{"id":27824,"date":"2022-04-12T05:44:13","date_gmt":"2022-04-12T04:44:13","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27824"},"modified":"2022-04-12T05:44:13","modified_gmt":"2022-04-12T04:44:13","slug":"razones-de-peso-para-que-las-galaxias-no-pudieran-existir-8","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/12\/razones-de-peso-para-que-las-galaxias-no-pudieran-existir-8\/","title":{"rendered":"Razones de peso para que las galaxias no pudieran existir"},"content":{"rendered":"<p><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/564x\/00\/41\/a4\/0041a465879180857159aeb3c71f9efa.jpg\" alt=\"Descubren part\u00edculas hipot\u00e9ticas que pueden revelar secretos de la materia oscura\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Dicen que permea todo el universo pero nadie la vio, no se sabe de qu\u00e9 est\u00e1 hecha, su origen es desconocido, no emite Radiaci\u00f3n pero s\u00ed Gravedad&#8230; \u00a1Qu\u00e9 raro resulta todo! Pero su existencia cuadran las cuentas. La llaman\u00a0<strong>&#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;.\u00a0<\/strong>Un Nobel de F\u00edsica de Holanda, dec\u00eda: &#8220;La &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; s la alfombra bajo la cual barren su ignorancia&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c3\/CL0024%2B17.jpg\/1200px-CL0024%2B17.jpg\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En no poco de los trabajos que aqu\u00ed hemos tratado, ha sido la protagonista la\u00a0<strong>&#8220;hipot\u00e9tica&#8221;\u00a0<\/strong><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u00a0que, seg\u00fan algunos modelos supone el 90% de la materia que compone el universo. El tema ha dado pie a opiniones y alg\u00fan debate que principalmente llevaron adelante los contertulios Kike, Fandila, Nelson y otros que, con sus indudables conocimientos y formas de aplicar la l\u00f3gica, nos llevan de la mano, con alguna met\u00e1fora incluida, a que podamos comprender mejor como son las cosas que, no siempre, coinciden con la realidad que algunos nos dibujan.<\/p>\n<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Miden la cantidad total de materia del Universo\" \/><img decoding=\"async\" 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PLMSrhpAy0Gvy+M\/JMsqfzC38rWE9XF1vINPinXvAEuMAAkmbADOYM5fLoqbcm09o+s\/Rz2x0AIb8Fz5fwkNpshspah7JkFMC8cugQhCgEIQgEIQg4Vmva7ZMdB0DvMh7f8cx\/qT8FpVE2pkharOSPKdh2nD3SYByPAn6KzAI5etOSib\/3YaNQwO467eXFp5j5Qmdj2zDZ0kccyB01C9ESiywe714EnyS49c+JhAEgFrrcc7cRzTxp5R0y+C2rjmi1+g+Z\/ddY2LkkfVKI8PO+kl3BOU2EXkfK\/E8h6CI61kehhbeSR1XWXNrRkI63J4ZLhbzBjLDfPrqnnERrHjHkEA1ptB55zE5yfryToygevAJtjZ4YdRcE21EJxzzzETNjNuA+q1A6y\/HLPRtsrX8EtggSBfwmONz3dVxzTGEfMdf18F0kQM2zpyzxGBE9TqqONFpsA2wnyJKUxtjYG9tQTnc\/SUONoIiSIEgn\/UakrrzYmXa9IiST9ECWZTlEZmGzznMmUhkNbjMEGYjWOHEj6pbXgNECBItJkwc4gnJIdk0kHK2eRkzoAPGVFIqDutEX0vqZ4ZCbymaxvEExisRIsJm0xInzT1R9wCIEAXiSJvxkRpzTb3yTLePdBvciS4jUhZkTNyb9rbM97mEOY4\/zKb5dTeI4HJ+QxDxmy3G7amz7Y0nZnYKoEu2d5AcOJpmbtnUSByXmb32iAcrecmNfFNsruYWvYSx4JLXtMOERGEjx5QVw5eCnLGWhunJak7E49G2rYw4ltRkOFrgtc3xzCq9o3IbFjpAMhp7ptoHDrkpW5\/benWApbcAHAQzaBlbLtLd0\/wBQ7vEBW1ajhNjI0PHh1Xzr8fkeN9qk7X+Xqjl4eb1aMsx1Wi9hh4INvGDAgxB46xGiSBFrZZeORB4SdNbrXPphwggEcCJVZtO6GGcHcOcZtnpmOHKAu3B\/1az65IyXPk8KfvpOqYOyvwnjH7D4JbQbDmJziRyiDeOOqcr7E9kyDEm7O8AMwRwOfjoU2dcuHTyz8+PVfUpy0vG1nYeS1LVnLRgA+GUSc9ScuPhe8oDeo844a9Db5SgC9vDxGcECMtfguiLeteR6\/HoNMOeufP5AeaL6Z9CDawMgcfkOi45waC5xDWi+ImAADmSb+ACyu99\/YwWUpDTZzsnO5Dg2Y5nkk2iGi\/aTe+KaNN0tHvkZG84W8hrxgcFM9mNmw0wTm44vA2b8ifFZrdmxGo8D8Iu48uHUrf7uoZWt6hea9liFzsospSaotgJ1cJaCEIUAhCEAhCEAkPbKWhBRb13e2o0tcJafMcxwK893pu19F0Ou0+64ZH7HkvWatOVU7fsIcCCAQcwciulbZ6Jh5nQruYZaY5Zg9QrahvJrve7rvNvgdCnN5+z7my6n3hnhPvD+0nMKkIvBF9QRfxXaJRqGs1ty6cozN047K2nHU\/VZihXez3XRyzB\/xNlY0d7TGNs8xGfGNOgWokXDBeM4mMgOp8JXSQSSOkxpwA6qPQ2mk4GHNkwACIPkeimCTnYDIYvtqtDrXCASSBeZz4Z6aeScpAGdeE21t46pBJ0sI1zued804zjEmSZiwIGvFUBdMAmJN\/GdfgnHGSA0X5mw5x008U1TZrGUaTqYAalNJLsrjSRA0vzhUKd+W3IxcH8Tgu1DAi4EQb97pPjpxSGsk3HE2sInPOXTETySsdxHO8gACZfEZmNVAPthkwBAHlYN4HzyKbLh8hYEBo6nMp5z7yMRIOkBrZzIJ+aQCS4G8XiBeCZ1zvHWUUy6JEC8mbzeZi2eknomXkX5d2QIk6npbTknqQ7546DjOYN+NvBR5nEYziLAZxNxlaVmQh5scx3s4uQPU+CZeRA1nLoIvyTlX3TcXMnoJP6JqoMrydZGQEeEKBtzhN7wDYWyv4i+eqsN0e0FTZwG+\/TBk0yYDbZsd+A3Frg5c1XPcSZ5HmeAJ8BkmSJm9pFwIsm4zMa9X3VtTNpZjouDgB325PZwxt065JdamWmHCOH6LyjZtvqUajatJ7mPbJBByBixmzgdQbcl6j7Me21DaQKO0hlOoYaCSBSqO0wk+4\/kbZQV4PI8GnLtq+rf09HD5FuKcn3B1ghRq+wMfctg8WwD5ZG0joSp2\/62z7MTNdls2Ysb2+DLkdYWO2\/20AtRpycsT7DrhF\/iF8ynjeTS+V9f49lubivXZ9rLad1vaCRDmj\/GB\/VJylZrb9\/06dm\/zHjhAbwu6eWk6ZKv9pds2g1X0q9UuLDGFvdp3aHd1otkRms0c4Hw+y+7w25Irl5iZfO5Osz9mMhM3hvOpWIxukDJos0XnL6lNbFsTqjoGQzOg\/Xkp+wblc6C+Wj8v4j14LUbDsAAAa0ADTh9zzVtZjDW693hjQ1otrxJ4n1ZaTZaEBI2XZYVgxsLlazToC6hCwBCEIBCEIBCEIBCEIOJD2SnEIqt2jZZVLvHdLHjvNk6HJw6FastTL6AK3FpTHm217ge2Sw4hwNnfY\/BVlSm5phzS08xC9Pr7GCoG0bukQQCOYldIumPPcKeoV3s9xzm9DbyNlo9p3Aw5AtP9OXkbKsq7jePdc13UYT9QtRYIZvZ\/wCLC4TJkQT1IUpm+GmMTHjId10gN1AB8VX1NhqNzYfC\/wAkwRGdutvmtxYaAb2pOzxNP9pi2Uxn+ik0dupGe+yDGZE21g5lZcLqsWGqZUY6Q3BFy64MjICxuQNAnGRIMEjUQB3RMNAF7mM1kSAlNtlZOw1zS6QMMnOINiNSeqbuSTeBYW8zHLJZcPPE+ZXA8\/md5lOw0tJ\/eMcDygaW0GqjuIymALCBA92xk3KoS88T5pBU0Xb3iDOEC5An6lR6u0NgS9pPACYHP7KpIQU0T37Y2ZxFxvofCJUd+1jIA6XOduijpEybX6X+Shpx+1OMRaNAmn1CcyT+6fp7FUdkx3iI+alUtxvd7zmt6d4\/RTYRf71oYaGMRDnuZhjLAGuJ\/wCXwWdAJNgT0uthtOz49mYCLdtV\/wClNN7PsAsD3WzcgTA1MDO2ixedtqwhe0u7XP2ysSYGJvM2YweCNh3U1nutvxNytXtm53dqwF5qPqhjsTmYDLzhAcA5wkQMifDJWdL2bh7mY5huJpwACocRaQzvnuggXmb+6szIzWzbCrSjs4Cs3bsLKjKZtjc1gfh7pc7CDAm4DnRNpzyKe\/8AGwzGXtDBckNcSP5nZjuzNyZ6TwWJ1UBrV1WT91QHntWnA\/B7jhLg0OOZyuLrlXdRa8tc8AANM4HEy97mNGDMyWmDOSmSK9Cn090vOEyAHVHUwSHDIuGIg5AlpEZpjZdhe+mKrYwlzGDnjLWzOUBzmjjfkmSI6FMZsjDjiu04Guc7+W\/8BgxdcqbE1sl1VoEsAOBxlz2CphgG0NLb88kyREQpFDZMTMZeBZ5DcLnF2BoLvd90CQJhPjdTpYHODcbMYlpJzHcDZGJ3eBzTJEBCX2VyOBI1GXI3QpgQhCEAhCEAhCEHCE2+kCnUIIj9lCiv2IcFarkKxIon7Ao1Td86DxErSFgSDRCvYZKpudhzY2eIEfJRn7kZoHDo4\/WVs3bMm3bLyVi0jFP3KNHO+B+ibO5j+c+S252QJB2IcFrumMUdzu\/N\/wAf1Sf\/AA7vzD\/Ura\/wQ4Lh2EcFe8mMWNzu\/P8A8f1XRuX+s+X6rZ\/wI4JQ2IcE7yYxrdyDVzvgPonWbjZqHHq4\/Ra8bGOCUNkCncxlqe52D8A8Zd\/2lTaewRkI6WWgbsqcGzrM3XFGzYOSkU9gVs2kEsNCnYxHGzN7JjJGIPe6NYcxgBjhIKXRpYSCIBBBEgG4vkbHxsrhrmdgG4qYJDRBwh4q9qcTnGMQbgIvlC5TdRbScPeqNcwmRIfhqGWsdPuFgvab+CSah\/xTz+JoswANYxoa1jsbQwNEN717ZxdKdtby5r5ALJwwxjQ0uJc4hrQBJJJJzkqy2upQexzgWseIfHcBc4tOEQB3soIbq4k5JqnWphlOezxBzMTcAfIxd9z8TJaYPEg6BXPkQjtjzgOL3ILTDZBaGgEmO86GtEmcgkv2p5DgXmHRItBh+MT0cSVY06tA4ceAONUPJwANwNqYQyw\/J3iI14rrKtAyf5bQWtN2DGCGuBHZhhYSTHuYcs1M+RX\/AMbU7wxnvuLnSGmXQL3BgwBlCUzbqgye7XgR3jiNiCCMV40OUJzYgxlQB5YQGuz7zA4sls90yQYEwU+zaadg4U\/\/AJH5U2kYOzBYSWsBLcck2B5Qn7iGNuqzixvm15BydiFoicRJyQ7bKhze7IttDRBzGFoA+E2SdpznFTJ7oPZtwtNswMIB4TAngmlND1XanuJLnky0sNgJa4guacIEyRfVKG31BJxm4ANmXDRhbbDAIFpF1HQpodo7U9jS1ryGmZAjUQbkSJFpEJbduqAk43SSSZDXXMSYc0jQeQUdCaOOqGScyTJJuSTndC6hAIQhAIQhAIQhAIQhAIQhAIQhBxC6hBxELqEHIRC6hByEQuoQchC6hAIQhAIQhFCEIQCEIRAhCEUIQhECEIQCEIQCEIQCEIQf\/9k=\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Los cient\u00edficos la denominan\u00a0<strong><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/strong>. Al igual que la energ\u00eda\u00a0<strong>oscura<\/strong>,\u00a0<strong>hay<\/strong>\u00a0mucho de lo que no sabemos sobre la\u00a0<strong><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/strong>. Pero al parecer, un 27% del\u00a0<strong>universo<\/strong>, o cerca de un cuarto, est\u00e1 compuesto de esa cosa extra\u00f1a. En conjunto, la energ\u00eda\u00a0<strong>oscura<\/strong>\u00a0y la\u00a0<strong><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/strong>\u00a0componen el 95% del\u00a0<strong>universo<\/strong>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Y, nuestra obligaci\u00f3n, aunque el dibujo sea hermoso, armonioso y hasta placentero, debemos desconfiar, y, tomarlo, tan s\u00f3lo como algo posible, algo que podr\u00eda ser pero que de momento no es. Acordaos de aquel sabio que nos dijo:\u00a0<strong>Todas las cosas son&#8221;<\/strong>. Con aquella simple frase, elev\u00f3 a las &#8220;cosas&#8221; a la categor\u00eda de\u00a0<strong>ser<\/strong>. Claro que las cosas a las que se refer\u00eda estaban all\u00ed y pod\u00edamos contemplarlas. Por el contrario, la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; nadie la vio nunca, es algo imaginario y supuesto que, al parecer, nos se\u00f1alan algunos indicios observados, por lo dem\u00e1s, nada podemos concretar de ella.<\/p>\n<p style=\"text-align: justify;\">Eso s\u00ed, se observa que las galaxias y las estrellas se mueven a m\u00e1s velocidad de la que deber\u00edan hacerlo teniendo en cuenta la materia bari\u00f3nica existente, y, por eso, se ha supuesto la existencia de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, otra explicaci\u00f3n no han encontrado.<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRMBl2dPRktITQQ3zVHHGwzG-KQUCfufdAyj-3-DE-4Cl03Q2Vy\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestro Universo es tan complejo que, seguramente, todo lo que hemos podido saber de \u00e9l, es s\u00f3lo una peque\u00f1\u00edsima parte de lo que es. Quiz\u00e1 el inmenso trabajo y esfuerzo, el ingenio de muchos, la intuici\u00f3n de algunos, la genialidad de unos pocos, el avance, costoso avance en el campo de las matem\u00e1ticas, todo ello unido como un todo, nos ha tra\u00eddo hasta aqu\u00ed, un momento en el que, se podr\u00eda decir sin temor a equivocarnos que estamos en la l\u00ednea de partida para comenzar el camino hacia m\u00e1s grandes logros. Creerse m\u00e1s que eso, ser\u00eda enga\u00f1arnos a nosotros mismos, dado que, la cruda realidad es que sabemos menos de lo que creemos y decimos que sabemos.<\/p>\n<p>\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<img decoding=\"async\" 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\" alt=\"6 - Curso de Relatividad General [Ecuaciones de EULER-LAGRANGE] - YouTube\" \/><\/p>\n<p>Algunos pensamientos nos trajeron una nueva cosmolog\u00eda<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">M\u00e1s arriba podemos contemplar la conocida y familiar imagen de una Galaxia y, si alguien nos preguntara como pudieron formarse las galaxias, la verdad ser\u00eda que, no tendr\u00edamos contestaci\u00f3n para esa pregunta. \u00bfC\u00f3mo es posible eso a estas alturas? Pues porque lo que podemos resumir de la moderno visi\u00f3n del Universo se podr\u00eda limitar a dos breves afirmaciones: Primera; el Universo ha estado expandi\u00e9ndose desde que se form\u00f3, y en el proceso ha evolucionado desde las estructuras simples a las complejas. Segunda: la materia visible en el Universo est\u00e1 organizada jer\u00e1rquicamente: las estrellas agrupadas en galaxias, las galaxias en c\u00famulos y los c\u00famulos en superc\u00famulos. El problema al que nos enfrentamos por tanto, es comprender como un universo\u00a0 cuya evoluci\u00f3n est\u00e1 dominada por la primera afirmaci\u00f3n, puede llegar a tener la estructura descrita en la segunda afirmaci\u00f3n.<\/p>\n<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_OqU4JrVbTec\/THAZtjxGckI\/AAAAAAAACLs\/fc3hGgkauRg\/s1600\/Ciencia+y+Tecnolog%C3%ADa-Universo+se+expande.bmp\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El problema de explicar la existencia de las galaxias ha resultado ser uno de los m\u00e1s espinosos de la cosmolog\u00eda. Con todo derecho no deber\u00edan estar ah\u00ed y, sin embargo, ah\u00ed est\u00e1n. Es dif\u00edcil comunicar el abismo de frustraci\u00f3n que este simple hecho produce entre los cient\u00edficos. Una y otra vez han surgido nuevas revelaciones y ha parecido que el problema estaba resuelto. Cada vez la soluci\u00f3n se debilitaba, aparec\u00edan nuevas dificultades que nos transportaban al punto de partida.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Two Brookhaven Lab Scientists Named Fellows of the American Physical Society  | BNL Newsroom\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cada pocos a\u00f1os, la American\u00a0 Physical Society, la Asociaci\u00f3n Profesional\u00a0 de f\u00edsicos, tienen una sesi\u00f3n en una de sus reuniones en la que los Astrof\u00edsicos hablan de los m\u00e1s nuevos m\u00e9todos de afrontar el problema de las galaxias. Si te molestas en asistir a varias de esas reuniones, dos son las sensaciones contradictorias que te embargan: Por una parte sientes un gran respeto por la ingenuidad de algunas propuestas que son hechas &#8220;de coraz\u00f3n&#8221; y, desde luego, la otra sensaci\u00f3n es la de un profundo escepticismo hacia las ideas que propon\u00edan, al escuchar alguna explicaci\u00f3n de c\u00f3mo las turbulencias de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, las explosiones durante la formaci\u00f3n de galaxias, los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> pesados y la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> fr\u00eda resolv\u00eda todos aquellos problemas.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, a pesar de lo que se pueda leer en la prensa en comunicados oficiales, todav\u00eda no tenemos ese &#8220;b\u00e1lsamo milagroso&#8221; que nos permita responder a una pregunta simple:\u00a0<strong>\u00bfPor qu\u00e9 est\u00e1 el Universo lleno de galaxias?<\/strong><\/p>\n<p><strong><\/strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/www.educarm.es\/templates\/portal\/ficheros\/websDinamicas\/32\/cumulosdegalaxias.jpg\" alt=\"http:\/\/www.educarm.es\/templates\/portal\/ficheros\/websDinamicas\/32\/cumulosdegalaxias.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es cierto, el Universo est\u00e1 lleno de c\u00famulos de galaxias y nosotros, tratando de saber de su presencia all\u00ed, hemos llegado a conseguir eliminar muchas de las respuestas equivocadas. Podemos estar ahora mucho m\u00e1s cerca de la verdad de lo que lo est\u00e1bamos antes. Pero, de ninguna manera ser\u00eda bueno que nos dejemos adormecer por la credulidad de los postulados modernos que parecen &#8220;sacados de la manga&#8221; del jugador cosmol\u00f3gico, para que la partida salga redonda. Claro que, una cierta dosis de escepticismo no implica que no podamos aceptar como probables y ciertas, algunas de las ideas generales impl\u00edcitas en las soluciones propuestas que podr\u00edan, al final de todo el camino, ser parte de la soluci\u00f3n que buscamos.<\/p>\n<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"C\u00famulos de galaxias y materia oscura | Actualidad | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p>Si est\u00e1n ah\u00ed es porque se pudieron formar a pesar de la expansi\u00f3n de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/p>\n<p style=\"text-align: justify;\">Formalmente podr\u00edamos exponer aqu\u00ed al menos cinco razones para tratar de justificar el por qu\u00e9, las galaxias, no deber\u00edan estar ah\u00ed presentes.<\/p>\n<p style=\"text-align: justify;\">1\u00ba) Las Galaxias no pueden haberse formado antes que los \u00e1tomos. No es un asunto trivial. Durante much\u00edsimos a\u00f1os se estuvo tratando de\u00a0entender este proceso, comenzando con ideas m\u00e1gicas, hasta que a principios del siglo 19\u00a0se empez\u00f3 a a comprender como funcionan las estrellas y el Universo.<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBvKwzevGxGP6uy2QNub7P1wgEjrkMgkEsLg&amp;usqp=CAU\" alt=\"Qu\u00e9 bonito es saber! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRVHnjxKXQTfxyPsd5GFQ_XpSwOIWIIoN_B5w&amp;usqp=CAU\" alt=\"El pasado : Blog de Emilio Silvera V.\" \/><\/div>\n<div><a name=\"more\"><\/a><\/div>\n<p>&nbsp;<\/p>\n<p><a name=\"more\"><\/a><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Es un proceso algo complicado, por eso se tardo tanto en reconocerlo. En este momento la mejor teor\u00eda que explica el Universo es que comenz\u00f3 con el Big-Bang, la explosi\u00f3n\u00a0inicial que dio origen a todo. En la explosi\u00f3n, de origen todav\u00eda incierto, hab\u00eda pura energ\u00eda, y al\u00a0expandirse se fue enfriando, como lo har\u00eda cualquier gas. Al llegar a un nivel de energ\u00eda un poco mas bajo del inicial, se pudieron\u00a0condensar de la energ\u00eda las primeras part\u00edculas elementales (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>,\u00a0neutrones&#8230;). Esto ocurri\u00f3 en los primeros minutos. La famosa ecuaci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> E = mc<sup>2<\/sup>, implica que se puede transformar\u00a0materia en energ\u00eda, como en un reactor nuclear, y tambi\u00e9n la energ\u00eda puede\u00a0condensarse en materia, como en este caso. A los 300 mil a\u00f1os, el nivel de energ\u00eda fue lo suficientemente bajo como\u00a0para permitir la formaci\u00f3n de los primeros \u00e1tomos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Extra\u00f1as se\u00f1ales del Universo primitivo apuntan a una nueva f\u00edsica\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La existencia <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> dispersos, que cuando se\u00a0juntaron fue para formar los elementos qu\u00edmicos mas elementales: Hidrogeno,\u00a0Helio y algo de litio. Nada mas se formo, en la proporci\u00f3n de 75% de hidrogeno, casi 25% de helio, y trazas de los otros elementos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2XhKEi0yWvJNN22K0tV6GMthTkAJ91wnBcw&amp;usqp=CAU\" alt=\"En busca de los or\u00edgenes del Big Bang\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Aquella primera &#8220;sopa de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> primordial&#8221; posibilit\u00f3 que se juntaran <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> para formar el elemento m\u00e1s simple del Universo: El Hidr\u00f3geno, del que m\u00e1s tarde se formar\u00edan las primeras estrellas que mediante la fusi\u00f3n nuclear cre\u00f3 otros elementos m\u00e1s pesados. M\u00e1s tarde, explosiones supernovas y otros fen\u00f3menos crearon los elementos m\u00e1s complejos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, podemos partir de la base cierta de que, hasta donde sabemos, podemos pensar en el Universo durante aquellas primeras etapas de la expansi\u00f3n de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> estaba formado por dos \u00fanicos constituyentes: materia y radiaci\u00f3n. La materia sufri\u00f3 una serie de congelaciones al construir\u00a0 gradualmente\u00a0 estructuras m\u00e1s y m\u00e1s complejas. A medida que tienen lugar estos cambios en la formaci\u00f3n de la materia, la manera en que interaccionan, materia y radiaci\u00f3n cambian radicalmente. Esto, a su vez, desempe\u00f1a un papel fundamental en la formaci\u00f3n de galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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TAij6hNDNyZtKnlEmxvb7++KG7Enig4rFl2ojp+Et8U8PRTPlo6MeEJ7NgCdBf36I9KmRruo2qGCwuhsdJkn30XnBADPS9MfxGHvAMHj5bIb2B2g\/figYkjU2kKheNiRyj3ZaWo1Uwox2JK2DO1xx\/aoaJBI3+qO2odXdOUoj6g3Ex+ER8MtcnL6Bs7mYB5orWkn9q7qXCTKlJm\/rzOgSghLVGnJS3KvZeBp7\/ACla1Pf2OqfeY2g\/Tn0KqwczJIuB1KccZOokuBsTIfdWp0+N\/wALTxOD3AFtI3HGB1XGYMAZnOawbB2YuPgG780QwsDQiDlFXE24VxuBbjwVqVMkxw3\/AHumRVa0O3naNdeXRDo0uAPnv5JoUDkQzEzT7IwrXWImdJ5axCX7beGuIIgwBA2HCeOllo4F+RkgXafTeDxJMLL7RYHGR\/lfx6FUg+U0NxI21mZrahiwgI9KoP8AIT5govwMrdRFvZSY4W6oPZWiTCIBmtgMJn014eS2MT2aSxpYJicw32vz0PksPsrFOY8uGsEe\/CVpUcU8PB2MO9\/RUY2BFxLWDNX+nK5+IATqCPReop4DUvBy69en5XlKWKYx4cG94EHWy9XiarywGbG4I\/1KpyXYr51NYelsQ1PD0GgOeMouI16\/z1S\/aWDZla9jrG2UkAjfYrPd3rmZ8E7gcFma5z3QGQW8C428EDKU+osZGVIi3xwYzCCAQb7G+qUp4Ql+ZoObmfmHH6IjWZHkSJNxv6jZaWG7RDQWOYL3tx5H7JnoqPpFwWFGZ9Nrj85A4za99Ves4PZkuSSI4ACbDzCZ7ZxJGUsbDdAIsZGpO5tpzVMJWJhzYJjgLEcl1kqGqareRJ\/YljA5x\/6wOmsLPxb2vAbcSDfjFtExjy\/OC51iTlHM\/gpQUCTlMwBA9+KPHf7mM0D5jOABgA3BBnwsFl\/1Q\/8A5SP9QB5AL0GAaGi4s0Ek8gvG9qVy5z3HckrCds32EvxDykyqqCW7IrnqMYXEQF52i0GVZRmL3lOdoFrWNDTNu91O3ouOplsOJDQdPyFMXXa4fLDQ2G8SdSSnmlQiYD9QMx3vA1XMwO3vyQy0ud48kf8A+PcbgWOmi88KW4JX7qabWfxyVXuMkgozjJPBBc3jooy6gT1lWzZEG6SNfDkqeOw99FeDAgGeXVdY3a9\/ceiXu5woCVe+fx78USgd+fFTE08hgyuZdiYPLyujVb2IBZQIxkJ0jdcyFp8N9ovKPRqhsSb7c1V9bMbfz+1UiityVzbai1XvZSOF7q1OncZr2sZTDYbJ25\/ZKuO+\/vRMVa3OK2DHsNhzEQLcDBPMW9yku0aUuJgyTJF5\/aawGJOa8QFoimx7gdAbz5bc+8rEQOupA5KtPLgack\/lEtIBII1G\/wCCLrYxHZLS+RAabC512ExY6GdFGYJgAMkubIMXEawYtx8ko4fANRZzBpnOflZJGgMdePl6rFxDyCZMcB75ArfxdKJIs0nU6cYHJYOJpgm2pkzBvzuhAPmGpFzrKktJkyNvfC3mli8k7K+DdDsrrX8ufRMMw2d5bYTcEx9kKgsNd5NNCMdj5S+CJkHwBsT4CfJemw2Ec5rWtaAwOBa8u9SI+Xx1WR2fhRSdLxcZsw6Cw8SgVu0nE3sLS1pgGJgHjqqFPgUYhx6Opr47ChjnOaQ5uaATPn0Bt4r0XY2NFRpYSMzfl5jgOn5Xm31c7WslrB8zncDJhoAudyeZK5garWODmvdINjEfwqxTCj\/X5hYzQoz3FTskhvxHOyiYEAz4gJd9UMY9t4NvHjyQm9s\/FZ3TBFi0anmPHZUJD2PzWLRcjQ+EJYD8eLyY6gGvbvt6z9FUO48LDfwVsPQa5ozOyu2BsD1OyXyEHpwMieu6pUqYpkPYwHOIaIGVpmDN5XRh25gGBwE2+9kHBh7nQSPHgtfD5WhwF3mO9sJNw3y1S8jedCDwVJWYQWZmtJkjoToYmwSVJhnfWD4cVqMw05SXXMWm8fm6naeKZRbYAv0i0iRqUpXo+RsxuLEQQTMXt\/F5G\/Db8zvm5DYffyXkMSCQvRVqIcC9wcSbknmsrGNaBGVw5m3otyNS+R\/f5j2cHQmb8DyXCABEFFLoHFLVal0pEAFmCCYWviW5S07fTks6o8HQea5kLjGytDQ63JIytcaoqE7O7NdUeGggkmANySYAnZekxXZ+HpuLHOc1zYBAa4gGBod0H+nMNmc0h2gLoA+UiDJJsOvJN4zLndmqFxzGXZRe+qZiAAinY3qYj26x4\/ePIoeWZ3UL+Cu0jQDzXhV5Jn0nrWpUN0uYXQI581Zr2jmuufrI5adUevkwD9oGtiQdh1Ov8pTNuTr7+6ZDM0TPmhvpTYGdUVmwZnlQDU7TJ6aeXFXBjSLbobqbhHh6ITuJ02006cU1mPxEqoGzHG1RGttBy\/P7QHPkXXGOGT6bdUuGlx36LRmOlExloEmEOJIFjA5J7CtzNzl0a5gSSDAkG\/uyBhnM0DQesbBN0+z3MdLjAcNDtaRYq7F6GybkGZlOhqPOxzHNggzsQ7TgQBf+VbszFMY6ziSRDtpBkRO0z6LFfg3sBIsDpJGnH+F2hDGEuIMxABv5qgkt0SYIK1N7tWlnEyBA0DrW01C8uHtbUAI1IiPT1stvD4pmXJMOMxNz4FC7SwrWBtQNl5FxNmxoRbUiTfRCU1YgqaNGI4\/A1Hy9js8mCGiDMuG3zCG68uGufTqvYRMggyQfutFnaYcxtNjI0ElxzNN9C3WZ1PMJXH4lshvzFo\/eu6S6j9ymNF8IjOKxTnEuBjMPrEpNhPj912tUnLFraBMYWm5jsxyiLid+Fj7su\/cZ3BNDFuawuaA60NYDA0+Z5GupJ8eSFQfFwlsQ\/O\/MXSXXJ57+qJ8SGtG8kyitvV\/Ag1qaGGeZBBIvYr0FHtVsBtQHJPzN1PM8V5TCVgCCdPd08cUMpYdifforMbhxTb\/zOsju56+tXpuaXMe0nYTBnoVG4IjK0N1jj6ry39q1rGl74e6TlGw2J8U\/hXODQW55cCLm1952sjKgD6T\/AMzX8V\/M28PhgXENkf4yT5xAUbiGs+chsWBjWPuk6GKFJnfnQnXfSxNzpMrz4xxdmDry6fG90nV7MQoF2Zv4\/wDqSLUmx\/2OvhwWMzFl5JcZJ4\/lZVd+8q2GxPd4mVwyoD5URzMSNTYq4x4bDNIH7QWUH1XBhLRzPvmkRiSL5ZPp5K39+8HNEHiSescCsaJr7TT7Q7LDGgtbLvl0JbrEmBxWBjMIWxOa\/GelrQt2n24S0DW99iT1HuyVxlQOgkuBAn83PgsssNzUDDswHtsAB79\/Rdp0JE6RufwtClTzGQLGZNzHu6P8ItYHu+URpM\/hSlCWlF0I12HSblcPiRa8WMHadgfugV30muLcsxb5v2uPxYe05GkZRZ3URqD0slWB8a+Y\/ScVP2gCrNwQNzJuqPnfoiZRHr74Kr3Trvfx4Lw2Irc+gnNyANN+vFQVPe6sAJMnSPRDzcdPXzQICWoiLbIB+YUiRbX8KM0v5ITnFVc6IM81YvkRTFz2OVXtyAjhCzKzgYib7cCitqnTxS7WEj18lzkNVTEsXLsZqpUG40RWellWo6SdoMcEIUAxhFrD4MhrS8iXAgtnSYOvkqtrOc\/M8zvJ0E8tv0gCqYj7++JUz2jLeZ38oV+LIAAP9M8\/JhNkx\/tqux7GtYR3ZkaGZ1jhAWHVkAcBorlhkpqlQGXMdNtD4R5IwxyHWovyMaysZabXtaXOEtIM20vb3ZaXZeJfVDmkaA22GsZRtdAZnLCAIaLaARO8jx816fsrD5aB\/wAnG1xNjz8U0AKdGTZWAE8tRww+MC1rgRd0bAakDXaUjiabWvcX2kyG73v+Fs4rs52cODyx4MRe4ESZncnTqs\/tPCvc9zshlsSNYgAeQiEORTRoRqNdbgaMOaXtMOHWwPvVXxZJfudL+AQsHiAyQW6m497ouKqgnMwQCN+QAQKQyTSCGhadFwHjtdcr0yD3uFlzs97s4gwBcnZbPb2Fb3HMj5eInyRhVZdQGYq1TNw1FzyA0SNfASSjCi5r2l0AZtSRBO+6tgK5pwSIGnn9roeLqEwDPQgW0Rg+F1MDEmPUqoL3OPeM67E8eidq4t5FjIPAbDpssOjVvDRfeV6PBMzMDYMgTxEmeH0Q+idwGG9zDxuJm3PdcoVxABt4X8EftXBuZJLXH\/8AJAHis+nWazKRcnzG0QhJN7hCiNQmJjZpjjI08Efs3DkS61tBK6HWDBB1InYf9oStKoWnUhcF+q5hOqnoHOkyGAti+WCetxokXtDxYcgOH4\/aBSzETLmjxvyCXe4se2Xb3TSQYsdjuH7MeCTob+iVxby1wESZ9F6mpimuaMsaamdeHRecGBfUqhoIBcYAJiTe07TC5LFkzkyEncNhq7WgGSJs4HSeI6pvA03uYWRIceNjPFaGFwGEYWCq52Zri2o29spJkSLi8eBjitrBdk0soFB+d8kxmBho0J0jjoOHVbZgOCE7Xzs8Rh6Hw3uBaCCbcIJ56Jv+zDr59UXtB+Y7SJH8JhtMt7sRFtE9CCNxXv7zzz6YvGk+Me\/ogm3VMMfre8Ql63rrf37hfOstixPq98Moynvw+nVWayTpx4LrD+97KzjtHkk03ZnmzKnTqhVWplzJBg2HFCqabdZ9E1XJE5lFXF3U+f4XWstbRdvHvddc61uVk07qLXRJMEXRZdIBV6xEQReN9ui4xzRz2Q2bsCbrhlThTqFZjMpBI59fNHZiQALLmt+PBOVypuIdQ2orJPFNYZloc4AHS+6DXYNRZDpNzHdVYcnoyXNj8ipqu7os5pEXgjl68lXDYtzXZSbEXvwvCSbhXu2gLmHpXi5t09TzVPoAXUk8AzcNcZXPyWBAa3W\/Hpv4rKdjnhzsrpL\/AJsw9OkfVbNNkMZmblBDpnQ6fhIV6NIjMXX2aOF\/wqFIYdix9PRM11VhN2gOmxtHjx2SOJquJ7x09j6I2LYRZunggveXNAi4tzU2UbI\/0x6gdgW4ki0r2OGwbawa5zmtyMDSJBcd7AXJM+C8aMKfNel7Dq\/2+zXZrHM7TwBE8VmANZBEDMPpsdmhi+xXMhznS2B3dHCdNdR0S2JwJd3tdraDovRVO3XPpFgDHPJyguiWz\/kJBJEaBMUGOe0sIb3RMjThp1TWDeTYkYyEdnkcNhCNls4Z7qVmySbEgHujjbeE1Vwpa3n0+h3WVjcW9kAOi+vDqgx\/yZxYsdSdq1CWkA5jBu43IkCb77XXlXU7\/MPCT9lq47tzu5e6Xf7ZdI4SOuuhWfh+0HSBO97D6R9lmQqTVynGrBeRjAgzeYXaVJzneMJsVQWyYJOg5DpsgOqui0AcrJ2Jb1OIM0nMiOH0Kz8S1pcL6mL\/AKTVHFywzJ66CJ89EoWh7gRZNCgNYigrXubbsTkpib7E9Poh4R3\/ABVnltJ7Plhzmh7ZDpywc14FjqJ2lJmnPdmZtc6dELs6qG1H0TTYXVLB73HKwhrjmgCwu7vbTMGIKsxCj8xmHHuPVOxGF2cVu49xy1HODZcA+WPMHK\/O0AnTvArSwuGbTY97y8Fj8j2F7Lgsa8wQO9Oa0ai9l5vEsxFIuDcz2Oe4BzWkte7QkNIvII0EEERIT\/ZOArVoL3htNzi8ZwQ1z2gNgmO7aGbWEBKcgmr\/ADDbGCJr9rMOcOIpta5oMMcCAdySDNzJkpSriA4kkuJPCI8Eri63xHvcyn8MCxbNu7aYOhtol6eOAAEaLkbyKk5xgsagAdY19VZ4zQBJPuyii8VD2fUt2DcyLzKq56iiB+zV5Olwjn7296KrgIiJ6+O\/koolgammBNMob95UURKxgnkhAtfrKqHlsiFFE08gcMoCifHOmyiiYuwLiW7Kl+ZNYZ7WCTc7KKKvFrkiykk7l6uPJtAjf+VKTwXAO0AnU9dFFFWu13EkAch8dii5wg90cZjhcbJB7Te\/2v0UUQHXJkGwHdNUqYEHLb3soojwMT2c0syiCZ1vYEeiYp4JxMkSCZUUT3NckzMZpuADpkhgsXE6C9gY3804O0XMY5+XM193X+UGYaRw5rqi1\/2xSqD2Ud2xl7j3FwyZ2EWP\/gSdd9eCzMfiA8Z2SW6OaYm\/1Gt+S6opmUCMVQDPNY+kZ0EG4cLeHDwVcOxrQTIJ9P2ooksB6la8hm4gD1\/mUUPJMGAPew3UUQ4nPqFQlnO7kNI1JvabRN\/d0fsqrNjuooqcbH1MZR5M0MXhCGgsF7zeZ0jpvpxWecC55BIMRcx7nRRRMfZFyTFkYD+5qdmisw04eMlIlzGkAiSS467mSJ22Ubjnva2hJeASYsACdYAEAcgoopz0wixN3NF9FlOkWg98jlC8o8Gdl1RZi+YWEA3P\/9k=\" alt=\"As\u00ed se hizo la luz en el universo tras 180 millones de a\u00f1os de oscuridad |  Ciencia | EL PA\u00cdS\" \/><\/p>\n<p>Tras 180 millones de a\u00f1os de oscuridad, se hizo la luz en el Universo al quedar libres los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La luz y otros tipos de radiaci\u00f3n interaccionan fuertemente con part\u00edculas libres el\u00e9ctricamente cargadas, del tipo de las que exist\u00edan en el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> que constitu\u00eda el universo antes de que los \u00e1tomos se formara. A causa de esta interacci\u00f3n, cuando la radiaci\u00f3n se mueve por este <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, colisiona con part\u00edculas, rebotando y ejerciendo una presi\u00f3n del mismo modo que las mol\u00e9culas de aire, al rebotar sobre las paredes de un neum\u00e1tico, mantienen el neum\u00e1tico inflado. Si se diese el caso de que una conglomeraci\u00f3n de materia del tama\u00f1o de una galaxia tratase de formarse antes de la congelaci\u00f3n de los \u00e1tomos, la radiaci\u00f3n que traspasar\u00eda el material habr\u00eda destruido el conglomerado, y, la radiaci\u00f3n tender\u00eda a quedar atrapada dentro de la materia. Si tratase de salir, sufrir\u00eda colisiones y rebotar\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-9Q9hEhkreuc\/T7GJp5Nf_AI\/AAAAAAAAAiU\/GLhfUwr3dRE\/s1600\/Radiactividad+y+radiaci%C3%B3n_html_ed09f3b.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/-9Q9hEhkreuc\/T7GJp5Nf_AI\/AAAAAAAAAiU\/GLhfUwr3dRE\/s1600\/Radiactividad+y+radiaci%C3%B3n_html_ed09f3b.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">2\u00ba) Las galaxias no tuvieron tiempo de formarse. La Gravedad es la gran fuerza desestabilizadora del Universo, Nunca lo abandona del todo; siempre est\u00e1 actuando tratando de unir trazos de materia, En cierto sentido, la historia entera del Universo se puede pensar como un \u00faltimo y f\u00fatil intento de superar la Gravedad.<\/p>\n<p style=\"text-align: justify;\">Ser\u00eda asombroso, dada la naturaleza universal de la fuerza gravitatoria, que no hubiera desempe\u00f1ado un papel importante en la formaci\u00f3n de las galaxias. Escribir sobre este apartado nos llevar\u00eda a tener que explicar muchas implicaciones que est\u00e1n presentes en la din\u00e1mica del universo en relaci\u00f3n a la materia. De todas las maneras que la queramos mirar, la sensaci\u00f3n que percibimos es la de que, en aquellos primeros momentos, pod\u00eda existir &#8220;algo&#8221; (no sabemos qu\u00e9) que generaba tambi\u00e9n, como la materia bari\u00f3nica normal, fuerza gravitatoria.<\/p>\n<p>\u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"2018 enero 28 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Cosmolog\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p>Inmensas turbulencias que generaban fuerzas el\u00e9ctricas y moldeaba la materia y todo el entorno<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">3\u00ba) La turbulencia tampoco nos vale. El Impulso a trav\u00e9s de la turbulencia es una idea simple, cuyas primeras versiones fueron aireadas alrededor de 1950. El postulado es: cualquier proceso tan violento y ca\u00f3tico como las primeras etapas del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> no ser\u00e1 como un r\u00edo profundo y pl\u00e1cido, sino como una corriente de monta\u00f1a, llena de espuma y turbulencias. En este flujo ca\u00f3tico podemos esperar encontrar remolinos y v\u00f3rtices de gas. Lo cierto es que, en este marem\u00e1gnum, era de todo punto imposible que las galaxias se pudieran formar.<\/p>\n<p>\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<img decoding=\"async\" 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\" alt=\"PROTOGALAXIA\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">4\u00ba) Las Galaxias no han tenido tiempo para formar c\u00famulos. Quiz\u00e1 estamos encontrando dificultades porque consideramos el problema de las galaxias desde un punto de vista muy estrecho. Quiz\u00e1 lo que deber\u00edamos hacer es ver las cosas en una escala m\u00e1s grande y esperar que si entendemos como se forman los c\u00famulos de galaxias, la g\u00e9nesis de las galaxias individuales, se resolver\u00e1 por s\u00ed misma. La idea nos conduce naturalmente a la cuesti\u00f3n de c\u00f3mo se pueden haber formado concentraciones muy grandes de masa al comienzo de la vida del universo. Una de las ideas m\u00e1s sencillas sobre como puede haber sido el universo cuando los \u00e1tomos se estaban formando es que no importa lo que estuviese pasando, la temperatura era la misma en todas partes. Este se llama modelo isot\u00e9rmico.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/laplace.us.es\/wiki\/images\/c\/c7\/Modelo-atmosfera.png\" alt=\"Resultado de imagen de Modelo isotermico de la atm\u00f3sfera\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Explicar aqu\u00ed las implicaciones matem\u00e1ticas a que nos llevar\u00eda explicar el modelo isot\u00e9rmico, estar\u00eda bien pero, no parece imprescindible para finalizar este trabajo que, de manera sencilla, s\u00f3lo trata de explicar que, las galaxias no se pudieron formar conforme a lo que hemos observado y sabemos del Universo, algo nos falta por saber y, alguna fuerza &#8220;oculta&#8221; deber\u00eda haber estado all\u00ed presente para evitar que, la materia se dispersara con la expansi\u00f3n de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y las galaxias se pudieran formar.<\/p>\n<p style=\"text-align: justify;\">5\u00ba) Si la radiaci\u00f3n marcha junto con la materia y la materia con las galaxias, la radiaci\u00f3n de microondas c\u00f3smicas ser\u00eda contradictoria. Si la radiaci\u00f3n no se hubiera dispersado uniformemente, con independencia de la materia del universo, \u00bfD\u00f3nde hubiera estado? siguiendo el procedimiento normal de la f\u00edsica te\u00f3rica, consideraremos a continuaci\u00f3n la tesis opuesta.<\/p>\n<p style=\"text-align: justify;\">Supongamos que en el comienzo del universo materia y radiaci\u00f3n estaban unidas. Si era as\u00ed, all\u00ed donde se encontrara una concentraci\u00f3n de masa, tambi\u00e9n habr\u00eda una concentraci\u00f3n de radiaci\u00f3n. En la jerga de la F\u00edsica se dice que esta situaci\u00f3n es &#8220;adiab\u00e1tica&#8221;. Aparece siempre que tienen lugar en las distribuciones del gas cambios tan r\u00e1pidos que la energ\u00eda no puede transferirse f\u00e1cilmente de un punto al siguiente.<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El origen de los \u00e1tomos - INVDES\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La primera mol\u00e9cula del universo | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y  Ciencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sabemos que,\u00a0 para hacer galaxias,\u00a0 la materia del universo tuvo que estar muy bien distribuida en agregados cuando se formaron los \u00e1tomos. Pero, todo este resultado choca con uno de los hechos m\u00e1s notables del universo que conocemos. Si consideramos la radiaci\u00f3n de microondas, que llega hasta nosotros desde la direcci\u00f3n del Polo Norte de la Tierra, y luego nos volvemos y miramos la radiaci\u00f3n que viene\u00a0 del Polo Sur, encontramos que son casi completamente id\u00e9nticas. De esta notable uniformidad se deduce que cuando la radiaci\u00f3n se despareja de la materia deber\u00e1 de estar muy uniformemente distribuida por todo el universo.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Radiaci\u00f3n de fondo c\u00f3smico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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+ndA3YNvrteWpfFqAxBQN5Y5seRYAi69igxKe4KJ0pHm6ZMWny08NZvljxrMbYl1GXFAjx5gM5u\/XStrclZG7QCs5MXM7xLxz64zp2\/ziVXQvaqu1fy+fPGmumqicRBDnvdAsck23PJPFjZXqqPwyZEng+zID4HZcD\/kEVR3Hp6o8JcSjprKuM5yfLRRFvt2cpzXu00OPzzrMfTJd2VYN057celaXvxJdsRqVPHreDymJDfvjV6teQJjSuCOOWVcgZQFwLkn0ll8o9PEqVWxBOeEOA0mTZgAAeoBJ48xjFMmfLnzW03a2yeO3vlUj4kcVX3aJcSRM3S99P6sROzWer24v0Pb\/DUOsurGrLObEE4q\/K4rPtrlSoIKYNiucpsvLvnaUCAg3HlKBkTA3I8Ywh7WxuHJaCkyEaeXOW1T1o9D\/vqF3XTKKCBVgcc+anCY9+dRgdJGDIzj3xHPr29q9jR9tB3Ogc1izFmLJcXk5bK1cQkJmV5EBggG4ZDIANrXOBgBbdD+JEwEPlBsWRYoFAsKV0A\/JuxrMtykvFvbi6Pk9k459NYhF8z1C9QHeu8sf641LdeRk83\/ANDHB8\/TvrO6YlRlipV20tdUuS\/z51yoaZ2zkwYjjCJ7du4fCkiddpioN0IoiRybXXfPa68gkaVtzDzSwsiOOot6q\/nUe9YffSvF+CZ1GVSq0Upv4TjseVs5501jF8o2GZGOxdf4YE575dWJ7bkwKW3XtXPFe19\/bV6XUShX3xKBwVgc4LDvgZ4AvqtahGVDZtZDs\/Nshds8LOBqvD+FlGbuybgROAHqI0sg+NcY+Vemrnh9oj5qTqY9WWisFEuDL2zo8XC5Xflw9BmUi+qUjJXHbN55rWdva6ZNSsYiLLzYXHfBfNd\/XTleqakN0j6jH5UmAjtvZ\/VNEMiTUowFOSiPTu+ZtHG4LgJdxey2kUnxiw6duTCdgk8h5mzqjZ00e\/pd6ubFAS6QVoRG7zh96GucabHbBbu55v3A6muI9vz+el\/bHV0ke1yyFHmIykXaXFPUTQup6uiBsAzcZPb2NjYbsGxkCyCdN0tWUt7aseO+cj1C9h6mEDYHO95bljEokSVfidXq1f4HvrPg93e2Zy3Nv4HMtuQEZ83IR8k179+42MZ7sUqrR5OMVV+mKv8AHvpPiNxjnm2qVOq\/9PA+udKijVnVjKJzxcYCu+9rnsCR6dNR6ilTpyiRcc2NiXb7lC95AZ11\/wBG\/SEN6HXB4emUXEoSOYyOyfzESxHV7XCeG3pxn9pASZiUVxM5YTTFivTIyKvCxew+j\/GQ3tuO5BuMvXCI0xkdpCInZHTFwUc\/2\/p+xPuQiZCQkGP8\/v8Auj3ALGrejRo13Vtaf6x\/Sn\/h9lnGPVuSSG3Gr6py4xZYAyc8RdcvHZSP2bIzS9XMpSfP1vfqZdgu0xzqx9YvESn4qB0sobabSdiUyM5z4epIu2B\/5mdYxjiUXHVcWk4sHnHPz9DSFX\/cqbZA7R27kG\/3XHd50zE\/DpiUCNxvfwcfby8LGovfEYl8nT8Pb2KcVjl41jclHEWrekKuNhiWAKrqyX975act2Nxsw44rKg9sX8\/x0iEIPnpvci0sZDTlaq4L3o1Yz+JAQgAO9jYMshBnwVHFwdAjH4cjKqzjnJICBJKHNnLPpIuphKrx2aAoqlpO\/Uo37vzXCFsshVjUbnbTh44bpzx+LCARuOWriSTNPGW7fn31l2YveVdSWKVQ5xz\/ADz34pymYxgREoWEZRAJQV0yLrhMtaSqRM6jkGbmUSSLl24Nny7LC0r6O8ERj5Vnbdrd29V9N0fKjvp1Mq8yYXiQucjiqxkTL6Y1mJyxpvHObzfm7dq\/6aJdJ1cKp2bECuKurH8floPUSFWUpkk7rtXQeWiOEbR3WiNH6cSpiMNq22T5IGAAji4ZO3Jbcd5V9sZ4o7Ke\/wDlrO1EBLG3r8xTzdt98YcURDtqMpBMhUm4ueAbvNU3i\/8ADUvtaSPU9TZgtTI8YM1zjXBCSCJZUh7LnMiRtlK+MxtiSnHcWAgx5Jf8LsHujF23YmSRrOMYW0W+ItGf5vb0cGiXh6+JvvG6w1yejz7fLROVhEeEigGOcpnmnH+jFvVKPaIZZUrVoge537PGFDRAnIHmHIPDAtfHCWOLnRq0jCJGBOwHnPb6tjs7ByzcY5tM8GaGqCs2vt21AkxnXWpRhSzKel25Avt73ozYdLV5vpaLKELb8z+WsR3LzUfKgcVKxcJ28\/53XrpmnNyQDCwcj1Jo4DJAR+VG4JJWq0wItogm4DB9LTFj6QCWDdjK0yYSt8jXJSuKlEvsjnh51W2Z2dfTNHgasFk5jIOnB\/MG6NNiR6YslpSQSeli16Pey6ffUNnbSySICYW1Guqj5FPJ\/LWVPfOcPIIz\/f62ywgVaOteBhCE74INx\/Z5tcBI7v8AkGm2RLOaousVfoY5+WO2ob0I9UbTqojk6uz6iGZVXBdumbclvN9lv5YwfNv30MWLmR0maaU74qqKMd9PUTGmQYl2GLMEJGysVZXKBxpCsJzBBtc5vcHPe4Ju0BcfMtZ8RFqPFnu4xWA0nb2zrklWxIp1cVkinr5pfyNHjN1ISkRVuyrXhSo1nN4OOdI+jPExnt2RI2yZGZX3sK9nB3vRKfRS+Ga8rogex73eEU2CfC0OfWgTFGNmCXh4O3jvdXHuTq59l05I3wKo4t75cX\/PGkyP6RbKjG+xns1755\/llWheK70Fv5onb09zRuRALAGpJLgzdegnPoNY4ND6inIqQuRcYZQCsC1yxayubaJ09WIJicFg2KDJd1lWurS4Gs7WOfwXpp+KVle2H2ffWNyqC6pKAGpYX1A9n\/FNZh0NN\/d6Rv2ug7cH5PppLSyiR4vLaFx5qVdRxk\/PnTAjOU4yuAACeEfq+T4aIA4K5MIwlFAklA+Pfj7pgk8iWx0p0xlKX3Xgec4SgLD8NELrmQcRRja4cjRjzYvs40rZkX5JJKR1ZPi7F9rKrHyfZm3uErC4pWUDm7LpMB2Kxhe3alPdKc4FkLswcXsBcljIR+WO63YTMIwhMbQXlog8jmwT5BfqltIJujVPKMUgObQwl9NX3X+WF21FlLvYRCkIgnF8ilV8RZRq1S025MxD8Qvuf43pO7uuO5eKLHNU+nb1unjsKnQiahltV2Q0Mdljks2y9uiTryjT2CTKIBQJF1nucAplJbraZuMuaemXOTjijNnGTA9Xz1h2qiZ7ORVeVs9b73y6X4ZkRSSrFLTq56BcHJb2sG\/TTMXHKjbeeMCrnur+JrtfbSHwyX4A4KAzbgLFv4WNVob6h3gL9wGAST3POWnYrSfshR6apGuUTAjzYcmbE9dMntDLqxfQ3gF798gOQxpe54g2y5EY3mXdoyvbi88pfDp09qEC5YicqYMVy8AX+b66Wq1KNb0xxEi0nYezwCPl7IIJaZpU61E7p5kD8qufdZO75lYtnnSNzbb6IiKWzCroTypXm8pjFWONVutmxJE6ksWqSGBuUW8ZChfit5auRceVJKiXOTQyX4qeG8VkEzjU9nbWMusiWth6Xhc89JH8jjR+k6+NMGEmckE+oBIZWB5sDE3MZHQOr6KdSYnFBJqxJLPy7sm3lEW3R1HZhAjL+jIlt8NIpbV04vjl1Y+h\/FfY71Um3uoSzdbjXRNfWSkEzzt8A6TtvlSk5zTVq3Vl3dpwZj70uUI7hLbuXw+401wvzfyrtq9fqJiZgiyXlgq1mSihkkoO+HTp6EdomwhbCTyygxewQZ\/cd7o1rfoDxru+H25yblTGbVXOKxkg5BRQ9E0aMPUGMaISijrmtu5MpXl3N2RyudyTG67dOK+X44ltx6SwDvxRfu\/l73pHgKCQ5+z3NyOM1Upx83HCya7Femmw3Fl0yKwrxTlODgrOXPVx6K1B8CogXv8AfPAzy82u0CURIf78N0gtj5GOT9OReyZAJeYQyxwXzR8S5kJ79u+pbBzxg5uyy7Q9bA\/DSdrcOqvKfdj1L1SQXHV26bzVo6dvTqOfMIqVamfLXdzE9XQRSpAGQZCyX8oHqMRhWIbRDAu9GnUrOMSgXgfzMbdxvdkEgYkmVqW5KvTi+FUBvHf7tahOSKrUDiK1nOeBtJcXWPnpe5FlCFdNxlFttGqeRLG8Pf0ympu56V04Lx61h4urv\/PjVIznKMkELcAlnsFkXvkx7i+iGEIyiCXK\/JAt3L5t\/wDl2s1onC4kX73JwuMtPv61zWNEx+K6L9MYtvgU4\/D8dQIVuk2u\/mqMa4PUelAb9vlrG\/HrlVQSm6axcRJp6g1xiNXqsq5hFRCubLuADY2aEUA1ggoa7DpoymDKTsPV7EkYAeSCSA\/DWpwifaMiRiK8Rp5wyW2qXH\/3CHmPJfSXZ028XfqZoyHHpTqRIZxCRQX0lNNtL3D4gwHlXtWo7s4xlV+ZFrzIxDjpMHmxdW5rnWh0tWdUESueEAiL3XIF\/UWeUgtZ\/VUo0ZAxa5ZLBtZmwJsxYZGS9PgAChdYrK5lhvvkPmvGlZZQlEOUDqKbKnZG76U49dS2pCdcb6OnFc57hiV555McU6x1RJRKKTqiuKawHvkx7nsaJTjOEpG5e5ghF5PNkyDF+Qb7tCnKEhGOCDEAgsLHa4KBaXBFkJ3npRO\/bKASiU5c816\/LWJ7USV2cuLrNEWs5au+\/f5sn\/djw03jHHlvDXprWfSTOgjUemTcp3RBTsNOOBzxxWudHS+NImnNCWbC1vdo8Wu2CSwO9VV+EAKkD6eSTf8AtaxN+EhHV+cqGo2lcgtDisnPmrSOqTHqh9m+dbMFdT3F6pNZ\/Ff3dWd3aH4hTFGE5c25XD37HvqGIjaUoEkEW6r8b\/m+us2rARnf5TnNix4yPqe8iwZadCoZQsPUPuF\/fx2+UIgVdvw9sWbbCUkqqlZzVqRDFWgnfnWwiYao9FuvnmvVwfK++q+6yiPlkrZ0g0iIHTmy67iV6ar7u35lqVxV8z5QvqyCEcLFc8CjxoVOYpJRALN+fHDRDN372Wj1KZr\/ADTY7ccgjKB3fy4BsEXqxPYCZIimGh4Koo5ocVXvjJqpDdhGSWMRa6qqSpLFNN2I5l5i01bN1Yj0+bpvK80tEkzyZ9\/bUdqfM+nGW6gWD5auS98OCjtxr0HSVTOG+WEhdcmzXlAvyC3rz3V0tk9gTbJT4F1jgMKw8LTdxJJFpJYGPNdMm14qr9rY8rrEt6MvKJLpemSIsH4i83mqo9dUPFEWFRknVVxvE7JVHr5icZ4COtT9BsY3tymsZfvBiTcuh3K\/d6KP9LFPoQacp7i48L3JNgsWt6Sf4iWNAn1jkIoKWTl8AX\/cnK\/hxreeC8VbJlBj0qLZ0vmbInJ5iPIWZ0\/ZeuSIVR1FfvMiqwlV3M60HgPEyhRuIyk9T5jrqQZiWVEnTVVV8t63XgNojFDFqp1X95qT6j1Esev5167pKNDfLaPUgECQXa30D7eByTpOprVtsWfSzco2HPuSu\/JJGrHTGvLi\/MVjqW6EPXL+DqnuePNp4blO8FqSlecf8Qdx55DVuc6vqfL+FgeaT\/eM1ZnjRubb5fhalKvL1L6MacWetYO14zP0\/wCFEHfBiViHYkAkoq7s1wmCQBp\/rxUlIbZoi4PIBIAftcBg3aIBeleFs6xmpOT04aIpQHD3v0L1OSz8kmUeYoGEpLXPoU4SvRrRuRXbkRTMcU966Ubs6e+Py9SEgj0iVEISxkkV5ul9pWml+oqH\/VCRsLXtxjEe4BZBththnp6b6UiNze3qsxdM+SAH8yNiNOWL2kq2dqxgOHtx\/e1T2diO3JkNLwA9PV8qt6nn0Qy1q1vbvUFMijtyXXrebPT+WsO7kM22Vfxev8i7\/wAXVK9KHwYVZgkNZWULZyh3CTJzrvT1pirOjApg+cE2Pt6r+lnIVjU+kd2JGPVBVJHRiqI+YlwIEiSf3fw1Lb34VOLJSNGPLR0qFPB0x9\/XjS\/pGXL0xkUrDpireKfWNgYz86pXKMd3Zj1dcbpF64MX\/Z18RlZfC8+l1efKc\/ikRRK8h2Sv5tcBI95PTjCBoxMmA\/BRJJsrWubG75UQHeDGoMWqEpytdbGKfeqiu+HPrczSOJUlnC\/jmshdnH5a\/wAOdK7bP4SPBLquqOqXVjDHCOAVeC747xJCJKWOlF5W\/u3Q1ac8du+muhE5TFN3KHJBIsvtY5HCA0r1+0AzVrnsUb2P1uMGzZOkm8yl0tQlGrjfx8se1mIvGcnvp8IjFq+2c4auiQ54W7579jlfFTqU57U5Sj52AF+cGmMjs2A+rHsBq94A3Yw6IZRjKcZR6SPU20gkjoGNBi8i1r1XVfpcJ0sgA8EJO0m\/dZIuIiRtrzNDr50qiDJ5LdxjtyBgDDsXrqfon6Sjsfaxk11bnWC8Dt7Zj2sdGtP4bwEvFXM6xj0wl5Qz0Qn\/AITD8NGs406gsR9xrUhMSiCJW\/zzq14vw\/2XiPExouVbsTsxl1SqTn+tN3gxZ3R1CGxBkSElKI24t5QceVFsDPt2d39a\/CeQ34lu0S6ir\/o5V1tLVxolntGR31p9gY\/fs56qzlvp4yAP8++h1oCpEkoysgQGdqGUfCwWsrVYyNKdmIlss\/xM4a73IIA99T2oPHVdKHVTLJeX7xlzzVY1GO4eaFOOTN5z7H5Ys550rcjIb8simN\/BXDyDkcUevs6lPbi5tsBlHqbOWsK4txaY7cvf9NGMNkpN4V74Dd0reoR946GeplKZqRiiEexOST6R7mxL83cmbd5CK+qt4yfPNg4vNN6wSIlYUBzfB5mT2qrK9tHg9wl\/hIUaSua4k2fgXqSxJRquqVlWWnLd5xZ+fa70KoKcPTVzEJhAePra2belrcdFpmpO9HBui33PYoPwcSXyjUN\/ckxqJK0cg3z6VxQl+5XrqbLpHkjEugwY4+WX\/G9SjGyh7tEqMtNHyzXFfI1jf2xIwlnv1BmLXI9ng989r0pKjMTl8OWcAFEK90AEslXXsdNxrwMIipHBDKYLtySWMJ+l5+YazC+nHMjvim1uXZfU+el+IhdL914rqBpOoKxK77cuStSLiR8zWC8cBL8A\/D\/szcOkO2XLLJdv88Y0Xpp1BIjaPqhclFZ7nGLIAkgB6qFNAiX7MtCzx4zkfMTYnWbG3GUYTkyuLhmFjVvUYs8tZxYezrPhvGElExDCpXT0iSzTXOEw5wct\/pUa6jBa+6W1lrnn0eOdQ+zisIzGWer5Is+qXoMkTlMd7TXj1EJgmQLuUw4i5NkM2ta\/ALGsqVCVNRila\/EuA+Cg73sQiRtOmT7kjJkxyl4+eX2zfZ1LbeQKTHa+CVNXXJz\/AN9Q2tujpY35U6beOM3zxz7Oobs5Yx1PVguVUIWsShK6gTkr31i1TGmJRIscm\/HsbIbskk4ZI1sUYSqyiXccWdx5HPpaAiMgAFanNlG+mNqYxHn51wBXyDvqO4toIA9wTp\/dqxzj8vfM+hix5lYF0yS6Lq8ZBxkfa9R2dtZNNdSPw2dh6XsA17Obzm1enKoQcAgO5AFyP3DA73tbU6ecKcSMkEqwJOD+xRIsgu6Glbu7UgBzXUSGwy4c8W59bOcLDbqRg5ynPGLzmrflpG\/sk2UZZbZXApiWkPNfqe\/wmDGrLIR6W+lptWuXBxiz0\/6KUq6nKUkclds8WHJ5szZMabr0fRGMWDYPvhXRN7cXsi0ogEpZix6c0yx2wdh\/mF+mleLVisZS6qaqkEHzIAJSjbyHtqXiJdJJIqRq+bqI8PPL78476qbXiwu6qwh0wkgZ6o1Q29L8muTOt+j0wW6nGwINv4rDNuxDH8txhHBq9SdxE5XIIvxc49XixPPp51VTq2\/6SEi\/s7biE2oxOl5wodLnHOc1fFbE\/sUYyuO5mI5Qj8U1UjHmVSZN9XDxf8HGUmG5dxgyxayQgkZy6gWSQO1+axdP+lfDG7DpGklGRHhfNbH5JL0fi4MOtYdQadYUyOWclFq4ZsueBjaIrWb8ISpmb\/oGLX4v7gsizMnqhsfR8p1uH9HuMIiHVEpSWej4MjjNX6hrd7e2xz1EUKqgHAjRkqnv2TtpEp9IRYsr6mNR+E6erqkyb7SKPU+erPxZtDEvvXkuhr1S\/wAdZnWVKtWKPy3yGe1gi3dR4OCUtPdNGEJbv4rYKANybtBcnkHAzpMJ9HlZL00tl4VjEtOLzd9s6nDak9VyaemhGgu\/L0pnLx39dZ3GquVVZYcyu7vsnS+2T01OEk80YqVQYxaYTjlc41nR6inSG2CsAyLmxC4b5u7EBlafn0863rmT6iUJWFwQeV4CVwSAARrGyIEWsY7tmOnKDf8A171qP\/h74aum4ypcxeT1AHOdThtvUxZScicAZ4sBzV+vPF1rSb\/idz7WW35YykEm5KBEKArBcuMLS3zWd1fUi85xLN28Wuve2R39tafR9ISdlOYsLhZ7Pm18FfKGG9bDcnGSEFGMiVxDuB5l4KHJnAWcM57xOyLHk8\/lfNik9eE9RA1LejGVbcozevM5RMPlCpPFJ6ehqXh2JH4ms2sp83kt98vHrrlKlUlIhlFAkfYIWd2uEbAjXatanGETtuLgHtySTdFENXEhkHWYbUmpXLGUOnzNdPOQK81evTpMdoJdVBGLKQJ7Cor5ZJea+\/J7W2uuyRGXCVgMqmfW3PpVaxvboPmmCFh8S4zIj94wNnYc06L8D4gERFn97IDygju4BCB9RQF\/qDTkST4x3Z5Au7ckXI9IBMjHTUSisFd6yd0+LjVT6V8JKe2xiA31XxVcyBEc1zX4asCI0mCq78C4uv8AXtqvu+L2wkM4hByPF9I9Nt\/8RR27a1OmhMVjKFyD2eMeb2JaDJZuXldTOBpATQY\/rc5shizsAQLR1pobu4HQuzH7GTGYEqljqJF10uJFZMkb1uQnLaLl9nJMLTWcLHAyyGf3jSPD7G3M657dM5WDUrI3XwgWty733tXWw+xluyjs+YdzMm\/h2wj9ombHPQPPVIaodP8AW9Q5AAAEFn35RuCCdzYIACuAQEuk6cXd2F9OGBg\/LYEG90xu231K8IbfhYrK3cXcvjqi425V2XbIL73o10EI0UFBjWNIT9cjKWTrXiNsREYGp64T6Z+jHZl0FGxOujHwIsvs3+XTXYY1g6u71X8X4aG7CW3uRJQkUjwmrQO2Ql29reQ+dUqw3wMe\/kh+CiLdx\/7rjIeaNMQp8xhE5u\/R96wutTv+MltS6IwWBaU31RKt6qwBKHljjOONbjx30dLw8jqeqHG3uN3mUa29xPvNYWyS1hQa+5tRkkNypebOADFl4sxfKt9xqmqNenCZ3BxORfzcd85JeQynrPqdPUMUCWOyx5497L2xqhsb21GUSLb3xISOU6mr+8OfTg51s5bISZAdUvLYMm1EjRdUWva7dQns2XEj00rTi\/KFi+bg5\/npmwvCDJL8nSWPUgev\/E12wW6F1ExXpitSN\/JBd3cIWs1gkRvgm\/TxNCoaNXjgAhWVmTdHJDDkFnTtt\/e+Js7v4voV3\/LnUCfmrpWzgpB5epspxV5clYvVB8V0SMO43JFY4u6iAHlsCn2e2L71qZ6avnkr5jFukxWFrSnWdPKnISLRum7g8DsPKuX7tdH1EakDEEWsyMMcnDKOHYIdxKG7HqQSUnIDmlIvp3IvHbvqKshh032vCOG+z7c8XzitQiYhIiLXAxxwtIU8i\/L8FkopQGc2LnGbPXNLzgcOkTMokMSCIWC3ZyHBHAf9A+IDcIlGJbeQRz6TyDySMe5rM+g6rauk56U8zYVmoyOVuNF8aZ4Lfu5UVRVZc4vivf1rt6xm\/awX7NOqCApGIyP3i6wGTjq4vVbwO2bXTCdgFRZdgl3m8ipRffi8a2KRp9R05k3IrCG4ZNnYpAvlpGxxqwqUOoEAEA7FnacC6DHI28ZaY2Mkjcgw+neXrbiuPb\/NU159+qUekuqaDNHmF\/PU5bnx15vM3de9Ueg2e2PfWUoyctKRsvvZXlFz\/wDWsSUpTlaWQHcqw5TtYYxgjW3GEacbwwSRYO\/bdtANzlP+E6ztbqlx4yUYz2qyux+d3qe31FqUvo5qpHVffjvjGk8RuJGzLQWZ4A9zPyeU0yEJHOWzs5cX0reEsr39eb\/7gmYTDkVc2\/bAuyE8EA2aGY0\/hicCoh2z++TZAtfN6gCcoh4YIkSbZb1Lc6tk98Dx7FVTVZ+xxHBza5qPLK7fMXj5J6Xo34lq80NuMHmjFeY\/vUfn2XO2dOBbvAnsfnV8V313qhvqymWeXbJuhY2N8BHJAsBOnlspQgFyF4x\/MLjsTa4DLJi3kW7xzd+18nrWfTVU8L0Mpo2lMnNABirTAB3vDzerOzSVTGlLCNYxZXltw389Vnbvzyl1RCTQeUrOA5qq4e2M3rQ6GUhG8grA2JJd1a3BHewJ3JaQ6yETJAIsnNrW5L5B\/wDr07c6XHwvUDVFNyG7cxiOcvTnuFHslve3oxC2uqS1Y+ss32At9K\/HRDcGIjGXFpnOe\/rT+XzNJ3NiaxsiDK1j1Ln4ovHes+l4KrVetr1iGBcSQz3H1RLTNhtIRY1boaFAFSKBiyfT28HgZAB3OQIIuXeDiRtVbAZS6vu3G\/NXqrRm3WNrcWctuJIIh56oldvTFwWWZPX2TUtnwvkDpv1laPfI1y3dh6+t6lRCKBQ3g\/LGefl6aT316hFSXKBx2W1dv+SkLIWWmzGhT3QjdMg3tdgu3ONriReRvpX2pLDGSDUhapw3j4m6TjDZonJGiB0w6QbvNdNI\/N7\/AOJpn2ZK494uEp7BT\/L8j2NYJHQyGxbXzNt\/dK\/LtTperCUJHcQ8u1xZC4KsiXz5OmKc4zj6QVjb6rEks5DJuABx2A1CLkmxYrwd7rPP4eldJl0zZhRaZTLKr4DJ70OK50uUUZSZVwxI8B5hXvfKodj0pl4qPVGuceWlyuEkfCmS28\/PgtClE1BGYsScjuO18WfYZAvofUTMaRlA8cF44ZAd2eSTdsgazJTnLwYlzn513quP5axGK8cNvN3XCe9JmPp31jw24EegkSYhdETKSzICi0eaLdSnvdEYhGTFawRuIg90Hv78YdMHpZkiF2DYrbYhgncsDg97i40qOqgAZ2Rz6mLG62sBkggrA7xWq29OFuxGHx3ZtnFAchhwccc41QjGMmUeh64RYk5WySMmIi3IFHs2PPZvT2QGd9UgSMrLMspJWGr718JnGk\/+E6dwnOQRgUIPn9BVR4HvK6brGt6lOAB2yJyrkuXK5R9IRHlEB6xZxkEJRAwMIADv5ybfuGtJ8T9Hy3Cm8TVtfhVtu7MSSqeDkdY2dqRIh0HTBoG4xlwReQi4wouD1zc8JBlLrAKGJ2fi7+UqKAHJ5L73qe+RigQuU\/KEDzyaRiPK1lewW0C6rLrTE\/CkWuwKBu+ffl5GY6tHpDJTiF7m+Pb+y\/8AmWsROmIEUyxQOqU14INvQsrr1Tk511n0F9HO1BlOvtdymfTkjV9O3FcsY257rJouiv8AQn0QxTe3ul3aajH4du+SOC5PeX4GLvf6zN0pXkrs2eZFl3LLOfoEBrWjSjCw4AH0iEFYILjWNGs6Nd0TRo0aNTU0rd2yQxkCJSJYjhE7muW+lvoPd27l4eXVDvtSzI5\/2clyZ4WzsoEHrtGqVKcakdsv8dratGRiWNebbPjZMkRS6aJ9cXpWpx+MpxTGyz2q3lJUxqVPrHK3nPJH8NdT9J\/Qm1vvVIYzMG5DEjnD2kZcSE71euf8T4Hf2eplF3dsFJbRLrPXq2rZSewxZXfBpCNKrQluB3drArm4ILXi\/tpmpKlWhtIXfh+xCRPLtjS4QiSujqDgOLu+Pk\/6XUDd6jq6arGSWC8jxj5\/y0uHj4z6mLZEuXLn0KvOHAXY4vTtudrm2+rpKWkKExjzL+GjR6ulK07ysrk4v2PJOSNoaKtpWXSVoeqLAu7Dn28LAO53HOiMQkSR+Ir+9gtOcXVR5s51MOcCvlz71jGLP8udK6eOqsPIFJzfHlzXGb4edEtuNSjHgLelTCvc8w\/LnPfTc04yMlwwCk+S7XyCm0UUdJwaMRF8gcvwFe3I7WYY0nwUxjKjzWM34bfLd+nl7n\/TTPEzKLEiPVZfrdoZY3WPfjGrG3bxjpsby4eOW79b\/Dtqvu+HJSThoppI82Ejir5HkfWqtRrURUfy3ZXFrkcK5ITCOCFqV6VUxRO7Geb2BsC7AXR7EHTtvciLCI5yvJnipS5wduKzVho3xuwS7tzJGsIZiFe3+LpEUuXTFKalLqoyFSe7Z0\/KvlZvsZlSVjKI3EeHF+Xvw84xgvQOoo1dw2RJsLHk8XG4sWlGxsBa\/qN01WntJnIC+QMAp2KCJ3A\/LcnBjZs9yRnIUYuNjdX\/AMNGc9sanCWLH1znBbXOLqvz1K+wPHe8Y\/18\/wANLnFqXT5k+GNVZw3wNuR\/J0CJM4\/DFydo4CCl8xASNgxgX40eQED8Q2Hq7lkmNogssEXHNwjbSoy6QxRFc4T4WVkmsBi4q1hrTNvcXyx+K6cFuLxxTwfly6jtQYWUse1SVjmumRy\/5AFY0yZGPnXFXjgp6rvDXvwe2g9OZ\/GQub2IJvm1yVkgBk3sySDdVs+CzYWuD9zYB4BaAeVEAo32TGK4vkjHzSpGovVh5O75mvXVffg7hHzdEClzI+8TYnHmwj7Sb1e3Vaenypygt+pH1sXvwVzo24X01YZx5fXHuIU1\/netulWEYiXIPi307rG5mPKsNYlWmZSMOPqHcc+Dnat1iyjpPhtqMBBi5uT2vmT0i9Lfb\/qpJlLzIRwoPV8MgzfJHNHrbxi3ENmWY2oqEjpUAcPy+HBdY7W529sPhLOOq\/i5\/wDdn5c++qSNMy3E7iee4ubkLsQIgPtFBgsd4G0BAcebCwPuHIlP+K4czdTqlJPvly4DFYvPe6xh99NjEtSSK5sT0znk\/l\/PVSUCHmT40ZEafuuK6V4KM9tWBeAHn4iWAcV60n\/fuqdW6fqD2lBhIAcAYe7ll4CvuZ6aIn6bbgze5JLDJytuMZZZxj\/xNg0\/vW1wYtIrzWK+ftqEHphQdXe7Z5uVlvBhO1cY41Kcjp6pRJJQ8HC5zVA00vfGdY3KU5A7UYuObb46b4747aza8oFmFirDs83uvsX2FtaVCnIACYYBue5i179iSdqtcknR4aHTb0pg+KrcfNXN\/nrMdq1lSleVOgI8iA3XFXXrpc4tZkrZgqNZsHkGqvJeeBwc31WHFD0p\/wC3jj1r\/HRenqTgQIxJsiokkX8G6wuQUReTF1NOnISlOQF2HLNsXw8+PmBtEB2ziMfhccdj8efT076XvRYnXJZ0YI9NMrXPo8ctGNVfHfSRAaiTkSPKcR9BpVc\/Cevy0vwDu\/FvReq6JYJInaNY4fR+etGHRyhD49coBWMluPgPyP5hdxbsjLqROXwqIZvcAFC+bco8goKQBAd+T5TBcc1ISua44DtjtxqX2gIJSNi9uZXZf59r981Z7s9zy7O2z3DydMXG25tnJ8kaHA5exrc\/R\/1ZkkXxG4vSf7PblIj2+PcxLc4\/umUR0ATjKSjFi93Z3wWX2YHJi0NG+DUjHdKSl2V15CCPgnyL6p+G6t1Y7ASpqU\/uQ9RnWZGfIXLOekROi+i\/oiGz5l691KlNAxh6YnEIYMHNFq51f2dqMIkYxIxiURiAB2AMBpuixpgXNz\/mPH1PvruLD\/P89ho0aNGia5o0aNGpqaNGjRqamjRo0ampo0aNGpqa1n0h9DbG7LrnAJ8G5G4z9jqKU9mz21p\/FfQe\/H4Nw3ArEvJP5s4jGT2rpierrq9Gh1KMKgIkG9WjOUSCDjXB+J3JbVu7Dc26\/frppf8AelwPkt51InGQSJerGpDfrWf+2u61qvFfQPh9y72iLLLLbZbcl9WUEX8dUlSIHoKI74+y\/rqBE+rB\/wA\/wLXMG\/1Y5wZi8drXBH83jvxogvCv7zICsDaebGe9uUxrZT+qALLa3qX\/AHm3t7lewhGX5rqvufQ3iY46Nvcid47j1Pp5dyNHp8egQHUAGMoiXa4t9h9bgGxzolSNAowJHfz917WtfVD7bFA8sgjg\/FG1qrcmm7e9wZrJ8Dfpydi+adMlHdhCXXs74vAbbu+mD7NlGvy1XfH7dVKcRvMZ+TDydM6XTMp0iPVT23urgecGI4RB3cbmknsrCXpqbuzsTdq53LILCwUhpn28ZJkazz0lD+WMX6847yYJWS3Eep\/O8nNS4Mc08ar7fQ1K+qPVcX4qSwajiIF8Zy8asbPTMuNPVzS12v1DAf8AZ1WVfp5H4cSV5Is8K4IHdBGNgALC0aFeA+LIB91ld0ET2ZY5ZuVeJnEcDbKpV1Yem6w44OPVw6fvGOYrj94G7jwXjLh\/lrPlqhjTwnaji4lBj1\/y1Dq5a\/eaRvtVdQYuv5ZzWpSNOMYyhBP5slu6MhHksEG6aBNxypGrKUoVJkr5WglZgGXbCs05AA6Ny4\/FIA4azkDLXN245x6ZlJvC0kbTuK5zjytPz9tRluyI1G4zeL6XJVlRecV+HfF5I8D1VVPbNh2q7\/DF8XoFWpJxcT7obUUEAl3Z9WXEDBYpUoIjcMpA+phlkkvzH5SEATg6zCckwYPctL5K9gq8+taV4ey8L1N3Q8Vm7vu8DTZp27umIpI+QZKwWvY99R3NyXBFyKHDWMoCHrmV+2rU\/TA07B5JMF3vcA+OB21Wp6pfEAfYASf09JI+iJuHfWQWPViSZLAu26MKV5fyNZ3orxirEavHw\/KjJ8zVSXiYxA3N7bF9JEcemXLg+fHGsy3CSEIbkzOYbU5nb74Pc\/e7a5GEx6IFmPIP7kmV32y2NvY9JhI75BA8EH6ACNljgL+IixFmDFuR5m6\/LtdZpv8An31UnvylLp6BOBCCUr1IPB7d\/wAa1dj4HxKVHw8izncntxj+UWUj5dOrfhfq9vAefa2vUiS3XPKSeil9WLoR6WrbaUPoT3s9yv58gDk9OvTDcST9fa6TtZLFjI2Wvge6A8y7F5Dis49K9bvVfdNudQ3ema+cgx6lrMQhXVKu1H89dHsfVfaK+0nu7qcdUiIf+nbID+I623g\/Bbe0dO1twgc1CJE+dHfT9MSpxEYHau2QfB\/rYPgAW0lOnGpMynfPgH3HfnJXcoLlfC\/Ru7LMNnoGvPuPRjsEaZ4twkNbTY+rpR9tuS3XHlP6Pb\/9o2j6SlI9tdBo1BC5JJJPJJP+DxjV9sQAAAAOwA\/w\/wCDSdnZjCJGESMQojEAD0Awado0avrujRo0ampo0aNGpqaNGsaNTU1nRo0ampo0aNGpqaNGjRqamjRo15X+0T9ofivA+MdjahsMOiMr3ITZW3eSYVj00x03S1epqClSDN\/GNVlIRDOvVNGvCdv9r\/j37nhv4W5+rq1t\/tV8e\/d8L\/D3P1daJ\/QOuGYj\/tH86BLq6Ucn7HXtmjXje3+03xz93w\/8Lc\/V1a2\/2i+Ne2x\/Dl+roR\/RusGYj9x+dBl+p9NHMvsfxr1rWHXl+39fPGP+4\/hy\/U1a2\/rn4t\/3P8OX6mhn9M6kZj9x+dCl+s9GMyP\/AFl+Ndxv\/Q\/hptz8Psyf723B\/wATVf8A\/HvDUkdmMLy9DKH\/APlNcvt\/WvxT32\/4b+pq1tfT\/in721\/Df\/noM+hrAKQH7jXKf630Uj6Jl\/8AGX41uX6reFb8m5n\/APe3\/wD56zL6seHSv6auP9vvf5y1R2vpPxL9\/b\/hS\/U1c2vE+If63b\/hP6mlJdPGBe0P2GtCn1kaoAjIn9\/76ZH6u7IV1b1f+buf9dQ\/\/F\/DXabq\/wDn7\/8APz50yc\/EH9bt\/wAJ\/U1X3PF+JP63b\/hP6mlatSgC5gfs\/wC2m6cKg+S31Wnw+rfhz7s3\/i3t6X59U29NfoHwvfw2y+8oRk\/mjrV7n0l4k\/rNr+FL9TVef014k+\/s\/wAOX6mlpfqnR0+V7RP40QdLXl\/7rqfD+GhAqEIxP7sQ\/wANP1w259Y\/Fn39n+FL9TVfc+tniz72x\/Cn+pro\/WejOJH\/AKy\/Gix\/TepliP3H516Do15tufXPxh32P4U\/1dVN36++MP8Acfwp\/q6uP1TpjiX2P40Ufo3WH+Ef9h+deqaNeP7v7SPHH\/6f+Fufq6pbv7VfHn3fDfwtz9bRo9ZROD9jqh\/SuqGY\/cfnXtujXgu5+2D6QPueF\/h7n6uvYvqp9IT8R4Pw\/iNzpJ7u1GciIkbS2hVD8dHjUjLGla3T1KK3hfUHW40aNGr6Bo0aNGpqaNGjRqamsaNGjU1NZ0aNGpqaNGjRqamjRo0ampo15v8AXj9np4\/xL4j\/AMZDa8pHpdvrrovqb+0jxecY16HvD+8nyr\/Mdamf0Jc2f2mWcdz4cXEqBzfTlsvOA6QrRun6ir09QVKRR72599clESCOvOofsWkf2+P\/AC7+tp0P2Pbh\/b4f8s\/ra9T8JsEIQgZIRIi+wH+Wn6fP6315zU+0fxoJ6akcx15dD9k+4f23b\/5aX62nQ\/ZjuH9sh\/y8v1tel6NDP6t1hzP7R\/GhH9P6Y5h9z+deeQ\/Z1un9rh\/An+tp8PqFun9q2\/4E\/wBbXeaNCP6h1RzP7D8aGf0rozmn95fnXFQ+pe8f2na\/gz\/W1Y2\/qtvH9o2v4M\/1ddbo0OXV1pZl\/T8a5H9I6KNxT+8vzrm9v6B3z+v2v4M\/1dWtv6N8Qf1uz\/Cn+rrdar+MisaurY59uos\/Es\/HQZSMs6bp9PTp\/KF+\/wCda2WxvL0\/b7HUdvs5XjpXH2v96P8A7j11Gf0V4h\/rtr+FP9XVrwn0ZDanKcZTZTIkmSPV0xhCN47AvznL1xstLy6enL5h\/XTIqzGDrnJ\/QW+\/1+1\/Bn+rpEvq3vv9o2v4M\/1ddVo0tP8AS+knmmP3l+dFHVVhiX9NcfP6pbz\/AGna\/gy\/V0if1K3n+1bf8GX6uu30ag\/SujGKf3l+dEH6h1IxP7D8a4Gf1B3X+1bf8CX6ukbn7N91\/tm3\/wAvL9bXoujVh+ndMMQ+5\/OiD9V6wYqfaP415hufss3H+2w\/5d\/W1V3P2P7j\/bYf8u\/ra9Z0aKOlojEf6\/nVT+pdUcz+0fxrxrf\/AGMpXV9IQjaRL8PVrwF72X216Z9V\/Dw2PDbHho70N12tqMeqNHUR8vURFosrl1f8d4Q3IkVQ6ha70kg\/MNV\/BfRcduXWTktI305VLlgM1EPTHrnRowjHA0tVr1Kq3l62WjRo1bQtGjRo1NTRo0aNTU0aNGjU1Nf\/2Q==\" alt=\"Anisotrop\u00eda del Fondo C\u00f3smico de Microondas | Instituto de Astrof\u00edsica de  Canarias \u2022 IAC\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El resultado final es este: lo que el proceso de formaci\u00f3n de galaxias requiere del entorno de microondas y lo que observamos de su uniformidad son cosas diametralmente opuestas. Lo primero requiere radiaci\u00f3n para ser reunida con la materia; as\u00ed, si la materia estuviera agrupada cuando los \u00e1tomos se formaron, habr\u00eda trazas de esa agrupaci\u00f3n en el fondo c\u00f3smico de microondas de hoy.<\/p>\n<p style=\"text-align: justify;\">Por otra parte, la uniformidad observada en el entorno de microondas implica que la radiaci\u00f3n nunca podr\u00eda haber estado tan agrupada; si lo hubiera estado, hoy no ser\u00eda uniforme. Cuando se hacen detallados c\u00e1lculos num\u00e9ricos, los astrof\u00edsicos encuentran que es imposible conciliar estas dos exigencias en conflicto. La radiaci\u00f3n de microondas no puede ser uniforme y no uniforme al mismo tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.nasa.gov\/centers\/goddard\/images\/content\/377609main_blackhole_diet_HI.jpg\" alt=\"http:\/\/www.nasa.gov\/centers\/goddard\/images\/content\/377609main_blackhole_diet_HI.jpg\" width=\"843\" height=\"629\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todos los razonamientos anteriores nos llevan a pensar y demuestran muy claramente que, no podemos dar por supuesto un universo lleno de galaxias y, si de hecho lo est\u00e1, debemos buscar la causa real que lo hizo posible. Explicar ese universo ha sido mucho m\u00e1s dif\u00edcil de lo que muchos llegaron a pensar y, como se dice en el t\u00edtulo de este trabajo, no tenemos una explicaci\u00f3n, ni las razones de peso que justifiquen la presencia de las galaxias.<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 hab\u00eda y estaba presente en el comienzo del Universo, que nosotros desconocemos pero que, hizo posible que las galaxias se pudieran formar?<\/p>\n<p>Yo no lo se.<\/p>\n<p>Estamos de nuevo en el punto de siempre: Nuestros conocimientos son limitados. 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