{"id":20141,"date":"2021-01-18T05:00:08","date_gmt":"2021-01-18T04:00:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=20141"},"modified":"2021-01-18T05:08:53","modified_gmt":"2021-01-18T04:08:53","slug":"%c2%a1universos-%c2%bfpor-que-no-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/18\/%c2%a1universos-%c2%bfpor-que-no-2\/","title":{"rendered":"\u00a1Universos! \u00bfPor qu\u00e9 no?"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los Matem\u00e1ticos afirman que los Universos m\u00faltiples existen, y, si eso es as\u00ed, coincide con algunas observaciones que han sido realizadas y que, de manera sorprendente, respaldan el resultado de la existencia de otros universos a partir del &#8220;borde&#8221; mismo del nuestro, y, adem\u00e1s, es posible que, las grandes estructuras de estos universos (del m\u00e1s cercano), est\u00e9 influenciando en el comportamiento del\u00a0 nuestro que lo hace como si existiera m\u00e1s materia de la que realmente hay debido a que, la fuerza de gravedad de esos &#8220;universos&#8221; vecinos, incide de manera real en este Universo nuestro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/trgSSbvpiKs\/hqdefault.jpg\" alt=\"Resultado de imagen de El borde del Universo \u00bfd\u00f3nde est\u00e1?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfEstaremos rodeados de universos?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los estudios del MAPW han derivado en deducciones que nos dicen: \u201cEl flujo oscuro es controvertido debido a que la distribuci\u00f3n de materia en el universo observado no puede tenerlo en cuenta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/elasombrario.com\/wp-content\/uploads\/sites\/1\/2019\/01\/calmese.jpeg\" alt=\"De qu\u00e9 est\u00e1 hecho el Universo? \u00bfD\u00f3nde nos encontramos?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del universo visible \u2013fuera de nuestro \u201chorizonte\u201d\u2013 est\u00e1 tirando de la materia en nuestra vecindad. Esa podr\u00eda ser la explicaci\u00f3n m\u00e1s sencilla para justificar la expansi\u00f3n del espacio que arrastra a las galaxias y que cada vez es m\u00e1s acelerada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/d4\/WMAP_Leaving_the_Earth_or_Moon_toward_L2.jpg\/300px-WMAP_Leaving_the_Earth_or_Moon_toward_L2.jpg\" alt=\"\" width=\"300\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El objetivo de la misi\u00f3n WMAP es comprobar las teor\u00edas sobre el origen y evoluci\u00f3n del Universo. Es la sucesora del COBE y entra dentro del programa de exploradores de clase media de la NASA.<\/p>\n<p style=\"text-align: justify;\">Veamos los indicadores siguientes:<\/p>\n<p style=\"text-align: justify;\">\u03a9<sub>b<\/sub>h<sup>2\u00a0<\/sup>= 0,002267\u00a0<sup>+<\/sup>\u00a0o,000558\/\u00a0<sup>&#8211;<\/sup>\u00a00,000059<sup><br \/>\n<\/sup><\/p>\n<p style=\"text-align: justify;\">\u03a9<sub>c<\/sub>h<sup>2<\/sup>\u00a0= 0,1131 \u00b1 0.0034<\/p>\n<p style=\"text-align: justify;\">\u03a9\u039b\u00a0\u00a0\u00a0\u00a0\u00a0 = 0,726\u00b1 0.015<\/p>\n<p style=\"text-align: justify;\">n<sub>s\u00a0<\/sub>= 0,960 \u00b1 0,013<\/p>\n<p style=\"text-align: justify;\">\u03c4\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 = 0,084 \u00b1 0.016<\/p>\n<p style=\"text-align: justify;\">\u03c3<sub>8\u00a0<\/sub>= 0,812 \u00b1 0.026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos son los valores de los par\u00e1metros cosmol\u00f3gicos obtenidos a partir de los datos combinados de 5 a\u00f1os de observaci\u00f3n de WMAP, medidas\u00a0de distancia de supernovas tipo I y la distribuci\u00f3n de galaxias Omega b, c, <a href=\"#\" onclick=\"referencia('lambda',event); return false;\">lambda<\/a> que son las densidades de materia bari\u00f3nica, <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y energ\u00eda oscura respecto a la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> (la correspondiente a un espacio euclideo) h = 0,71 es el par\u00e1metro de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> que mide la raz\u00f3n de expansi\u00f3n del universo,\u00a0\u03c4 es la profundidad \u00f3ptica, y n<sub>s<\/sub>\u00a0y \u03c3<sub>8\u00a0<\/sub>son el \u00edndice espectral y la amplitud del espectro de las fluctuaciones de la materia, respectivamente.<\/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:\/\/map.gsfc.nasa.gov\/media\/poster2002\/WMAP_poster2002a.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Adem\u00e1s de los par\u00e1metros cosmol\u00f3gicos, el estudio de la distribuci\u00f3n estad\u00edstica de las anisotrop\u00edas en la intensidad de la polarizaci\u00f3n de la radiaci\u00f3n tambi\u00e9n nos proporciona una informaci\u00f3n muy valiosa sobre la historia remota del Universo. El Modelo est\u00e1ndar de inflaci\u00f3n predice que las fluctuaciones en la densidad de energ\u00eda se distribuye siguiendo, muy aproximadamente, un campo aleatorio gausiano. Sin embargo el modelo est\u00e1ndar se basa en el caso ideal de existencia de un solo campo cu\u00e1ntico, el inflat\u00f3n, que evoluciona lentamente hasta el m\u00ednimo de potencial.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a5\/Electric_Flow_in_an_Ellipsoid.svg\/300px-Electric_Flow_in_an_Ellipsoid.svg.png\" alt=\"Ley de Gauss - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>Ley de Gauss<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Electrost\u00e1tica. Ley de Gauss\" \/><img decoding=\"async\" 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\" alt=\"Electrost\u00e1tica. Ley de Gauss\" \/><\/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 Electrost\u00e1tica -Ley de Gauss<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;En\u00a0<a title=\"F\u00edsica\" href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica\">f\u00edsica<\/a>\u00a0la\u00a0<strong>ley de Gauss<\/strong>, relacionada con el\u00a0<a title=\"Teorema de la divergencia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teorema_de_la_divergencia\">Teorema de la divergencia<\/a>\u00a0o Teorema de Gauss,<sup id=\"cite_ref-1\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Ley_de_Gauss#cite_note-1\">1<\/a><\/sup>\u200b establece que el\u00a0<a title=\"Flujo de un campo vectorial\" href=\"https:\/\/es.wikipedia.org\/wiki\/Flujo_de_un_campo_vectorial\">flujo<\/a>\u00a0de ciertos\u00a0<a title=\"Campo (f\u00edsica)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Campo_(f%C3%ADsica)\">campos<\/a>\u00a0a trav\u00e9s de una superficie cerrada es proporcional a la magnitud de las fuentes de dicho campo que hay en el interior de la misma superficie. Estos campos son aquellos cuya intensidad decrece como la distancia a la fuente al cuadrado. La constante de proporcionalidad depende del\u00a0<a title=\"Sistema de unidades\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sistema_de_unidades\">sistema de unidades<\/a>\u00a0empleado.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el art\u00edculo nos dicen:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cdn.spacetelescope.org\/archives\/images\/thumb700x\/heic1507h.jpg\" alt=\"Hubble view of green filament in galaxy UGC 11185\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0De la misma manera que se atraen dos galaxias vecinas&#8230; \u00bfPor qu\u00e9 no lo har\u00edan dos universos?<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;El flujo oscuro es controvertido debido a que la distribuci\u00f3n de materia en el universo observado no puede tenerlo en cuenta. Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del universo visible \u2013 fuera de nuestro \u201chorizonte\u201d \u2013 est\u00e1 tirando de la materia en nuestra vecindad.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5529123113678841682\" src=\"http:\/\/1.bp.blogspot.com\/_KPGO9SZqBnU\/TLtkLWY6p1I\/AAAAAAAAF1A\/OKO-XBMqwoM\/s400\/CMB_Timeline150-wmap.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los numerosos an\u00e1lisis realizados a los datos de WMAP se han encontrado una serie de &#8220;anomal\u00edas&#8221; cuyo origen est\u00e1 a\u00fan por determinar. En el art\u00edculo se nos dice:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Francis en @TrendingCiencia: El flujo oscuro y el multiverso - La Ciencia  de la Mula Francis\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8221; El flujo oscuro es controvertido debido a que la distribuci\u00f3n de la materia en el Universo observado no puede tenerlo en cuenta. Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del Universo visible -fuera de nuestro &#8220;horizonte&#8221;- est\u00e1 tirando de la materia en nuestra vecindad&#8221;.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"La materia Oscura! : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Es decir, que de lo que en realidad se trata es, de saber cuanto vale Omega (\u03a9), o, lo que es lo mismo, la cantidad de materia que contiene el Universo metiendo en ese &#8220;saco&#8221; tanto a la materia bari\u00f3nica como a la oscura.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las anomal\u00edas observadas no son debidas ni al ruido ni a residuos contaminantes, lo m\u00e1s probable es que sea debida a defectos topol\u00f3gicos en forma de textura. Seguramente la misi\u00f3n Planck de la ESA nos proporcionar\u00e1 la mejor medida de la anisotrop\u00eda en la intensidad del Fondo C\u00f3smico de Microondas en todo el cielo con una sensibilidad, resoluci\u00f3n y cubrimiento frecuencial sin precedentes.<\/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:\/\/zebu.uoregon.edu\/2004\/a321\/wmap1.jpg\" alt=\"\" width=\"544\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las fronteras del conocimiento sobre el Universo se amplian d\u00eda a d\u00eda y, a no tardar mucho podremos saber sobre:<\/p>\n<ul style=\"text-align: justify;\">\n<li>Las caracter\u00edsticas de la \u00e9poca inflacionaria as\u00ed como de las fluctuaciones primordiales en la densidad que all\u00ed se generaron.<\/li>\n<li>La existencia de ondas gravitatorias primordiales.<\/li>\n<li>La naturaleza -si existe- de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y la energ\u00eda oscura y su contribuci\u00f3n al contenido material\/energ\u00e9tico total del Universo.<\/li>\n<li>La distribuci\u00f3n de c\u00famulos de galaxias seleccionados mediante el efecto Sunyaev-Zeldovich.<\/li>\n<li>La \u00e9poca de reonizaci\u00f3n\u201d.<\/li>\n<li>En qu\u00e9 clase de universo estamos: abierto, plano, cerrado.<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Teor\u00eda inflacionaria\" \/><img decoding=\"async\" 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alt=\"Cazadas' por fin las vibraciones predichas por Einstein | RTVE.es\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Y si la energ\u00eda oscura no existiera en absoluto?\" \/><img decoding=\"async\" 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\" alt=\"Ciencia: Un nuevo experimento estrecha el cerco sobre el origen de la  energ\u00eda oscura\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" \/><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n de Galaxias en C\u00famulos | Instituto de Astrof\u00edsica de Canarias \u2022  IAC\" \/><img decoding=\"async\" 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\" alt=\"M\u00e1s cerca de ver la se\u00f1al que guarda los mayores secretos del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQW5Uu_JioR5cgr7Masvrc1etNoi4NsoRphMw&amp;usqp=CAU\" alt=\"Reionizaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div style=\"text-align: justify;\">Seguramente, si supi\u00e9ramos la verdad&#8230; \u00a1Nos asombrar\u00eda! Un grano de arena comparado con la playa entera. una gota de agua del oc\u00e9ano, una simple estrella en la vor\u00e1gine de los doscientos mil millones de una galaxia, una galaxia comparada con ciento cincuenta mil millones que ellas presentes en el Universo, las mol\u00e9culas (24.000.000) que contiene una sola c\u00e9lula como nos dice Kike (un tertuliano amigo que hace tiempo que no da se\u00f1ales de vida) y qued\u00f3 publicado otro d\u00eda en este mismo blog&#8230; \u00a1Todo es inmenso, impredecible y, seguramente&#8230; Posible!<\/div>\n<p style=\"text-align: justify;\">Y, muchas cosas m\u00e1s que de momento ignoramos y que, como podemos leer en el art\u00edculo de arriba, cada d\u00eda quedan m\u00e1s cerca de nuestro entendimiento gracias al trabajo de muchos y, sobre todo, al ingenio de los seres humanos que, con su inagotable imaginaci\u00f3n y, por fin, unificando los conocimientos adquiridos durante largos a\u00f1os, ahora van\u00a0aprendiendo a dirigir sus esfuerzos en la debida direcci\u00f3n, que nos llevar\u00e1, a desvelar\u00a0cosas que no comprendemos para saber, cada vez m\u00e1s profundamente, como funciona el Universo en el que vivimos y por qu\u00e9 de sus comportamientos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.muyinteresante.com.mx\/wp-content\/uploads\/2018\/05\/httpstved-prod.adobecqms.netcontentdameditorialTelevisamexicomuyinteresantemxespacio1107temperatura-universo-600x337.imgo_.jpg\" alt=\"Qu\u00e9 temperatura tiene el Universo? | Muy Interesante\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La naturaleza a temperaturas muy bajas, por ejemplo, esconden muchos secretos que debemos desvelar para seguir avanzando en el conocimiento de la materia que nos dar\u00e1, cuando lo consigamos, maravillosos resultados tecnol\u00f3gicos y aplicaciones diversas en muchos campos tanto de computaci\u00f3n como de salud, industriales, o, incluso espaciales. En Cient\u00edfico comentaba:\u00a0 \u201cNo quiero especular sobre cu\u00e1l resultar\u00e1 ser la explicaci\u00f3n de la emisi\u00f3n criog\u00e9nica, pero no me sorprender\u00eda si la estructura de banda de los semiconductores desempe\u00f1a un papel importante\u201d.<\/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:\/\/3.bp.blogspot.com\/_zj5ibbOrnaI\/Sq002tBB3qI\/AAAAAAAAFBU\/t_yhEbCEVbk\/s1600\/si+el+universo+se+expande,+las+galaxias+chocan+1.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Estructuras desconocidas arrastran las galaxias de nuestro universo<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1Hay tantas cosas que desconocemos! Pudiera incluso ser posible que, esa fuerza misteriosa que\u00a0<strong>tira de nuestras galaxias y, cuya responsabilidad se la adjudicamos a \u201cla <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, sea, en\u00a0<\/strong>realidad, la fuerza de Gravedad que generan cientos de miles de Galaxias situadas en otro\/s universo\/s que, vecino\/s del nuestro, incide de manera directa en el comportamiento de los objetos que el nuestro contiene y estos, a su vez, incidir\u00e1n en los objetos de aquel otro universo.<\/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=\"Noticias \u2013 Madrid Deep Space Communications Complex\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRuUEHZAcbyUvH8emHnnYTIAIvA1cxLRSXjhA&amp;usqp=CAU\" alt=\"El Universo - Isaac Asimov\" \/><\/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\u00bfQui\u00e9n sabe lo que habr\u00e1 ah\u00ed afuera?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es la pregunta que no podemos responder&#8230; \u00a1de momento! \u00bfQui\u00e9n puede asegurar que nuestro Universo es el \u00fanico universo? Nosotros decimos, en relaci\u00f3n a \u201cnuestro\u201d Universo, que comprende \u201ctodo\u201d lo que existe, incluyendo el espacio, el tiempo y la materia. Claro que, al decir \u201ctodo lo que existe\u201d nos estamos refiriendo al \u00e1mbito del propio Universo, sin pensar en que, m\u00e1s all\u00e1 de \u00e9ste nuestro, puedan existir otros iguales o diferentes que, como el nuestro, tenga tambi\u00e9n espacio, tiempo y materia, y, si es as\u00ed&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Existen los mundos paralelos?\" \/><img decoding=\"async\" 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jsKyzaBaS07rL3fpPj3YY\/EqOLm1WFmXTK5oJHYvE3nM9zuJJ8ytsabREu6Ljo9Qa53WnlETO6J1uq39o1QNdToiLEuOuug+6udlDIJ0hYDbuP+NXe\/dOUf7Rp6967dRL48Cj7JiuSBH+VwpQIV1sjo46oA+ocjNf5nDkDoOZ8F58Mcpuoo0bor6GPrNgMqPngCXeAMq6w7NovHzuaD+rI3\/wDM+SuKLaVARTYBz1ce0m663bJbMNa4ne4ZiOwaLtUNi+qbf7Jmd34KipsHEv8A4lcdmZ5HhAHko7+itXc+me8j7FWL8YeKBjXDQoawvtP8hbIexMPicJXbVynLoXMOaAdDA4GN2kqTtik74he218wI3HWQpdLHkaqwpVqdQQdVaxY5RqL\/ACNW2UeI25ii2XRmB+eIecwJ0Gtt\/Yqd1N9R5c8kuJkk6krb1a9Ki3NUaC3SQzNF9SBpfeqLaW28JmzUmvcbWjIJA\/sueWJxdSZq4x2Wnz6EYOm2mwvfZrbnieAHbwWZxuINSo57tXGbeQ8LJ7aG0X1iM0Bo0aNB46nmVDaBafZWWSaa2x6M0jnvVO03QLRe9\/sUk77LpZDQ6W6kQDLrZTmIizTNuw8FiUWWEd1B73oRhKxDBBMdvNCYi1wnQ55E1agbyaJPibK2w3RnDN\/I6of5ifoLK\/wdSiAC90neNAOSlYjF4Y\/ncOQLY8CF7GzBi6VkqLkuWU1PZzGDq0AP6P7J44d4bmFJ2Xeclu8wn37Rot+Ws7syMKj1+kByuy1ahGlmsAnnY80PUr\/zEHjj7GvjN4BPgteNAVR1q7id5kA8ZnsT+D+LMtae+31Vx1CfFGbiTamz6Zm0dllX1tgRem4TcdYcRG7t4K6dRO+ByLm\/YpJpkaX43C2lhxy7RCbRicbs2pT+ZpAG\/d4qLisMWEggtI3HmJExyIXoNTUgtIHB33sqzHbHZUu2zvInmuLLoX3EtTMVlWn6DbO+LUcy2bK6JMSYmO209yrMXs5zDDh2cD2FWHRzGmhXZVv1SD2jguPY06ZTdo9P6Gj\/AE7G1ic1MODBoMkHK5oaL2JMnRa+vtJjWtpsg1HxHMTMk9k+C8\/2jt3B1Mr8xa4ahhcdQZid3LlooGB6Tspl5aHnNaT80cJ3btOKj4LlbNflShSLb9qe0w9lKk0gmS4mQdwERuN57159g6ElWOLrvxDg524QItbX6k+KibT2kzDM\/VUI6rfu7gF248ait0ukY3ZE6U7S+HT+C09dwvyade8+qxoHvknqtYvcXOJLiZcSrHYGzRWqX\/htu7nwb3nylcuSb1GTj7GiW1E7o3sVsCtWFtWNPk5w+gVrjsbNholYyvJyyB70sqerUiV0Sksa2QI75FVsR7uoxqymn1lM2VgjUeBx9\/ZcrkVQllBx4lS6GzXGxseC9Q6M9A8zMz8vK8nvjf8A3V9X6FUWthph27S+sE8AluE5JHidXAObHPRNfFI99y2+2ME1j3NkOy6kXk+\/MLI7WwhblMghwkQZy3Ig8Dv7CFakV44JOFxO46cP7Kg6QbFaz97TtTJ6wF8h4jl77JNKruKtsFWDgWuuCII4jgumLWVbJfZk9cmDrQHENu2bTw580iVP23s\/4NUt\/Lq3m0+migFefKLi6ZpYsO370F5IA3aec990mUpSBPww6o\/shKwjm5BIPiOPYhMRoalYpp791505JovtrdWuxAGgyRBIkEAiRcajtXWnbM0N4XZ9SpcWFru7p7RMqyobMpAxLnm\/ADnb\/Km46tSbREVAXuJkfpaIgDtvJ7FAG0qOSHZ8w0LSI8CPuuuHxR7B2TYaxsMaB3JqpVcd\/dYKvG3Ml2kntyn6hL\/+X4gDqnKN0NaPoFb1MF0TRMYwzYGeU\/YKS2lU\/wDree4rO1ukddx\/iFQ37UqO+ao48iSp\/wAxeEPabmpQrOaAacAaSBbsUKpSLY3FZrCbVqNs15jgbjzVlT2y53zNHjH1W2PVQfZEovwWDmteIcJCq8XsotMtu0+7qUzaTd7XDwUqnigeKuaxZf5Em0VeF2c5xAAVt\/0JtNuaq9jd8SCe+NO9UvSTaNag0OpNbk0LjJLSdJEgRzWKxm0KtX53l3KYHgLLhzShhlVWzWPKNVtnpKxktoDMY+c\/KOzj9FkatZzyXOcSTck6lNSusaVxZc88nZaSQrJaZGpETfQXI4X17Vtth0Pg4Ztrv6x79J7BCxtKnme1g\/M4Nn\/cY+63u1oAAG6y20ipSn6Jn6KfEVDJMhVdV\/b7\/wAeRUvEuCaxeLD2Xe41HPBfmAykNBDTIkyJIiIuNVnNgiJTiQf8eS2fQ6owHMdRcaHrbpHDmsUHR5H+yn4Da3ww6BqLE6tM8eESCsmVR7xsHpbSptLX6i1ryd90rbHTIAO+GGFwEmXA+F9eS8LZ0he06z75+7KLU2rUe4yZsT4CT9JQTsNZtrbBeTxJM3vdZzG4omxKramNLtTc8\/VNirx18VSfguiZSqXVnhauhn\/CpKZ9\/ZWWFWsHyQyX0mw3xKAqD5qZ8jY\/YrGtXoFKnnpOYdHNI8ivPhKrVrlT9oICsyAZSQF1y4yyyw56o9F1Iww6ouhMCx+NC6MZAN91u22vdPkoTnptxK03EEqpiSd658bifD1UYNJMDgTcgaX3n\/KbnklYyY6uufEJ3lRmkonuRYEn4nelNqe\/fuyYLSACQQDodxuQfMFAcd6diJlOpdTcLU530vceaqmPCk0n3VxYmaDDU85uZJ471PxWEdSiQb71T4DEQRMW7B7K3FfbVPEYZtN7Rnbo6IJtedfcFbwm0+AooGFrwWuuCIM6GbLB9IdlGhUtdjrtPLgeYW1DoMe4XNp4JuIpFh11aeDhouvLjWfH+6JT2s83CXTdErr2Fri11iDBHAiyQvGao2J+xT+\/pcM7fqFs9sncsNs+rlq03fpe0+DgV6ZtbBMNFrweu57gRwiCPGV2YH+jL+Sdu6VGIxBuoLxdWWLpwSFX1B9VhIKGS8wGyYknW0mATHEgDwC4XRN9Ru3+7Ljgkws2UJJXWvI07499qI4+9UQkB0Hell08k7hMMXuDQRfiYXsfQLoBgRlqV6jKz7EMDswB5wi6GeSYfCVSMwpvLeIa6FOoNO8ERxC+n8bWo0KRkMa0CzYEdkBeJdLtpjEVSBkY0AkQ0NFhMWFyYtO8rWD5IZUbLiO9YF9nEcz91vMEYaXHcCZ7Lrz\/ADSZ438V0ar\/AKQ+4odii1cIgozcF0uuuEsm0DDQhdw46o970IEdqNMAkWMweMapsO5713VOMaMpOaHCIbl+YGZObdEC0XzclYCM0SIB0JsDpzHadPskIDo3J99IZG5aoJcTmZBGTLEEuNjIJiOHMJAMl3egpPrzXWOMa+M37EASS6Whn6c2rhAHzEAG2sm2pdxTRK5Rq5XA6kQb6TYjwKXUfLi43kk6RrfQIAGKRSTIcDBV10f2eKr7xG+ZHvRVdCaE4ds7la4drxeDH0Wow2xKQENbmPKfuCpDdn1KfWYyRwsfIH7Ko5TPcjHiod\/mpeHetkzZ2ExQy\/wK+6RDXH6fQ9qz+09h1cO4tc3TvEbiOIXdp8tSFaZhemmByvFZos\/qu5OG\/vH0WeaV6LtbDfFoPYNYkdo0XnBXPrcezJa6ZpB2hUeC9N2C5takx73EDJLo\/ULHzXmMrUdCNp5XuouNn\/LPHePIHuWeCV3D\/Y1g6kmy66QbMFJwPzNeJa7ks5Ww7XC3zA3GluS3u1aOfDvtHw3y0awHaieE\/VYWrTM96wipU0+0zs1G2Mk64ZUPpkEpGm5WWMoiQQLFQnU01yjimtrobcVyUsUjwTlPCOJgAnuRQgwr8pn\/ACtVsrpG5gGUkd5VXgejWKqj93ReQNSG293Uyp0QxdMAvpOaPHdKNtjplttDpHUeILybDefe9VVOm53WgkcYMTwlRxQIMHXxWwZjmfg2UKbDmDi57o4gCPJb44O0oojsze26wpYZ\/FwyD+rXylYg3V30pxvxauRvyU7ci46n7eKoy2BzRqpqU6XS4CKpCkOG8e+P2XIKcoMDiZcBab7+Q5+i5iiVhm9UaLqUKTmdVwgixBBBHaChMBDdROkiw+xjVIeRu9V0pshAC1yNVye5dLTGa0TEyNRB013jxQAtz5AEC07gDfidT36LgFtNeSbzJQPagDruwpQNkgc\/FKpvg3E8uKAOtJHvctN0P2k2lWYXRlzCZjTfqszvS2SO1Mlnue0w2oZY0hp+UZoBtx4JvB7OqPbLQ4gbwIb4uMLC9Gel+U02V7sbYHkZBB8Vta203PFITNOzZGgPdxF\/FTTRzyi0T6mHAEVmHttPiJaiti4aKdV2Zn5Kh1YT+V\/Fp8vBQcViadKwFSYnNmkawQW6RpxUf8WXS1wF+GjgeHAhdGN+SCu2vhRTqdX5XCRO4zDmzyP1C8s2xh\/h16jODpHYb\/deubQE0ubCHA62PVPnl8F5r00oRWa79TB4gkHyIXdq1uwqXo2xMz6615aQQSCLgjiLgozJTjw92XlG56LsLpF+IoGm49YAZm6cpHEHyVXicNB79VkMLXcxwe0w4b9\/+FtNkbcpVobU6j+G53+0nfy+q7sUseXh8S\/sUpyaS8Ih4mj1BqTPkq2pQ5L0bG7Jw76IdTqdcC9MiDPEbiFkquEIOizeGUfA5zUqK3DPy\/lae4q+2Z0mfSs2jRP+5km3OVWnC8lxuHS2EWa9n7QcbTzNa2m2bwGaaGSDMgifGVS7X27icS7NWqudaIFgN9gLR6qIzDHWTPvepdDB7ytYYG+kDkGxNm\/Efew39nJOdM9rtoMFKlGZwi0gMG++91x4zwVbtLpIykMlHrO3uB6o7DvPkspia5qOL3byXGJi\/CSSjLkjjW2PY10MF102Ut7hPJIXAUd+i7nuPfkuFda8wRuJBOm6Y+pQBPwwGUTE\/wB11NUdAhAHT2JIbMmwi99\/Z73KGce7g3z9Un8YeA8\/VMRNrPBMtBHAEzHfAntgLj2OGouRPiJmewhQvxZ4Dz9UfijwHn6oGSXBKYov4s8B5+q5+LPAefqigJs70u3v7KG3HGCMrdQZ60jW2sRfhuSTjjwb5+qKETi7gltKr3Y4\/paPG\/PVAx7uDfP1TAtGBXWxNtVaB6rpabFjrtPpyI0WSG0XcG+fqljar\/0t8D6qrJaPVMH0kp1erUlh3GxHvu9FbMp5YcD1dQ5pzMPgbFeNN248flZ4O9VKw3SuvTMsyt7M1+3rXVxlFEPGevY9zRSd1gXOAAA0ABzGb62XnPThv8I\/7h9Cq09NMRvbTP8AS77OULavSCpXDQ9rBlkjKHDXjLiuqeohLDs8hCDTIrUpyjfiDwHn6rv4g8B5+q8+jUeiN\/ejxTVPFuaQRAIII1sRodUsY0xBa03zT1pmCD+bfb\/xHNFDLXAbfrUhAdnb+l\/W8DqtDg+kdJ7XF9J4y3OUZwBMFxMCACW6\/qGqwv4k8vNOPxxiA1rRvAL76XMuPD3ZdENTkhxf5JcUzd09tYR3\/ci\/5mkR3xCdxO18NSs\/PMTlyuBgzrItv1Xn9PGRqxrrEQc+8EA9VwuNRutcEWSX4smSYJO85ifEn3C0\/wAuXpC2I2WI6WMv8OkSbXcQ0dsCSfJUe09r1qtnOhumVth4anvJVP8AibyGt8\/VBxJ4Dz9VlPUZJ8NjSSHmlLJke49+ijjE\/wArf\/b7FcOI5Dz9VhRQ8TdclMnEch5+qPj8h5+qKAdIXJTfx\/5R5+qV+K\/lb5+qKAnUdAhRBjj+lv8A7eqEUBEQhCYgQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCAP\/2Q==\" alt=\"Conferencia: La hip\u00f3tesis del multiverso: \u00bfSon posibles muchos Universos? -  YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 esa materia vecina no puede incidir, con la fuerza de Gravedad que su materia genera, en \u00e9ste Universo nuestro? Si recordamos bien, se dice que, tanto el alcance de la <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a> como el de la Gravitatoria, son infinitos. De esa manera, esa materia que conforma otros universos, podr\u00eda estar \u201ctirando\u201d de nuestras galaxias y, haciendo que corran a m\u00e1s velocidad de la que tendr\u00edan de no concurrir en escena, alguna otra fuerza externa. Claro que, nosotros, creyendo que la idea de otros universos es algo atrevida, hemos preferido adoptar a la \u201cMateria Oscura\u201d para que explique, o, m\u00e1s bien justifique, las anomal\u00edas observadas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/WhimsicalWavyAegeancat-size_restricted.gif\" alt=\"VIAJE POR EL UNIVERSO GIF | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una cosa s\u00ed que est\u00e1 clara, el Universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes. Tal separaci\u00f3n gradual, a medida que el tiempo pasa, hace que el Universo sea, cada vez m\u00e1s fr\u00edo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-7RFbpXQJIfw\/VBncv68zTuI\/AAAAAAAAAB4\/1M_0Xk_10Ac\/s1600\/collide.gif\" alt=\"There's no problems in space.: Colisi\u00f3n entre galaxias\" \/><img decoding=\"async\" src=\"https:\/\/pm1.narvii.com\/6328\/445fc7ca7ed1f24e12d949f4015c7286f87c58a0_hq.jpg\" alt=\"La colisi\u00f3n entre Andr\u00f3meda y La Via Lactea | Mundo Secreto Amino\" \/><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que la colisi\u00f3n ser\u00eda algo digno de ver pero&#8230; \u00bfQui\u00e9n estar\u00e1 aqu\u00ed dentro de 3.ooo M de a\u00f1os?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfNo pasar\u00e1 con los universos como ocurre con las galaxias? Sabemos que Andr\u00f3meda se nos echa encima a 300 Km\/s, y, de la misma manera, son m\u00faltiples las galaxias que se han fundido en una sola galaxia mayor. Si eso es as\u00ed (que lo es), si las leyes del Universo son las que son, \u00bfQui\u00e9n puede negar que al igual que las galaxias, tambi\u00e9n los universos se funden en otro mayor?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.nasa.gov\/sites\/default\/files\/thumbnails\/image\/fermi_blazars_3mo_7yr_lq.gif\" alt=\"NASA: \u00bfSe ha aprendido algo sobre la misteriosa materia oscura? - Estudios  | FOTOS | GIF | Espacio | Ciencia | Tecnolog\u00eda Y Ciencia | La Prensa Peru\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; se habla mucho pero se sabe poco. Se cree que permea todo el Espacio, que no se ve, que no emite radiaci\u00f3n y, sin embargo genera Gravedad. Tampoco sabemos de que part\u00edculas est\u00e1 hecha&#8230; En realidad no sabemos nada, lo que sabemos es que las galaxias se alejan las unas de las otras y la \u00fanica explicaci\u00f3n que hemos encontrado ha sido la dichosa <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> que nos sac\u00f3 del apuro de explicar lo que no sabemos.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\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=\"Francis en LFDLC: Los neutrinos - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTh_vbZi3M0IfWySMaKCnzG6K6IhFcK2MJ05w&amp;usqp=CAU\" alt=\"StarChild: Materia Oscura\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRkRuK3MZS22eBWgiuCuBvieLn-YwJ28eIRWQ&amp;usqp=CAU\" alt=\"Tag For Pool Background : O Mapa Do Universo Hypescience. Sad Acid Trip Gif  Find Share On Giphy. Cat Film Deadpool 2 - LowGif\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQEw0xbgGhouG_lgYuod9o8ltQcsPgkyG5Zug&amp;usqp=CAU\" alt=\"Im\u00e1genes de agujeros negros cinco veces m\u00e1s n\u00edtidas desde la \u00f3rbita\" \/><\/p>\n<p style=\"text-align: justify;\">Como en realidad nadie sabe (a ciencia cierta) lo que es la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; (si finalmente es alguna cosa), algunos hablan de materia fr\u00eda, otros de materia caliente, otros de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y algunos de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> para explicar las anomal\u00edas observadas. Es decir, como tantas veces,,, &#8216;Seguimos dando palos de ciego!<\/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=\"Hoy Fisica: Materia Oscura y Materia Visible\" \/><img decoding=\"async\" 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\" alt=\"Un \u201churac\u00e1n\u201d de materia oscura se acerca a la Tierra | HISPANTV\" \/><img decoding=\"async\" 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\" alt=\"Y la materia, \u00bfde qu\u00e9 est\u00e1 hecha? II. La materia oscura. | Desayuno con  fotones\" \/><img decoding=\"async\" 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\" alt=\"Gracias a la materia oscura, existen las galaxias - Ciencia UNAM\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y como no saben lo que es, la representan de mil maneras y la hacen responsable hasta de la existencia de las galaxias que, sin <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> nunca se habr\u00edan podido formar.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Yo, la verdad es que no acabo de estar de acuerdo con la dichosa \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, algo me dice que hay algo m\u00e1s que no sabemos ver y, posiblemente, la fuerza de Gravedad tenga alguna propiedad o extensi\u00f3n desconocida. Por otra parte,\u00a0 la idea, no de universos paralelos que ser\u00edan intangibles para nosotros al estar situados en otro plano dimensional, sino la idea de universos conexos que, de alguna manera, se relacionan entre s\u00ed a una escala tan enorme que a\u00fan no hemos podido captar, es la que m\u00e1s me gusta.<\/p>\n<p style=\"text-align: justify;\">Creo firmemente que eso debe ser as\u00ed seg\u00fan los indicios cada vez m\u00e1s fuertes y que est\u00e1n\u00a0 apuntando en dicha direcci\u00f3n, y, esos modelos que nos hemos inventado del Universo Plano, Abierto o Cerrado, no son m\u00e1s que palos de ciego tratando de explicar lo que no comprendemos.<\/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=\"Universo: \u00bfCu\u00e1les son los componentes?\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1les son los componentes del Universo? - VIX\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT19Z4_j2m5GFet_7brL3-NngXXzphBudwecQ&amp;usqp=CAU\" alt=\"Objetos G: un nuevo y extra\u00f1o cuerpo celeste en nuestra galaxia | Ciencia\" \/><img decoding=\"async\" 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\" alt=\"\u00bfC\u00f3mo sabemos que existe la materia oscura si no la podemos ver?\" \/><img decoding=\"async\" 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\" alt=\"Universo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Por el momento, la \u00fanica materia es la Bari\u00f3nica, la que emite radiaci\u00f3n y genera Gravedad, la que conforma galaxias y estrellas y mundos y Nebulosas y todos los objetos del Universo&#8230; Inertes o animados!<\/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=\"Blink Activity | BlinkLearning\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcShpR30XfJnyA1lXdWcwsXgczBDuRqzRVhCEQ&amp;usqp=CAU\" alt=\"El Tercer Precog: \u00bfCu\u00e1ntos \u00e1tomos hay en un cuerpo humano?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La materia que conforma nuestro Universo es la que podemos ver y detectar, la que conforman todos los objetos existentes, nosotros incluidos, y, sin importar la forma que est\u00e9 adoptando en este momento, todo lo material se conforma de Quarks y Leptones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-VIDQISJnJmA\/UOX-nyYrMNI\/AAAAAAAADC4\/k-QpUprpJAo\/s400\/408330_234979933292184_1847340265_n.jpg\" alt=\"El Universo y la Mente : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es posible que, seguramente, est\u00e9 acompa\u00f1ada de esa otra escondida (la materia c\u00f3smica primordial o el Ylem de los griegos cl\u00e1sicos), en eso que llamamos \u201cfluctuaciones de vac\u00edo\u201d donde, que sepamos, puede haber oculto mucho m\u00e1s de lo que hemos podido observar, ya que, su dominio, el dominio de los llamados \u201coc\u00e9anos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>\u201d nos quedan muy, pero que muy lejos, y, ahora, con el LHC, posiblemente podamos obtener algunas de las respuestas tan deseadas y necesarias para rellenar muchos de los espacios \u201cvac\u00edos\u201d que est\u00e1n presentes en nuestros conocimientos tan limitados.<\/p>\n<p style=\"text-align: justify;\">Una vez hallado el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el LHC sigue profundizando en esos &#8220;oc\u00e9anos&#8221; para tratar de descorrer el velo que esconde alguna que otra respuesta a preguntas que no sabemos contestar.<\/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:\/\/mediaarchive.cern.ch\/MediaArchive\/Photo\/Public\/2011\/1101021\/1101021_08\/1101021_08-A5-at-72-dpi.jpg\" alt=\"Screenshot of CERN's new blog\" width=\"561\" height=\"373\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pensemos en el Universo y que con el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y otros magn\u00edficos aparatos tecnol\u00f3gicos de complejo dise\u00f1o, hemos podido acceder a un conocimiento m\u00e1s profundo de lo que puede ser la materia y las part\u00edculas de que est\u00e1 conformada.<\/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:ANd9GcSf9aM7YaiqvK8T1UNULzL1Lqlm5YUjUnwU0g&amp;usqp=CAU\" alt=\"La \u201cM\u00e1quina de Dios\u201d funcion\u00f3 y logr\u00f3 producir artificialmente un mini big  bang - Edici\u00f3n Impresa - Aldea Global - Internacionales : : El Litoral -  Noticias - Santa Fe - Argentina - ellitoral.com : :\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTlftHS_e_Za2MR64q0MlM_PI9mxcdqwjtcBw&amp;usqp=CAU\" alt=\"Biograf\u00eda del Universo 01: Introducci\u00f3n a una historia real | El Cedazo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por otra parte y pensando en el enorme costo que nos suponen esos inmensos aceleradores de part\u00edculas que nos llevan (hasta una fracci\u00f3n de segundo) al instante mismo de la creaci\u00f3n para que, all\u00ed, podamos &#8220;ver&#8221; lo que fue y entender, de esa manera, lo que es, a costa de una inmensa energ\u00eda. Precisamente por ello, ser\u00eda deseable busca otros caminos m\u00e1s din\u00e1micos y menos costosos (\u00bfla Qu\u00edmica?) que nos llevaran hasta el mismo lugar sin tanta estructura y con menos esfuerzo econ\u00f3mico que se podr\u00eda destinar a otros proyectos del espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hubble capta una peque\u00f1a galaxia a 13.000 millones de a\u00f1os luz\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hubble vuelve a funcionar tras una aver\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> ha captado galaxias situadas a 13.000 millones de a\u00f1os luz<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sabemos de su magnificencia y de su \u201cinfinitud\u201d. Lleva 13.700 millones de a\u00f1os creciendo, y, hemos logrado la proeza de captar galaxias situadas a unos 13.ooo millones de a\u00f1os-luz de nosotros, es decir, de cuando el Universo era muy joven.<\/p>\n<p style=\"text-align: justify;\">Con las nuevas generaciones de aparatos, con las nuevas y m\u00e1s avanzadas tecnolog\u00edas, seguramente, alcanzaremos a poder ver, incluso el momento mismo de \u201cla gran explosi\u00f3n\u201d.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, tales hallazgos no ser\u00e1n suficientes para explicar todo lo que en verdad existe y est\u00e1 ah\u00ed, \u201cjunto\u201d a nosotros, haci\u00e9ndonos se\u00f1ales que no podemos captar, y, seguramente, envi\u00e1ndonos mensajes que no podemos recibir.<\/p>\n<p style=\"text-align: justify;\">\u00a1Alg\u00fan d\u00eda, muy lejos en el futuro, podremos, al fin saber, en qu\u00e9 Universo estamos y si, \u00e9ste Universo nuestro, tiene otros hermanos!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/m1.paperblog.com\/i\/24\/243332\/universos-paralelos-tiene-el-nuestro-un-gemel-L-2.jpeg\" alt=\"\" width=\"400\" height=\"382\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cKashlinsky y su equipo afirman que su observaci\u00f3n representa la primera pista de lo que hay m\u00e1s all\u00e1 del horizonte c\u00f3smico. Al averiguarlo, podremos saber c\u00f3mo se ve\u00eda el universo inmediatamente despu\u00e9s del\u00a0<em><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/em>, o\u00a0<a href=\"http:\/\/es.wikipedia.org\/wiki\/Universos_paralelos#Teor.C3.ADa_de_los_universos_m.C3.BAltiples_de_Everett\" target=\"_blank\">si nuestro universo es uno de muchos<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/aYusJGcG8Rh0SL3ujSr9xoyOq_hzVyVeM2zwfgvBRJD8SzdjxbAgBhEcLxvSAu3tcZqLMKZNpDF4lR2fVVI33QKPY6EQxrFjVsDe1DgacXx0KWuf5cIYLWHyGSiTZeJJ20HNNhqvKmv40O8-pg\" alt=\"Descubren que la expansi\u00f3n del Universo puede no ser igual en todas  direcciones | Omnia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otros no est\u00e1n tan seguros. Una interpretaci\u00f3n diferente dice que no tiene nada que ver con universos extra\u00f1os sino el resultado de un defecto en una de las piedras angulares de la cosmolog\u00eda, la idea de que el universo debe verse igual en todas direcciones. O sea, si las observaciones resisten un escrutinio preciso.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.abc.es\/media\/ciencia\/2017\/08\/31\/bigbang-kStH-U219756928787LI-620x450@abc.jpg\" alt=\"Cient\u00edficos explican c\u00f3mo se hizo la luz en el Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cLas estructuras m\u00e1s all\u00e1 del \u201cborde\u201d del Universo observable, el cual est\u00e1n esencialmente confinados a una regi\u00f3n con un radio de 14 mil millones de a\u00f1os luz, dado que s\u00f3lo la luz dentro de esta distancia ha tenido tiempo de llegar hasta nosotros desde el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/k38.kn3.net\/6A23D298F.gif\" alt=\"Los fen\u00f3menos m\u00e1s impresionantes del universo - Ciencia... en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el escenario de inflaci\u00f3n, la expansi\u00f3n est\u00e1 dirigida por un campo de energ\u00eda de un origen misterioso. Erickcek y sus colegas argumentan que la asimetr\u00eda podr\u00eda ser el remanente de las fluctuaciones en un campo de energ\u00eda adicional, el cual empez\u00f3 siendo diminuto, pero estall\u00f3 por la inflaci\u00f3n hasta que se hizo mayor que el universo observable.<\/p>\n<p style=\"text-align: justify;\">Como resultado, el valor de este campo de energ\u00eda vari\u00f3 desde un lado del universo al otro en los inicios, aumentando las variaciones de temperatura \u2013 y densidad de materia \u2013 en un lado del cielo con respecto a otro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.larazon.es\/resizer\/Bq2QHRuFwdiU-9jEdfOuGnvCASg=\/840x0\/smart\/filters:format(jpg)\/cloudfront-eu-central-1.images.arcpublishing.com\/larazon\/TV7XIUIBVVGWRDNCERH6V4V3BE.png\" alt=\"Los universos paralelos m\u00e1s probables tambi\u00e9n son inalcanzables\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La conclusi\u00f3n, si es correcta, har\u00eda a\u00f1icos una apreciada suposici\u00f3n sobre el universo. \u201cUno de los sustentos b\u00e1sicos de la cosmolog\u00eda es que el universo es el mismo en todas las direcciones, y el modelo est\u00e1ndar de la inflaci\u00f3n se construye sobre estos cimientos\u201d, dijo Erickcek a New Scientist. \u201cSi la asimetr\u00eda es real, entonces nos dice que un lado del universo es de alg\u00fan modo distinto al otro lado\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/universoparalelo14.files.wordpress.com\/2015\/01\/scale-tile.jpg?w=1038&amp;h=576&amp;crop=1\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201cEl universo, tan vasto para la mayor\u00eda de nosotros, a veces les resulta peque\u00f1o a los cosm\u00f3logos. Observando a enormes distancias de la Tierra han encontrado una \u201cventana\u201d que podr\u00eda mostrarnos que existe algo m\u00e1s all\u00e1 de los 45.000 millones de a\u00f1os luz, el \u201cborde final\u201d observable de esta burbuja c\u00f3smica que nos aloja. \u00bfConstituye esto una evidencia de la existencia otros universos?\u201d<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">He buscado diversas opiniones y estudios que en este blog (a retazos sueltos) est\u00e1n para su lectura, y, tambi\u00e9n he <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>do aqu\u00ed mis propias opiniones sobre todo este complejo tema. Leyendo a unos y otros sabemos que, a nada se ha llegado de manera definitiva pero, la idea de que m\u00e1s all\u00e1 del horizonte de nuestro Universo, hay algo m\u00e1s, toma fuerza y ampl\u00eda nuestra visi\u00f3n en relaci\u00f3n a d\u00f3nde podemos estar y lo que verdaderamente pueda ser todo esto.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F18%2F%25c2%25a1universos-%25c2%25bfpor-que-no-2%2F&amp;title=%C2%A1Universos%21+%C2%BFPor+qu%C3%A9+no%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F18%2F%25c2%25a1universos-%25c2%25bfpor-que-no-2%2F&amp;title=%C2%A1Universos%21+%C2%BFPor+qu%C3%A9+no%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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