{"id":1727,"date":"2021-12-16T04:20:54","date_gmt":"2021-12-16T03:20:54","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1727"},"modified":"2021-12-16T04:24:19","modified_gmt":"2021-12-16T03:24:19","slug":"el-universo-%c2%a1siempre-el-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/12\/16\/el-universo-%c2%a1siempre-el-universo\/","title":{"rendered":"El Universo \u00a1siempre el Universo!"},"content":{"rendered":"<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Hay que prestar atenci\u00f3n a las coincidencias. Uno de los aspectos m\u00e1s sorprendentes en el estudio del universo astron\u00f3mico durante el siglo XXI, ha sido el papel desempe\u00f1ado por la coincidencia: que existiera, que fuera despreciada y que fuera recogida. Cuando los f\u00edsicos empezaron a apreciar el papel de las Constantes en el dominio Cu\u00e1ntico y a explorar y explotar la nueva teor\u00eda de la Gravedad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> para describir el Universo en conjunto, las circunstancias eran las adecuadas para que alguien tratara de unirlas.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 pasar\u00eda si intent\u00e1ramos viajar a la velocidad de la luz? | Ideal\" \/><img decoding=\"async\" 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\" alt=\"Que pasar\u00eda si viajasemos a la velocidad de la luz? | Aula Geek\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La teor\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> nos habl\u00f3 del Cosmos de otra manera. La\u00a0<strong><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial<\/strong>\u00a0fue\u00a0<strong>propuesta<\/strong>\u00a0en el a\u00f1o de 1905 por <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. Su teor\u00eda es capaz de explicar el comportamiento cinem\u00e1tico de los cuerpos en movimiento, especialmente aquellos cuerpos cuyas velocidades sean cercanas a las de la luz.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Arthur Eddington, el hombre que invent\u00f3 a Einstein | OpenMind\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Entr\u00f3 en escena Arthur Eddington; un extraordinario cient\u00edfico que hab\u00eda sido el primero en descubrir c\u00f3mo se alimentaban las estrellas a partir de reacciones nucleares. Tambi\u00e9n hizo importantes contribuciones a nuestra comprensi\u00f3n de la galaxia, escribi\u00f3 la primera exposici\u00f3n sistem\u00e1tica de la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y fue el responsable de verificar, en una prueba decisiva durante un eclipse de Sol, la veracidad de la teor\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en cuanto a que el campo gravitatorio del Sol deber\u00eda desviar la luz estelar que ven\u00eda hacia la Tierra en aproximadamente 1&#8217;75 segmentos de arco cuando pasaba cerca de la superficie solar, y as\u00ed result\u00f3.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Arthur Eddington, el hombre hizo famoso a Albert Einstein al demostrar la  Teor\u00eda de la Relatividad - BBC News Mundo\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><span style=\"text-indent: 1cm;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Eddinton en el jard\u00edn de la casa de \u00e9ste \u00fa<\/span><span style=\"text-indent: 1cm;\">ltimo<\/span><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Arthur Stanley Eddington se conocieron y se hicieron amigos. Se conservan fotos de los dos juntos conversando sentados en un banco en el jard\u00edn de Eddington en el a\u00f1o 1.930, donde fueron fotografiados por la hermana del due\u00f1o de la casa.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.ox.ac.uk\/images\/maincolumn\/6971_Principe_Eddington_list.jpg\" alt=\"\" \/><\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Mart\u00edn Monteiro @fisicamartin: Historia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQId-Vuer8RpMANpBSakcEOmnHYqQbeuWcC1JqW8zcnd3cUZE04sS8HjtR54YHsSWDzO4Q&amp;usqp=CAU\" alt=\"El 29 de mayo de hace cien a\u00f1os el Sol se eclips\u00f3 en Isla Pr\u00edncipe y en  Sobral y se confirm\u00f3 la Teor\u00eda de la Relatividad General | F\u00edsica para tod@s\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Placa tomada por Eddintong en Puerto Principe, en la que se corroboraba la predicci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la Teor\u00eda de Relatividad General. El Sol se curvaba en presencia de grandes masas.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Aunque Eddington era un hombre t\u00edmido con pocas dotes para hablar en p\u00fablico, sab\u00eda escribir de forma muy bella, y sus met\u00e1foras y analog\u00edas a\u00fan las utilizan los astr\u00f3nomos que buscan explicaciones gr\u00e1ficas a ideas complicadas. Nunca se cas\u00f3 y vivi\u00f3 en el observatorio de Cambridge, donde su hermana cuidaba de \u00e9l y de su anciana madre.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Eddington cre\u00eda que a partir del pensamiento puro ser\u00eda posible deducir leyes y constantes de la naturaleza y predecir la existencia en el Universo de cosas como estrellas y galaxias.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00a1Se est\u00e1 saliendo con la suya!<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/www.xtec.es\/%7Ermolins1\/univers\/fotos\/links03.jpg\" alt=\"\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00a0 \u00a0 \u00a0Estrellas en dos galaxias que se funden en un abrazo eterno<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Entre los n\u00fameros de Eddington, uno lo consider\u00f3 importante y lo denomin\u00f3 &#8220;n\u00famero de Eddington&#8221;, que es igual al n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> del universo visible. Eddington calcul\u00f3 (a mano) este n\u00famero enorme y de incre\u00edble precisi\u00f3n en un crucero trasatl\u00e1ntico concluyendo con esta memorable afirmaci\u00f3n:<span style=\"text-indent: 1cm;\">&#8220;Creo que en el universo hay<\/span><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><span style=\"text-indent: 1cm;\"> 15.747.724.136.275.002.577.605.653.961.181.555.468.044.717.914.527.116.709.<\/span><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">366.231.425.076.185.631.031.296 de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y el mismo n\u00famero de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.&#8221;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Este n\u00famero enorme, normalmente escrito <em style=\"mso-bidi-font-style: normal;\">N<sub>Edd<\/sub><\/em>, es aproximadamente igual a 10<sup>80<\/sup>. Lo que atrajo la atenci\u00f3n de Eddington hacia \u00e9l era el hecho de que debe ser un n\u00famero entero, y por eso en principio puede ser calculado exactamente.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT9L5ff9_lv2lGao0681H7wIHVR0rEQC3Zklg&amp;usqp=CAU\" alt=\"Una nueva teor\u00eda de la gravedad \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ligth Knight: Fuerza Electromagn\u00e9tica\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Durante la d\u00e9cada de 1.920, cuando Eddington empez\u00f3 su b\u00fasqueda para explicar las constantes de la Naturaleza, no se conoc\u00edan bien las fuerzas d\u00e9bil y fuerte, y las \u00fanicas constantes dimensionales de la f\u00edsica que s\u00ed se conoc\u00edan e interpretaban con confianza eran las que defin\u00edan la gravedad y las fuerzas electromagn\u00e9ticas.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.kalipedia.com\/kalipediamedia\/cienciasnaturales\/media\/200709\/24\/fisicayquimica\/20070924klpcnafyq_227.Ies.SCO.jpg\" alt=\"\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">La fuerza nuclear fue conocida despu\u00e9s de que Eddington hiciera sus formulaciones sobre la Gravedad y el magnetismo.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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alt=\"Miden la fuerza nuclear con la mayor precisi\u00f3n conseguida hasta la fecha\" \/><img decoding=\"async\" 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alt=\"Fuerzas fundamentales de la Naturaleza: Fuerza Nuclear Fuerte\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Eddington, a las conocidas, las dispuso en tres grupos o tres puros n\u00fameros adimensionales. Utilizando los valores experimentales de la \u00e9poca, tom\u00f3 la raz\u00f3n entre las masas del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> y del electr\u00f3n:<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-align: center;\">m<sub>p <\/sub>\/ m<sub>e<\/sub> \u2248 1.840<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">La inversa de la constante de estructura fina:<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-align: center;\">2\u03c0hc \/ e<sup>2<\/sup> \u2248 137<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Y la raz\u00f3n entre la fuerza gravitatoria y la <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a> entre un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>:<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-align: center;\">e<sup>2<\/sup> \/ Gm<sub>p<\/sub>m<sub>e<\/sub> \u2248 10<sup>40<\/sup><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">A \u00e9stas uni\u00f3 o a\u00f1adi\u00f3 su n\u00famero cosmol\u00f3gico, N<sub>Edd<\/sub> \u2248 10<sup>80<\/sup>.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">A estos cuatro n\u00fameros los llam\u00f3 &#8220;las constantes \u00faltimas&#8221;, y la explicaci\u00f3n de sus valores era el mayor desaf\u00edo de la ciencia te\u00f3rica.<\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">&#8220;\u00bfSon estas cuatro constantes irreducibles, o una unificaci\u00f3n posterior de la f\u00edsica demostrar\u00e1 que alguna o todas ellas pueden ser prescindibles?<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00bfPodr\u00edan haber sido diferentes de los que realmente son?&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"6 rarezas del universo cu\u00e1ntico que te causar\u00e1n asombro - VIX\" \/><img decoding=\"async\" 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JydCmnv8AfFG0IM9Bavbm3KFmaC03k+8waQGcnHu5JL\/lh+ad1O6CxSXUZB8V\/HIpHyknhjk\/zikf+eD8VcdAtnKQyzZWZIPDIuOCysNmHzqSuQfkEVB6n0ECNbaEMY5rtJJPtEkbLIR\/wkxKgH+\/+K4qlrEnaW+vP7Htrx6KsHLukl6TL9np5vwLTuTqDW9u0iPAhBUbzNqiBnALHkFsA8KCCxwMjNQuzOuvdLOHaNzBN4\/JGkkayAxRuGEchLL+vHuQcZHBqf13pQuY1XdkZJFkR1CnV0OVOrAgj3BB+\/x71y6F0b6YzMZ5JWnkEjs4QeoRqnAUABcIvHxXWVB44uZT\/at\/FcXKRPbuZuqLAnkSXESmwEmeJOcBY+BjJD+241lXfds8V0kTy2bD6iOF4Y1laQCTUeQyhtI\/U2QjLnHGckVcHthfqTceeTBuFuPHhNRItu0BIONsMhGQT7qPyDGk7OBc4u5li+q+pEQWLHl8okbLa7shbb0k8bH7LiyiQQ7jvOSKJWeNDJEty10oDD02eVOmWOu8jRFds+lj7+9VvSe45YlufHHDNLJGbnaGK5AEmyLIrq5LSaqysupBKxlQFwK1J7VtzNdytswvIxHKhPpA01bXHILDGfyoNcou2H1cS9Qu5CY1SNsohiCOGVhooDPsq5ZgcgYxgkFKEM79o9Xa6idmmt5tX1EkAdQfSpIeJyWjkBJBUk8YPGcDOdwdSurgbKIBax9Tghxh\/JmK9iVpNs648oK6a+3O3xWp6L0cwNLI8zzSzMC7sqL+lQqgKgAAAH78nmq+87RDyFlupkiNwlyYAI9TMjq2diu2rMuSucZJNJQaKvpfe0ktwn9iYZZ2iESxzeSNQXCTNKT42DFRlQBgOOTg5uu5z\/WOm\/8A1jf\/AKV1RadteOVWW7nEKStKlv6Aod9iwLAbtGC7EITgE\/gYn9V6Ulw0JcsPDIXAH97aGSMg\/ONZW9vkCpKEGb7a7tlnuo4XltJRLHI\/9XEhELRlPQZizJLwxGV15X2wa7d39Za1mMiRRM8fT7iVWYNnMclv6Mgj0HPI98qvPHMno\/aXgkgc3UsgtomihRliULGwUEHRRlvQnq\/3fapfX+3I7skvI6lraS39Ov6ZmjLNyP1AxjHxyasqQZruLq194ri3ke3WRVtpkeNJQAk10UMZBkySDH+oEBgSMCn\/ANN5ROwzA0cdyLdohFP5HIkWOWZZM6KquWOhB9KH1ZNaDq3bSTtKxldWlgjiyuvo8MryRuMg87P7HI4FcY+12WQsL24EbyrNJEvjVXlXXZtguyqzKGZAcE5+CQUoQVa9y3nhknd7GKP6p4I3kEnoEc8qF2XceRjoAEUqc5OfijpvddzcCKGL6fzvLMplaObx+O3KZkEJZX2byxjUtx6jk8ZtJe1V8UaRzyI8NzJcRyao2HmaUupVgVK4mcff25rjD2hoAUu5xMszyicrEzZmUCZWUrqUYgNgAYIXGAMUlCGcz1XqUkjRRRWqyQQo8yvuwmkdnxHGwYeNSsed2DY3Ax6TmumunuC9jFDAhuJ7kyF1kZfHC0YclFdSzu0ig4YL+rj4Nm\/ZoxiO8uELxCK4YaFrhN3bJJXKPmST1Jjhz7YGJEnaoBDw3EsUqyyOkgEbYE2vkjKuCGQ6qfvlVOfuzIQyste4r2do4LdLWOQRzeUusjosltcCIqoVlJRjyCfYfetP2\/1H6m1guNdfNCkhXOdS6AkZ+cZqF0ftqO3ZGWSRmSN0YtgmQyyiSSRiB+ovk8cc+1T+i9OW2t4rdWLLDGqKTjJCAAE4+cCo2iwTs0UZoqSUZmkP74\/P2puaM1mTcGB7BlmjljhM7SJK1+7bJECWivo1U7IoP9+Q49sufgKBFh7mvZ1hRJZlYWaTM8VtHL5JJJJVQOpGFiAi51wTt7jHOtuO1rdlQAzIUeVlaOV0YfUOWmXZTnVmOcfGBjGBXOTtC2KRovmjEcRiBjldC0ROfGxU+pc5xnkZOCMmt50YysyvX7u9ura9LzG3jj6cJHgEcTEvLbSGWNnZSwUFeCMHk8+2Olx12+VpUhe4c2aRqqrbRsty5gSRvK4A0yHCjTXGNufYbJOhW4SWMR4SWFYXTJC+NUKKoA9hqSOKgS9nWzABmuCNFSQGZ8TrH+gSjPrwOMnkjg5HFTMhlZo0bIBwRkex+KdmosFsEZ2Bc+QgkFiQMKF9IP6RhRwPnJ+TXfNZk3A\/NGaZmjNJED80ZpmaM0kQPzRmmZozSRA\/NGaZmjNJED80ZpmaM0kQPzRmmZozSRA\/NGaZmjNJED80ZpmaM0kQPzRmmZozSRA\/NGaZmjNJED80ZpmaM0kQPzRmmZozSRA\/NFMzRSRA3NGaZmjNcZNwPLUBqxXdPdVrLZSeKdSJXS3LepdRMcSHkA5EXkbj\/DUv\/wBn3UI3t3ijcOttM8SEZ5jB2g9\/\/lMg\/dTW4aUsxKmDVFsUZqh72P8AUZ\/+Af8A5rVZP3DdAyXCiD6WK6+naMq\/kYCZYZJRJtqCJCSE1OVX3yeIlKkspM2OaM1kOidwzyXjwyvAmGkH07RyxyqqMRHIrsxWZWUZOoGNh9sVrM1KrFVx+aM1jV6\/eBnmf6f6ZL36YoEfyFWnESyb76ghmXK6nIBORkAcbTr3UJBGAbVWuZnSImOQ+JITJu7DyDctquFGuNvnFayszmRuM0ZrAXXW7jzQvI8a\/SvcrcKqPiTwxK+y5f07RsMA7aknk11vO5L63hMs4tmMtnLPEERx4niiDiN8ufIpDfqGv6TxyMMjGZG6zRmsT1Dua6tRMJxA7eKJ4dEkAVp5zFo42YuFJVsrgkZGAcVxHdlz4pgNXaNo\/wCsLaXIQRyFg7fTlvIzIV51bGHU\/BFMjGZG8zRmqjtvqLXFusjSwSElh5Ic6OAxAOrZKtjGUJODkZNL3H1F7eAzKFIjdDJn4i8iiZhyMFULN\/2azvBraS2zRmqno3UHma4J18cc5jiIzlvGqiUk59\/L5BxjhaO5uoSW9rLLEqs6Aahs4JLqMHHPz703gbSW2aM1h77ue6tvNFMYHmUweORIpQgFw0gO0QZnOnic8H1cDjk116V3TM7xRNo5a78LSiGWISIbSWUMqSHKsHTU8sOD9+NZWZzI2eaM1h7nqVzLc25V41WO6uUK6Md1iRtcncc65GcHk5\/FN6T13qFwtqga0SS6gNzt4pGWOJRENNfICzlpQc5AABGD70yiUbrNGaw8HcN9carALaJlhkaUukkg8kM8kTouHU6MyEhjyB8HPEW776mYB4RGuttHMY2hnlaZpY9\/Crx8R+nADENy3tgcsjYzI9CzRmsae5pvrViLQxRsyCOOaOVWnR41LOk+fH5AzMvi1ydDyM5GvzWWmjShj80ZrIdW7hnivVhLwRRkxiMTRyj6ncjyaXAPjR1yQIyCSV+zcQ+m95SyXC\/oMT3DQiIQT7oqu6LMZv7MgsoJXAwG9yRzpUtomZG7zQGpmawN91xrW4vRGVV576KMOySSLGB0+J3cxx+pvShAAI5IPsDUpU6B2PQc0ZrBT933HgViY4wszxy3TWtw0eFVWjfw7K6K4bBYkqpRhk5BrYdJujLDHIxjJdAxMbbISRyUb5X7H7Uaa1CaZNzS1zzRWZNQMzRmm5ozXHMbggdQtYmnt3kkwyM\/iQlQHdozk4PJZUD4x8M38ukPTVW4kuFZgZY0R141PjL6v7Z2w5H7AfasKL2dv9n30s5dZGllEGiAR\/1O4ZFRlGxwoKtsWycHj2KL16\/S3kmLXB2sZZS0kMCLDKsQeMxa8tHyRh9vZTnk57Olpa6W+pyzLkb3q1itxC8LMwDjBIxkcg\/P7VV3HayPKW+omELTCZ7caaNKpVg2Su4GyqxUNgkZxyc0191O8ti6G58rSRwFGaOMCF57oQsQFAygDggNk5XknNHUOoXcLvardF23tikzxxbKlxNJHIpCqEJHjLKdR74OcUSqWj63Ep7F3a9thZkka5nkSJ3eGJ9CImkDBsOF3YYdgAzEAH8DFzb3CuodGVlPsykEH9iKxNrd3kb5e8aRYr5bbUxwjyxyaepyqAiQGQYK6jCDIOTXOyu7udUWO7MIFmZSUigJaTzSKvDIQFwOQAM4HI5yhta9exVUlsWPS+23aSR5pphH9bJMIP4ejkSZikzruBwrahsZAOM5qxl7cXwxxpNLG8MjSRSroWRnL7cMpVlIdgQR9vkZrK9Z7nuPB54p5Q8dnHOYoYEZA7Rl280kg4QjGFRgwGTySK2HWJH1hMfD+XIGcBsRSNocfBxj\/X4qV11UpM1g4dNdWWY8WRU7WQLGPNKWSR5JHOhM\/lGJlcFcasOPTjAAxjFcR2cjIyS3NxKv07wRBvHmCOVQrakINmwFGz7H0j857218XlUq7atNwpJ4H0qEqR8YbPH3zTldpJjHu6r5JG9LMpbRYQEDA5Ay5OB9v3rHbVbHofCZXFXKX8\/NvD0OvU+34py5dnBeFY\/SQNfHJ5I5FOOHD4IzkcDiuC9uPq219dNMzq4m\/hAoYwQoEYTx64Zsgqc7HPxiTaErMI\/I7qI39zkjEiYDH5ZQcZPNRky00mVuiBNgFJdUUYQ8r5B7HkjU5\/NRYtXX9E\/b03be08t43a\/Pgyw6L0wW6MvkeRndnkdgoLux5OFAUfAwAPak7hf+rSjwPPshQxJrlw41I9RAxzzz7Z9\/aoDSv4mufLJuJCQm7a4EmPHpnHsMZxnPNMF46l1Zjhrn+G2TkBbtVePP21wQPsWHsKz2rm6NrhJUUvePXeOaWu1tiw7Z6aba1hhJyyIN2\/xOeZG\/csSf51I6rYrPE0TMQGxkjGeGBHv+RVR0xiSWb6kENJ62lzGMM+Mjf2+P0136USrgOZtyh23fdJCNcujZ49\/04HDe3FXtXM8+uRKuGVOZJ6eXjsm3tylbpK4vUe3o5nkkMkivIsQDKVBja3d3jdcg85kOQcgjjHvXCTtksnqvLgziYTLOfHsriMoMR6+MLozLrrjkn35q+zRmt9ozz5EUEPaqosYW5n2jneYufGTIZQfMrArjVtj7AEfGMU9u2VEVskNxNC9rF4o5VEbMY9UDKyupQg6IfbgqCMVeZozTtGTIio6Z27FBjRn4hMRyQS2zs7OTjJcszEn81D\/oiqoiRXdxEogSCXQx\/wAZIlKpklSUfUkbJqcH8DGjzRmnavmMiKS67aEkmxuZ\/F5ElaDKFDJFpowYruoyikqGAJH5Ob7NMzRmsutsqpgpeqdu+aRmNzOsblGlhHjKSGMrqcspZP0rkIQDj98lt24I5Qy3M4hErSrbgoEEjli52C7ldnZtCxUE+3AxdZozWu0ZMiHZqive20dpZFlljkeZJlkXTMUiQiIFQykFSgIIYHOx\/GLvNGayq2tDTpkov6OOEXW\/ulmV3YzZjYv5MbqY2Qx6+lcAKNdePc5tOk2CW8KQoSVjXAJOSfuT+ScmpOaM1XW2RUDs0U3NLWcxYOeaM0zNGa45jpBh7G46aL1FCXSy+VxEknl8aO4cS6IzahWy2cDH7Yq7g7VswjAB2jeFogGmkZY4pB60jyx0UjHt9h9hWa6BftJfPPdW135GPjgHhbxwp85Y49R9iQCOSc+o42lio+mUJCYR4sLEQAYxrwhAJAI\/Br6HG09lWqaZ0U3VSm8w1stPFpvRo4YazKX9CNPBZXHk2kik\/hrDJiUekMwMYOrelyxBU8HOMfFQ7OwtIoi87aN5EklM9zu6PGA0avIzf3VKnXOBt85ya2To0i29uEgOYrS33VQMloLi2kaP8vhJMD7k\/epVjZvJdeZrd1Q3rSr5FAIX\/ZsUSuV+MuCADyPsDXDRWfX8\/Ymr0LZILNzIqyRsVlS4kAlBKOApR2APpUhAeeCBXGyWwjjEyTw+LxmISedShQMzEb7YyCW5zn\/Ks7d9Am8EEcUJQJZMrqqxjJ+rs5Gi1f0FmRJgA3HJzwTU606UzTQyMk7qbwyO06QqSFsJkEniRF1G5jXLDYlR8YNWFD72\/wBLDN4Eo9vdPlL24kJKxLHNCly4yiprH5I1bOQvsTz7e+BV1d3ECGJJJo0fb+EHkVWdgpXgE5Y+o8D71QdJs5PJaqYHRrZpjNKVAWQSLIDq+fWZJGSU49tPVggCuHeFvPIbhI4pfXboEMUUbGUq0hKvK+dVTIIUasdjqSeBHTNSpb8b9expVZU2l4bk+46haeO5kWRAYpzufOkeJwoX+0LYTOSpzj+9wanyi2QIjXCI5YFD5wHZpNsEMSGYthv3wftVVIjpcmRreV447mVvSm39tCgjmUDlsayIcDI8ntjJqri7fk8Nyr2\/67JUjTCnQNdXsggGDjKI8KkA49I+wqdlRb+Pb4k32+JzfuzRxR27+PwylgxdC8VwAc4Z3yVbLtsvI5IySeAadHJakSSre+lGzKy3Q1RlAB3w2AcAZBqp6v0iZ7h\/EmgadyrgABc9KkiV+PgSFV\/ypHiLCB06fIiW7Q+RSihnWNJ1WNYx+pYXdJARkH+7sRU7Oj6cuXn6F\/cYq\/2fu\/P+WaCO0hlxKj7RsRIAshMbN7hwoOp55yOM8+\/NRUu7VokeR441ebyRbyqCxMrGN1JPs5yQPs2PxTuh27CKX0GPyzSOiEAFA54JA9izBnx7jfnByKpLPp\/kt0Pgz\/7pEIBUHDFQGi5+cqAR+KyqaVP8ef2QeLW4cv3e39l4kSJIAryabNvmf0I7FNYjGTyz+TIXH\/NQeDPZAOGu1AVQhzdYMKycKFbfMecDByDwMe1Vj28wd4vp5T5L+1n3AGgjjWyEjFs+4aBwV9\/Y4xk0WXRSPp824GlndK3pXiSaW3IB\/wB5h5f+9WuzpSkjx8Sqzbc+L59fPM1T30SyLEZYxI4yqF1DMB7kLnJH5FcZus2yBma5gVUIDkyxgIW\/SGJPBPwD71kLbpE\/k1kF0d5baQBFg0AiitgS8roXQo8chKhhkH0glmqdaWTQG2kNs7Kv1AdEQMyvNMGSUoOT6RIuRkjy\/Yki9nTz6iTCrb2NfuMZzx75\/wDGqu27gt3MpWaIxRIjtMJEKYdpQfWDgYMRzz81XN02T\/ZhtxGNzAyiLZeAckQbA68KRHnOP5VVdQtJZZnnjt7iGMS27tiKLeQRpdKWWJwwJRnhOCucR5UH05lNFMtN6dfIqqaiEbWO6RkEiuhQrsHDAqVxnYMOMY+a4x9VgYMyzwlUbVyJEIRv8LHOA3I4NUsFsY7C4BEo2Wd\/4ojDevc7FY1VV2OW1xkbc85qsawacRFLNo41FkjIyqNhFdo7jUHDJHGG9X6TucZ5qKiW\/YrrcaGtj6tbswRbiEsyeRVEiEmMjIkAzkpjnb2qPZ9wW0kUUoniVZjiPaRBs3+Ac8v\/ALoyapDZOZBEIHDi\/Wfz6Lp4lZTnf\/F4QYNf1fjXmoMFpKsbLJZyyb2ItlXRTrIjzeRTk4VJN4yH\/SfHyRhc6VFLW\/x4mc7NoeoQ+QReaPyHOI912OACcLnPAI\/zpI+owszqs0RaL+0AdSY\/+IA5X+eKzdr0mRfIWTLnqEL74GWVILVHkB99crL\/AN771VdN6NKIQksd5I8VpJE4xbIpZjHsIn8YaUuy7gsxHHq9RxUWHS07lzvkbNOsRMImjdJI5XKCSN1ZQ2rEcrkEEqV9\/cgfPE\/NY5IpjFq4JaTqFu0bvEsMkojkt3kd0XHqCRSDOFyI\/bGCdfmsVpU6db\/c1Q83XmOzRmmZozXOTpA\/NFMzRSRAzNLmmZoJrjmNlLY9dZ7ySAqBGARG\/PreMJ5l98ceQf8A2mri2nDorgMAwBAZSrDPwVbkH8Gs1adq+MwyiZjMku8jFn1ffbygIThSwb3\/AB81o7bfRfIVL4GxUEKT8kAkkD8Emvbxv7dVLsHKiHtLUrNHKpQ5tebLQ44Wf\/fr+ik\/pdH6yYJwiibEhEesjW2\/lRcPtthGxkAHU806br4gLiUySsTG6BEQYW5laOCIerlgV5JPJbPA4HJ+29oliaQYElwzEL7i5E4wOfceb+eK4x9v3DP5JpoSwFuAERgMW0zOT6mPLbH9uPf3riuz68\/wO+Srfu2MsBJBPENnRnkEeqyRI7yRkq5JISNm2AKnGM54pD3bGqFnt7hD\/DKIVj2kWaQRoygOR+pgCrEMMjI5pl720Jl0d\/QbiaRgAQSk8E0RUH4I8uc\/ioVn2eUXGLSMhoTmG3Ee\/gnSRmY5zltANc4HvzWqexer+Q+0LWLuZS4VredF3WNpGEeqSuFxEcOSWywXZQV2OM1J6v1kQMiCGaV5FcqsYTOI9dsl2UDhvv8AGPfAMCboUpcr5U+na5W4K6HcMjK+gbONTKgbOM4yPyLG7sC88UuwAjjkUjHv5fHg5\/Gn+tc5w5Xrv4W+SrNDINt3UkisyW9yf4aSRDRCZ0lbVGQB+BnGd9cAgnA5HCz7lKxIjxXEtyGaOSMC3V940VnOPL48auhCqzH1D3wccZO1X8EUQlX+FbRQnIbWTwujMGwc6OFII\/Pz7VwTtB1jdP6myPMZPCbf+Eu0MSLqAdldDGSGBGd2yAcEdF2Ua9bfUz3y3k7hVGb0zyMzokUIRFYs8PkwNyuMIGY7kYwR9hXK47tjQZNvckJH5J\/QgNsmzAlwXBOCjnCb8LkZBGY8fbUiaOk4aWJo2RpAx30tjDJvg5yysxyPY49\/lLrt+6ZZB9VGTcQ+O4LRnj1SeqIA8YSRkAbP6UJJIO0\/8+fVvDTx5+YmvqC56vespgjQ4aeYIGABwqo8jnn7pGVz92FVMPdcCI7\/AE1wkapNMrFUxL4mJnCgPkNsxPqChuSCfep\/V4CrWsig4hmGwAJ9DxvF\/ozoxPwFNQrntoyQLA0oAEU0bEL\/APHUgED8Z9qlLoy38evp7mnmzW66udpuu\/Ts8UnlmkDIVCIgyLh5hDGoLD9IiILMfkHOM4SLu+Igs8M8SBZNndUwHg280fpcsWXVuQNTqcE1xg6FO03nmliLEw8IjAAQefj1EnJM2fxjH5pLrtbyRGJ5fS0lyzEDnF15sAflfL\/PWq3hTD66ZO\/sdz3Wiqxe2uUkBjxEREXcTMViI1kKcspU5YEY5wOa62vcqO6r4J1Vn8XlYR6CYA7RHVy2wIZdsa7AjJ4zXdO7WMZzi0jO8TYgt1jB8LlmYn9RZs+2cLgfkmUnQ5RIF8qfTi5a410bfZmZym2ca+Vi2cZxgfkquy0X1Czk7rPWfCQixSyuyM2sYQlUTGznZgMAsvAyT8A4NVvTO6h4ofIkjnxQm4mQJpE8yIRsNg3OwJ1UhQwJwKndV6fM0iywSojiNo23QspVypDAAg7KV9vYgkfY1QxdjhShAtGOsIeSS3DupgjRD4y3ADJGowf0nJ5zUo7N097rrVfIqzzY0XW+pLHrEYJZmmDKI0CeoKBuCXZQBqfk\/H3wDwi7lgMTyKsmkdukxGoB0kD6qAT+oeMgg\/iptxaFpoZcjEYcEY99wvz+Nf8AWs7L2tOI2jjniAktkhkLIxP8NpSGXDD3EhBz7YBqUPDaSb6v9i1Zk5SJvVu5cJceKKb+GkqpPqhj8sUTsV\/UW4KkZZQuVxnOMyP6SIJBGY5SoZI5JgE8aSyhNEOW3OS6DKqQC4yRziJcdAnKzQpOiwSmZsaEttcLJsjEnGgkkL5GDwo+CTxbtIfUeYLakNJHIzvbq8qmNUDIkjcBWKA5xlctjkgrpdk1DfXXp7E75LPeEIRpGinEQjeSOQqms6RDLlMOTnHIDBdhyPY0\/wDpSgDBredZQyKkJEW8nlDGMrh9cEJIfUwxo2cYqtn7UleD6Yzx+KOCSKDCNt\/EjKIXJbB0Qkcfqznj2qX1ztX6mRpT4m\/sSqSR7oWh+oDBxnkMtwQPsQDz7U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alt=\"F\u00cdSICA NUCLEAR. - ppt video online descargar\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Nucleones | Geofrik's Blog\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRgatWmSVH06tHLtbBPi4fvpt_pKuM7gUPZtg&amp;usqp=CAU\" alt=\"Cuarta fase: El n\u00facleo at\u00f3mico - Teor\u00eda de Ruedas\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Nunca ha resultado f\u00e1cil hablar de las infinitesimales estructuras de lo muy peque\u00f1o, all\u00ed residen los misterios de la materia y, con estas peque\u00f1as estructuras est\u00e1n, en realidad, conformadas todas las estructuras macrosc\u00f3picas como las galaxias y otras que en el Universo podemos contemplar. Todo lo grande est\u00e1 hecho de cosas peque\u00f1as.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">De momento, con certeza nadie ha podido contestar a estas dos preguntas que, m\u00e1s arriba de la imagen se hacen, como\u00a0 ocurre con tantas otras, est\u00e1n a la espera de esa Gran Teor\u00eda Unificada del Todo, que por fin nos brinde las respuestas tan esperadas y buscadas por todos los grandes f\u00edsicos del mundo. \u00a1Es todo tan complejo! \u00bfAcaso es sencillo y no sabemos verlo? Seguramente un poco de ambas cosas; no ser\u00e1 tan complejo, pero nuestras mentes a\u00fan no est\u00e1n preparadas para ver su simple belleza. Una cosa es segura, la verdad est\u00e1 ah\u00ed, esper\u00e1ndonos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Para poder ver con claridad no necesitamos gafas, sino evoluci\u00f3n. Hace falta alguien que, como <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> hace m\u00e1s de 100 a\u00f1os, venga con nuevas ideas y revolucione el mundo de la f\u00edsica que, a comienzos del siglo XXI, est\u00e1 necesitada de un nuevo y gran impulso. \u00bfQui\u00e9n ser\u00e1 el elegido? Por mi parte me da igual qui\u00e9n pueda ser, pero que venga pronto. Quiero ser testigo de los grandes acontecimientos que se avecinan, la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> y mucho m\u00e1s.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcROysUBH8kOann7RW_z54VQ3e9SULluV-0hPw&amp;usqp=CAU\" alt=\"Procesos f\u00edsicos - CIENCIAS NATURALES\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Francis en pArAdigmA: La F\u00edsica en tres paradigmas - La Ciencia de la Mula  Francis\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Necesitamos nuevas ideas y poder verificarlas<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Cuando lleguemos a comprender la F\u00edsica que viene, podremos comprender, mucho mejor, nuestro Universo.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Igualmente, antes de pasar a otros temas, debo comentar que algunos f\u00edsicos piensan que las Constantes de la Naturaleza son &#8220;reprocesadas&#8221; cuando la materia colapsa en una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de densidad infinita, por ejemplo, cuando un universo cerrado colapsa y rebota a un estado de expansi\u00f3n, como fue sugerido por primera vez por John A. Wheeler. El universo colapsa en el <em style=\"mso-bidi-font-style: normal;\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/em> y explota expandi\u00e9ndose para formar un nuevo universo y comenzar de nuevo. Es la teor\u00eda del universo c\u00edclico que, se renueva una y otra vez. Sin embargo, me queda la duda de que, si eso fuese as\u00ed, ?surgir\u00eda la vida en esos otros universos? o, por el contrario tendr\u00eda otras leyes y otras reglas.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-BtKtgj4Dt_M\/TV8_f0ngDXI\/AAAAAAAAAF4\/uFRHMwHSGyE\/s249\/Waves%2Band%2Blight.jpg\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"El poder de la mente | Instituto Europeo de Salud y Bienestar Social\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Las im\u00e1genes que nuestras mentes pueden recrear, son tan ricas y bellas que, sin lugar a ninguna duda ser\u00e1n im\u00e1genes gravadas en lo m\u00e1s profundo de nuestro ser y que emergen, como mensajes llegados del espacio infinito, para recordarnos que, todo lo que podamos imaginar&#8230;\u00a1Existe!<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cde.peru.com\/\/ima\/0\/0\/8\/4\/1\/841418\/924x530\/mar-estrellas.jpg\" alt=\"El Mar de Estrellas: Un extra\u00f1o y bello fen\u00f3meno natural (FOTOS) | Foto 1  de 5 | Noticia de viajes | Viajes | Peru.com\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Las estrellas se reflejan en las transparentes aguas de la orilla del inmenso oc\u00e9ano<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Mirando al cielo estrellado, o desde la orilla, la inmensidad del oc\u00e9ano que se pierde en el horizonte, nos podr\u00edamos sentir insignificantes. Sin embargo, no es as\u00ed como deber\u00edamos mirarlo. He dicho algunas veces que todo lo grande est\u00e1 hecho de cosas peque\u00f1as, y esa afirmaci\u00f3n nos da la respuesta. Formamos parte de algo muy grande: el Universo, y, nosotros, somos la materia evolucionada hasta su m\u00e1s alto grado que, habiendo llegado a tener una Mente consciente, tiene conexi\u00f3n directa con el Cosmos infinito al que pertenecemos y, ahora, s\u00f3lo estamos en la fase de adaptarnos a su ritmo antes de que un d\u00eda, finalicemos fundi\u00e9ndonos con \u00e9l, y, de esa manera, s\u00ed que formaremos parte real del Universo.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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\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alt=\"Cient\u00edficos afirman que el cerebro y el universo est\u00e1n conectados -  28\/01\/2021, 16:38\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Galaxia est\u00e1 en nuestras Mentes<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Estamos en un nivel de sabidur\u00eda aceptable pero insuficiente; es mucho el camino que nos queda por recorrer y, como dice Freund, la energ\u00eda necesaria ara explorar la d\u00e9cima dimensi\u00f3n es mil billones de veces mayor que la energ\u00eda que puede producirse en nuestros mayores colisionadores de \u00e1tomos. La empresa resulta dif\u00edcil para seres que, como nosotros, apenas tenemos medios seguros para escapar del d\u00e9bil campo gravitatorio del planeta Tierra.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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HY7ldbcXDQIV+rHsM2FvmqBrm8BdBw5meBpaVuvwoNINocSZOjdzJWb0Y5SuSDKp\/qCmfG3N+qIENyjTc3k39PJKPol37RMK1rF1KtLhJsmTq4aC0EcpSUMInotPJGqdWCMTVm4QzK94OhQ5eoTeVapyLdhG9Vil9VYo7SVpV7BKHYr2FTpRTBCtVDHK9rlMVNhRWHrAWPuh2tWoSDvBVS05hsQbHrZdvwriQiHTe458yV53hqkCZuugwGIblBzkEmbt0It9j8hMrnY9Kw2K5+uxTGnil57heJVGACQ5p3EegnfoU4wXES5u0iZuRHKRsfZa1l1rsUhK+IStmMDtHT26a3WnVuSVasrPQFV6lVrIV71Bmqx13LGDdXYGkXOnz8tvnVQXtpGyPpYaBPp3V1Oi1t3HQTHb7LMTjQ0E2AiwvInc26aKbxs0bZW35nm7+BzWnw0iCCY118xeISbF8YJswNEeEF\/hNzcieX5Sh\/EXaHPmJNhLTGxbyQXQcQDiID8s6u\/ANvuElx2HbGUB7uoi\/uVnEcfAa137oEtcAY6EkEk7\/AG6pzVP9sW7iP\/z6a8lnUNfw1sS6GHYG\/mQ7RDHh7HW\/da0Bo9xruqH4kxHi7F0D0\/yhX1CNJHMbI1YnV4cBdp8jv6EoZzHNsf8An0UX4gt5jcRp6KoYsxL7z0UcPOHST4TBbf02TLi1RzG5m5Q0tJeH3HZvUnZc3Q462mx0AFxIjy5pPj+M1Kx8bvDs0CAIEWXOwxHHtJc0k3I11EbG32TqhkZhntaM7qgjOR+wGxA5H\/CC4Vwt9YA6MBjNrc9NYXQU+FU2NmXEibbGLyRyRa1JpBgOHy4MdIe42np9gt\/qDhhbBDTmOsSfRHYXENFcPPMBs6gcwNv+F3FPDsc0v6WHsRPkrU8kq8MeWtOQtnY6mN0uxFItMFekcXAe\/KzwtYJne947rkOJ4UFxMFMq0rpMsLrFOBstJJK1WNcqQVvMluwSx6uZUQTSrWFKsMaT0S0Sl7HIuk9TnYl9TKmWA4hAykBwJuCOkTz8wldbmoUqsHRKzXWUcU0AQJYdpOZh08x94GiIpcQFN+hh3Wx7bgrlmYsg\/PdM6HEZEPAIuQeUC32+WVrF5dL\/AFbiA+k4wLkQQ7yAts7l25tmVy5oJO1++68\/ZisthoTOh2XR8Fxr3AMJJHUg3JAF\/mq1KzYeGotsZP56LbaQF3GO386BWMY548Ayt\/1Gw8uZ6rTCJEnKPP8AjuU+wlD6bJIlx2HPbyCSPxzKLYif\/JsZxpcb9beyXYvjbnCGQ5vUxtvJlx8la1I6GvUbLc7gTr3m+o\/A39QMRWcWPc\/QEZQ0AW2gRexEHuud\/rwXlz2ED+4gu12kC3LooYnFTdj\/AAzN9j1ntY+SNOJ4phY0SxwLifE4Eb2F7KNHEVr5nuZpubzyE8kIMY5pLg4OPMTbrB3UzjpHjAI1\/YL+cLOrFrnCMxDTc+L2Hh29EO+sCIgDoJVFbEgnw2HKIHsoZtEWtSCMw6qLnjSfP+VVnA1VLqo\/uHYj5ostt1iNCY+bQqX4kNaco1Ed1upUhpggjlcHpqln1Lmd0jAtV5VbDdX5xeROvRV0acusgvUv0EzNSyEWAmf\/ACmZ8lLjoNIuykh75uDlhpBBEzpBPeUrwnFmUsKGMdNSREbc556QnFXj9B+T6zYexszlGpGxWKpcIsBwQgZ3kAbEXmeS6bAvGR7BYxY6z3SbFcbpvcGMgMOkC38qA4gQyWuESRI32QlVbCP+qXkACDp\/dtokeOAuSYuZ2R2KqObLg6Y27rleKYs6zrsExYFqYtslYl2eVi06YHhbhaa9WNIKTUQVYwqDmrGlQGsciGuQLHIhj0s2DMypexaa5Y56g2xhVwJCFzqTailhtRqAi552PPoU94Q8NcXDnmj0kduq5Bj0x4di8pE7T7j56plZvL03C1qREkGTeXeOBzaCPkIbEcTcJyMDhpmzku6mJked\/suJxOPsMrrDQcuyg3i7tzM69e61rHl1eOqNeJ8bIF5JPqC33JGqVDCXmTl2hwBPK9wllPjDtCbekeiuHEmNEBt+ZJH\/AKkflGrKJexhkML2PH9rnAzbYgCPdKnvIMXHdGv4iwxDYI0H7h3lwkIfE41rolrY2y2H\/KjIHdWhSGKQmJI2Q4estSGf1QrmVJStr1cyrCDg99Sf5Q73wdiFB75VL3x\/KklVaf8ACEeSpvq9VU+oAoqa7wdFqm9UPWmPUsH0sU5pBB0U8Tj8190ufWlQFRGHHR8I4kGPBI\/cYvBbHOCLHr1XTY\/EMDmuBGgtsuCwFTxNJ0aSfOE3fxHOb8oWbBR+PxgvsuXxzM0mTKKxlbNrIjRLMRipmN1Q8wHKxRWLToiFJpWLFJaSohYsSk2q5jlixLNWZ1rMsWKDWZbD1ixSTD1v6qxYoN\/XKz6qxYpJsrK9lVYsUk21YWPqSsWKZRe5VSsWKMWB63nWLEFIVFj6llixSDOIQ73raxSUOeoErFiWmsy2CsWIQygQBeZWq9XWPnVYsQAn9Q7SZHVUOcsWKbjUrFixRf\/Z\" alt=\"Descubren la posible puerta a la quinta dimensi\u00f3n \u2022 Tendencias21\" \/><img decoding=\"async\" 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\" alt=\"Imaginando la d\u00e9cima dimensi\u00f3n \u2013 Ceci de Viaje\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Para comprender: de la 1\u00b0 a la 10\u00b0 Dimensi\u00f3n - Formarse.Un sitio para crecer\" \/><img decoding=\"async\" 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slcFzhCG\/QqVmyfxd74cXZhrrqqlavaQkVGg8GQS0\/Xy3VtmKcC0PALCYzaH0SNspGDoaU6p53Xb8WWWJ+LbmOql4fh2PeW5o729BuFNieAv98CCHNkT0AjUR05reTS0ascb2xVS4iWvkN0O\/r+oV337SJFy797meq5qcJqF7i0NgkgXA3j9Ffo8MyNGeB1JH89ERlJhkjGKWt\/sWVMKR8NlVfi3sdAcVbxWKeCWsYTtJ0H3SvGYSoQC\/SdNBJ581vImo2NKXtaWDK8h4\/KRm+uinw+JwmLzBzDSftF2ny1Cx9fBubqIvC5oVCxwItdMnYrVD7jfsk5gD6ZL2kXIAgGTpHSNYWaqUy10ERothgONPpnUx10I6jdMK2Ew+KEjLTqcvwu\/9fp2W16FTrswlMSYTHD0yDP109Cu+IcGqUXwWxdPODYTxNz+L4TkLtY2PZdGBNsyTVHOApzcDSBPU8o07LZYBocxwBvET35JLVewve9gDAIaW7mfqu38XLGDI0EzlDtPLuuyUk4koxbY4ZwxrGvhwJdYk+Vv06QEoOBcxsAyBN5k3zAk2FzmPqOSt0+OFzBmYBGsGbjySjH8ZDQQIBPIzqFGKrbGkmvJziKrGkveTYSYvKxvF8cXuJkObfT9+wTLE1y4GBm6k+eqzOJIk7ROp\/l1mab6FikLalVwJAdohe5+nzKFzmk5fcJgytLRcztf+clWdS3Q5l7IUmhaTHGGeSZ1P1Wm4XTa4iBERIuJ691meG1IcAddAtfw3LqflqnbTR04bTG9ClAjWFxiGgFTsqQuaVMvMDcpFFFZzfkiwlLMQBeU\/YGUmEkjP6wqzy2g2G\/GdTy7dUlxWKJkynRzt2Q8WxjnkySsziXHfT9E1rVOW+yR8ZfaBqbfdSyDpULKlSXE36dtlJh6bswc3UKOkw7K1Q7wRyUG6Gjd6HdV5flcTAtm0BjQAJVxR7Q4AXFj3vuvKldzmBpJMWbGpnQdVd4b7K4qsJFItG73kNt0BusdvpFrXbZVrcULC0DroOYH6p3w\/jz3sysZ4rgudoG\/6SfumlL2KazxPLR3DnfN0D6rx2BpTAL3a6ZBOWC7K2SXAA7AoWOfhA8sHrsUcR4xUaBk23mTrOhSqjxx+XxiXEzmJvrEc1raODpEN+IhwLmwWHMAbkNmSBvAsp8R7IMfDgWPaRY2FujgVv1zMWSC7Rl6HGAHNBMlxiW9ZuDp5J1Scx74IkZg2SQYIBMgzfuLKjj\/AGULATSYXX\/CQSCkuOzthr2Oa4XMiJ8kjjKPZWMsbi67NFxTh7A4uDZjkN3ft9VnsZhWDS\/80TnhGLYWjM4l98wJ7fJXsVg2PbIATrZyyVPZmsMWlut22g9l42qWmQf4FO7C5HwRrbz2KgxVPLsmFdPo13s\/xdlSGVQHRYEgEtttO3RTcQ4W1pzCfEfCR8MToOn0WFw2KLSTMFajgnGQQWPuw9dDzB5rqxZVEnKJTxWHLZ2vHZQsdFiRY7fdNOKj3Y0zMcLG8HvySDEvmw\/a+irKcW7RkU0jrFY50uaw2G43vaJS7FYkAA5gTHz+64rPLToINuSX4kggXF+un8JSym2rFfpnWJxEtuTedO4EETZKMRYSCbHf+aqy8GY+fyhV8W2LWzXEducjX9ApN3sxFbP\/AG+oXq4\/p2m+R3kV4sKGiqUzExbnyUeVovPilWsPUtlP\/ar18K4GWjMFjXojF1plrh9NrqjSXZBNzrbyWswMTLXZh2gjuNljsGDIWp4ewBucWMbW9VOTcdnZilcaaNLQadE3bFJmb8Z06DmlHBDmHvHgBrdOp2CnxmMa8zKpGaaFnF2UcVii4yTdLca\/TLfNsFJijl2JVB2KgBwecwMG1gO\/Va5CLXZDUqENN\/Ne4TgwxDQ81Q1p8LWgS43ubmAqGKxIeHhhlxBhouLCdeeqScN429rmsz5BeSdvJc2Ry8HRBx\/kbLG+zjGAltQzsImT\/dbVe4D2bMB9V2Vp0a3xPd0GwSjhvH2vrtYCCD+J5OW1zA36L6BRxrDBaczo1tY9Ao83Hsr9cXtMjweBZTLclIMJtJu8j+6beivYiu9tmtIG+V1z3kKrQe4uzPc0x8N\/5C7fxFswfnos++a8mPDH0VamJYWkvhka+8Jj10SB\/GKLHuyhrpD2l7WuAId+FzZAfGxiyY+1WNpf01QNu45fUuasFXxIA3BXViyOS2c0sahL8TT\/APyCjTyZQXPptc1jsrpAcSXE5nQTc7WWho03NYMkxaMp6awvm9DCPqXYx7hpmAsPPRfQX8YyjLkaYtbp2S5cjjXFj44cr5FgcTqsEkZukHN8hfzKlZxFmI8FSkC0XcX2gDuOyUP4w06gtPIkEHsV23EsebtHmNUkflNakijwL+LI8fwWkx+eg4gPE7OGv4SbhGExLGNLHyDNjFuskSrNPCMPwS3sbehsvRgRuXH\/AI\/VbLLF7QKEupbQs4iGuHh8Rm0XXlbCOeGyIc4XB26nlJTZgYwGIDhvZxjnCX4nHMynISTmEu1g83H9OiT7ZS0ka8UY9mcx+Fc25gdiDPaNOqhwz7ElwBEQDMm+2yv4ohxADpbN+YB1sluLYA6GnMOeiu1RzWa\/g\/EW1GOp1SMp0PIncBJuK4F1J5BFum45jpCXYZ5aQb23WrYRiaGX8bR4T+ZvLuNQt5MyjFYx5LbnTT1lLgRJLtthv57J5iqWrXDpYAdrhKm4XWQbagbAalUjJCyiyOg+llfnL8wAyAREyJDp6cktxjINr31016HT5q8IDpgb9D0uquJpjXpoOx25LPIeBf79zbTp0KFNlb09D90IsyhvSMyJv1VqhUO5tMfJURf7oFQgwf5stsSNeTQUMIH+JpEa9eWnktXwvAhxDRfTb5LNcDpj8UkxstNwbiLaIe90WAAA5qcqZ0YnWkP+IU8jMoENGvUm5WaxVRjD8UBHEvap1UEAZBtoT3P7LL8QxTJsZcCJm\/e6VteB6fka47iWoa2Z3O3YarMYqs9ziXEm+gsOllbOJB1lQV6YJtqdFtiNbLvAcE9zxlaXuccrR9T\/ADknvtF7CM92DTP\/AJgCSfwvJ1aOXQrSey\/DhhqQe+9RwsPyt+53VPi\/GMx6xAG26fjS2Kj49UwjmOtLXNOh1BHNN6HtC5jQLtP4uXdP+N8NdXBqABr2jtmA0B6rFPBmCII1nVTlBS7NjNx6NYz29a1oGUujclc4r27Y5tqYef8AU4tj01WRdQaZJAXAwreST6Ylf9iRqqPtYx4LalJhHJunTVcYnjtH8NJk9W5vqVn8Ph2i8BSvDeSPrS6FeZjqt7XPlrQCGgWDRA8hMKti\/aCo8QGR1J+VtktdAjzXheStWOJjyyohqcUrzrHb7qxhuNYll8+b+66rll161ibjH0Kpy9jdvtPiI0aPMqIcfxLrZ47T90uLFawWBcfG4HJ9f2WRxxb6B5JeWPeFYDFVmmqarmsFgfzdgPwrXcOoM9w6gIDhJNvjdqHpTwviRFIsJEAW2jltorBxTM5LTDwA5pHLtyVeCW0TeRyXYjx9EyXC0Kh78\/3fVaXibQWmoAAHXI5O3HbfzWaqkbDX6JWEU\/JbpYlrm5Z8ky4PjCx4IsJWaap2YhzTYrB0\/BrvaPCAEVGiGvE9uY9Vk\/xh0mAbxrGh84WmwHFWVKDqT5Dh4m7zECPMJK\/CGSOt0XvRSKKFWkx2YtJAF\/FAsPqeiScSql7y4loPJrcoEAAQAtlisM2nTcGlpeW5jAzECYM8tVicawgTzkKlpiZMbT2ilUfmJJJJOqFFKEErHbHkHy9OyaUqjXhjcrbG7oud7nolGXSNlawDSH9As5GcdqjV4WvTax0h2e2QggDrIhdCXMN9Ura6YV81IESkeysXTIsMwHXXmo8dhRYx5\/dQYqqQ7wuInkrBq5m22vfp0SVoqpbsV1qr87WwHQYvF+i0fsrw7PWzvHgpDMRzcfgb6gn\/AGrP4ozlmLmbD1mLr6LwHhuXDNBeGA\/+R7naDN8I5zlCfFG2GWSXRPUxLqjiLwfkNyTyS\/EMY1\/gh8CBJ3521U3Fce0MysbkYInm8gTmceuwSZ3F3ta0AgB1nHUgzqOR0urSvs5nNIaUs5Ac5uVgs4xmLto1tsNFjPaOiH1MwblNxMaxpP3Wqo8daGCkWuFyMzrTckk+qz\/F3sI8JBA2n+SpMWL2ZsUlw6mp3V2ySV6RKwqVwnfCcGx9F7n05gE5gZcbxYa8\/NKHsXH9U9oyte5o5AmPRDDo0TOGU3MYDTN6eY1AYDXZWmO8klZtnqo61d5Ab7x2TTLnP0nRSYVqAewyqXKu3MUFSuG2QgLNKiCC4xA1G6e4N0ssDGkcuSQMeMrr3sfXZDMQQbEjbXZMv6ISbfRpMO0OkOjSDGqHYU5szPjaNJ+IbjvCW4CuWOa6M17j6aJ5Vf7438JmWwBY216ahXhG0Tab6PKDw4NLh4Xc+tvr9Em4hRa2o5gERz2CaNwrmsLIiCT17dlziaQcwvI8ZsTva0KM40zphLVMzj3wjOFO\/DSTqY7aKAMvA5wlZRIa8Ms0u3NgpGVHSZkmfVRUqcAAKLEgh4KRopF6JMYyQTeVnuIBxaGlxIGg5LSueC1IMawje3Kd+ypElkkxHkKFcyjn9F6n0QsZ0qvuxmBFwQRG38uu8A20jdZr+sf+Y\/L7KRvEagAAcQB0H2SNeiqk6pm5wzwSAp6rlgm8XrC4efRv2Xf+OYj\/ADD6N+yygs1WIYL2II\/hRhmzuYWSdxisdXn0H2XtPjNZuj4\/2t+yziPzN9geDio9jBMucBaNyAVt+JHMPdsaSR+USTYtEDkP0XxPC+02KpuDmVS1w0OVn6tU1P2vxrXZhXcHc8rN\/wDarY2op2JKVn1HF4NzWOe9jnFoIyvIYNspgfFP5Zm6yXuHzbwDPoYgRfblylZLEe0OKf8AHWc6OcH9FA\/i9Y6vJ8h9lrmmScbdmo4jiy8km4Fp5pX703Sc8QqEQXGOw+yjOLf+Y\/JTHQ5hdYfFZTGrT\/JCSf1b4jMY8lx793NLxNs2FRoIkXHNL\/dgk5jCT0eIVGCGuIGsQD9QuXY551cfQfZHEZNXZfZhpdIuCYG31TXC0Ius03GvAAzGApW8VqjR59B9lnFjOcfQ\/wAbVDRA1+iVMMmJ15\/ql7sW86uPyXHv3c1qiJJp9D3LAcLXEH1XLZmyT\/1b\/wAx+X2XjcU8aOPyTJUJSNXgCTOYnLHONOd004U9wfE5hmAEWm8fosL\/AIlU\/NtGg09F3Q4tWYczXkEbwD9QqRkkjOOz61xSjcVAYIbDvoPqUlNXLP5SZP3hYp3tPiiINYkcsrf\/AFVb\/Gq\/+YdI0bp6JZvl0bFJM1ldkk9rQucNTk9lk\/8AGK35z6N+y6bxquNH\/Jv2SUU5I3TGx0UGOYbHksd\/juI\/zD6N+y8dxvEHV59G\/ZY1YKdGuptMQlfE6OhEwkf+M1\/8w+jfsvHcWrEQXn0H2QlQOSfZckoSz+sf+Y\/L7IT2S4oroQhYMCEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEAf\/9k=\" alt=\"Para comprender: de la 1\u00b0 a la 10\u00b0 Dimensi\u00f3n - Formarse.Un sitio para crecer\" \/><\/p>\n<blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Buscando dimensiones m\u00e1s altas nos hemos perdido. Se necesitar\u00eda la energ\u00eda de Planck, es decir 10<sup>19<\/sup>\u00a0GeV. Ni juntando todos los recurso de las naciones de nuestro mundo se podr\u00eda alcanzar, es la energ\u00eda de la creaci\u00f3n.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Energ\u00edas de tal calibre, que sepamos s\u00f3lo han estado disponibles en el instante de la creaci\u00f3n del universo, en su nacimiento, en eso que llamamos <em style=\"mso-bidi-font-style: normal;\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/em>. Solamente all\u00ed estuvo presente la energ\u00eda del hiperespacio de diez dimensiones, y por eso se suele decir que cuando llegue la teor\u00eda de cuerdas sabremos y podremos desvelar el secreto del origen del universo. A los f\u00edsicos te\u00f3ricos siempre les result\u00f3 provechoso introducir dimensiones m\u00e1s altas para fisgar libremente en secretos celosamente escondidos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/carmelourso.files.wordpress.com\/2010\/04\/kiss.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si existen dimensiones m\u00e1s altas, nuestros sentidos primitivos, muy sujetos a lo terrenal, no pueden percibirlas y, necesitamos evolucionar para ver, lo que el Universo es. Aunque eso s\u00ed, es el mismo Universo el que nos tiene situados en esta fase &#8220;primitiva&#8221;, para \u00e9l, el Tiempo cuenta de otra manera y, ha decidido que la evoluci\u00f3n humana se produzca y desarrolle por el tiempo universal, el humano, es demasiado corto para tan gran empresa.<\/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:ANd9GcReZttQD_iAT6DD7U0R8AotPL-6wo04vBkJkoYm_I9_PcgHWAbr8S1sqTUzBDYgMYYnQ3I&amp;usqp=CAU\" alt=\"Las dimensiones del universo las 11 dimensiones del todo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQt0MXL_Oj-Ep8auutCMRiRW16E249tNbfzMc4yvHDbiiVc4SWk1lUznWBOVnYZbSJiukk&amp;usqp=CAU\" alt=\"Las 11 dimensiones del Universo (explicadas)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Por mucho que tratemos de escenificarlos, como nadie estuvo all\u00ed para verlo&#8230;.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Seg\u00fan esa nueva teor\u00eda, antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> nuestro cosmos era realmente un universo perfecto de diez dimensiones, un mundo en el que el viaje inter-dimensional era posible. Sin embargo, ese mundo deca-dimensional era inestable, y eventualmente se &#8220;rompi\u00f3&#8221; en dos, dando lugar a dos universos separados: un universo de cuatro (el\u00a0que podemos ver)\u00a0y otro universo de seis dimensiones que, permanece oculto a nuestra percepci\u00f3n.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">No tenemos que descartar que sea ese universo invisible, el de seis dimensiones, el que nos pueda sacar de apuro cuando llegue el momento, y, eso, amigos m\u00edos, s\u00f3lo ser\u00e1 posible si hemos evolucionado para poder hacerlo.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: right;\"><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%2F12%2F16%2Fel-universo-%25c2%25a1siempre-el-universo%2F&amp;title=El+Universo+%C2%A1siempre+el+Universo%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Hay que prestar atenci\u00f3n a las coincidencias. Uno de los aspectos m\u00e1s sorprendentes en el estudio del universo astron\u00f3mico durante el siglo XXI, ha sido el papel desempe\u00f1ado por la coincidencia: que existiera, que fuera despreciada y que fuera recogida. Cuando los f\u00edsicos empezaron a apreciar el papel de las Constantes en el dominio Cu\u00e1ntico [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1727"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1727"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1727\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1727"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1727"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1727"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}