mencionados en las primeras ense\u00f1anzas del cristianismo para educar a sus seguidores acerca de la moral cristiana.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/st-listas.20minutos.es\/images\/2011-02\/275368\/2879181_249px.jpg?1298103965\" alt=\"Las siete notas musicales\" width=\"249\" height=\"166\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Explicaci\u00f3n de las siete notas musicales para alumnado de primer ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las Siete notas musicales: Do, Re, Mi, Fa, Sol, La y Si Los nombres de las notas musicales se derivan del poema Ut queant laxis del monje benedictino friulano Pablo el Di\u00e1cono, espec\u00edficamente de las s\u00edlabas iniciales del Himno a San Juan Bautista. Las frases de este himno, en lat\u00edn, son as\u00ed: Ut queant laxis\/Resonare..<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/st-listas.20minutos.es\/images\/2011-02\/275368\/2879265_249px.jpg?1298103965\" alt=\"Dios cre\u00f3 el mundo en siete d\u00edas\" width=\"249\" height=\"181\" \/><img decoding=\"async\" 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\" alt=\"Dios hizo el mundo en 7 dias. | Desmotivaciones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se dijo que Dios cre\u00f3 el mundo en siete d\u00edas: Lunes, Martes, Mi\u00e9rcoles, Jueves, Viernes, S\u00e1bado y Domingo. Los siete cuerpos celestes que dieron lugar a estos nombres fueron la Luna, Marte, Mercurio, J\u00fapiter, Venus, Saturno y el Sol. En espa\u00f1ol, s\u00e1bado procede de la fiesta hebrea \u201cSabbat\u201d y domingo de la palabra latina \u201cDominus\u201d, el se\u00f1or\u2026<\/p>\n<p style=\"text-align: justify;\">Como veiz, imaginaci\u00f3n no nos falta, tenemos de sobra y, cuando no sabemos explicar alguno de los muchos enigmas que en el Universo son, acudimos a la imaginaci\u00f3n que se inventa lo que aquello pueda ser y, lo acomoda a nuestras conveniencias trat\u00e1ndo de darnos un poco de esperanza, y, para cuando la verdad de aquel misterio se puede desvelar\u2026d\u00f3nde estaremos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F05%2F20%2Fvacio-la-nada-eternidad-infinito-%25c2%25a1no-existen%2F&amp;title=Vac%C3%ADo%2C+La+Nada%2C+Eternidad%2C+Infinito%26%238230%3B+%C2%A1No+existen%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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&nbsp; Los cosmologos llaman\u00a0\u03a9 (omega) a la cantidad de materia del Universo, y, dependiendo de la misma, el Universo podr\u00e1 ser de diferentes maneras en funci\u00f3n de lo que se llama &#8220;Densidad Cr\u00edtica&#8221;. &nbsp; Buscando \u201cmateria oscura\u201d \u00bfEstar\u00e1 ah\u00ed en [&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":[243],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15426"}],"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=15426"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15426\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=15426"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=15426"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=15426"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}