{"id":12276,"date":"2020-09-05T08:13:46","date_gmt":"2020-09-05T07:13:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12276"},"modified":"2020-09-05T07:14:40","modified_gmt":"2020-09-05T06:14:40","slug":"%c2%bflo-que-paso-%c2%bflo-que-pasara-o-simple-imaginacion-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/09\/05\/%c2%bflo-que-paso-%c2%bflo-que-pasara-o-simple-imaginacion-3\/","title":{"rendered":"\u00bfLo que pas\u00f3? \u00bfLo que pasar\u00e1? o, simple imaginaci\u00f3n"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/16\/%c2%bfcomo-podriamos-resolver-la-estructura-del-universo-3\/\" rel=\"prev\">\u00bfC\u00f3mo podr\u00edamos resolver la estructura del Universo?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/universo.iaa.es\/amiga\/FCKeditor\/UserFiles\/Image\/Astrotema\/CG-7New.jpg\" alt=\"Disco circumnuclear de La Galaxia\" width=\"452\" height=\"697\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201cImaginaos ahora este instante en que los murmullos se arrastran discretamente y las espesas tinieblas llenan el nav\u00edo del Universo.\u201d<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Esas palabras de Chakesperare en Enrique V (acto IV, esc. 1), nos podr\u00eda valer ahora a nosotros para estrapolarlas a este tiempo y haciendo un ejercicio de imaginaci\u00f3n, convertir esas tinieblas en la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/16\/%c2%bfcomo-podriamos-resolver-la-estructura-del-universo-3\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d, esa clase de materia que postulan los cosm\u00f3logos, que no podemos ver, que no emite radiaci\u00f3n, que no sabemos de qu\u00e9 est\u00e1 hecha y, en realidad, tampoco sabemos donde est\u00e1 (s\u00f3lo lo suponemos) pero, nos soluciona, de un plumazo, todos los problemas de la estructura del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la materia oscura?\" \/><img decoding=\"async\" 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rbvTpfniK+u3hsdiS4xEjmuHi3cxK9zh6TAMXjXND2sc40muEgve45S4bxmZbmeAXBwv2qrMrMfVea1MPaXMc1pAAIlzBEMc3UZYuAvVHHFXlm82ePq1Mxu4TpcjbaT0SGIBsSIbJAJ0JESJ4iR5r6PgcfV\/8NWcHuBZiBSY78zaOWjDAdQLnzhcX7LdoVabcY2nULQMJWqNGobVaaTWvE6OAMStYmvGGoOIV1TpebcdOS+m9ndoYx\/Y7qlI1KmIGJyBzWCq\/u4aSILXSJOpC5f8AyNh2Cngy9jKePdTnEMYGt2bBeG2Dpn3jQBE14Oo8ZYyt39qL7b+HW5vCVLf8r3n\/ABvSoU6pxWJ\/th7cNTBEh1avZ08m05nk9eY+03ZTsHia+Fk5WOga+3T\/ABUyePsuHjPBGXHcec9UJx9etUUob9bKqy826chz3GviglGe4nVBcqjQrch5N+iisYh4tmd5lRVnIU2mTJNoE6bSB8StU9DYzbhAbvroZy36prtrHtrVC9rRTZJDKeZzsjZJDWzo2\/SSeKQcenuPwWGoFzotMITKhjKYg30vIBiDEjXxtwUzIuPX\/YzD5mY0l1JofhK1FuetSpl9VxpENAe8G4B9r8PNeiP2npP7OplxH\/kaYfgWuLhak\/LmqyDBHdtyB8wHOdeCSvl7XmUzRpucRAcXHYDroBrZNXH0j7T4M1cJ2XTpVMOX0KT2VR94oAU3v7jKHHPBHsOktnRV2120\/D1adCgMNUpUGMFGoW0KpcbF1TPJyF1XMYsRE818+oEb9eSbzDRWDHv\/ALeYVlepTxNJ9EvqsYK1MV6JNOtDRrnhwiGkgwMk7yi\/botd92cypTeGUGU3ZKtNxa8TIytdJHMWsvnjarhqfFF+8OFpuNtPNU8X0fC0Gv7M7jvKAqmv3oY6tSnJlABMugHkboDsHFNgfWoucDkpMbWpEMpjO9znumAMzoAzb8gF4UvcMpNiRI0WXOeTBAPwU8mo49+313tj7RU6eLcS5tbCVWtbUyVGPDQLZsrXFzSDyvNrwh4IvGLpxWovw7XE942rTuyDlBbmkEEgGBcr5x2RgA5zS5wgGYdaSL2Gg6le27LAJ9kAASJ4g7c15+T5EUeinx4l6LDYGkyq+oXMLhUqVGzUZBcXOLYva5B8F0cHiAHQcoa4EOJDGbEzaJudOZXPw1Mu5Dj9OC6+CLGaeJ3lceK1uSdiMj+unNWtYyZ2f4dYDUaQXDhIPvEJPEkF0ki4ALczR7Qm4zESL+5OPxIA5rn4jFt5L1+G9S8sWzspj8QG0yxpkk5jBkACIbIsTIBtzSgz0q80qtPus5zHvWBobOjmkySBaQJsL3WcW8OMykKzQfJajrqEnv2ZOKpPOKouOSjXMseRDWvEXI2aSAdojmvLYvsIMM1n0m0xq5tRjy8cKbGnM5x2kAcYTFdx0Mrj41\/DhGiRfWbVx0uyKjKuBxGDD206rqra1PvHBrXR3YLc5gZoZymesc1mEGDp4h1ZzO8q0jRZSZUY95D3MLnu7suaxoazc3Jhct8Te48pSVZrb3jhbfgtTDGvY4Gs+l2TlpV6bMT95FdrRXpB+QBuozwdJyG5Fo2XP+0tCjjmNxuHdRp4h1sRh3VadImoI\/qMNRzQQRGpuI3Dl5F6Gd7GfUysrD1vb3aTsJTw+GpjC16Ypl73kUcTmxLyTVN5LQJa0SBIG+x\/t6PvWGwuNL8P96bSLMRTFWiXECcr2tDyDBLjlEuHeDdpXhnBBcgGadzNgLExMG9utii4LDUnNqmpVDHNZLG5XHvHSBlkCG6zJQ3m2vM8OXU3KA5VEysIPtQYJFiR\/wBep46JeL3MD1oivHT3\/NCLCdATYmw2FyegCAStUrVTGWugyNQiPqlzi50FxJJMAXOthAHQBCWlMVoqwFA0xO0xPP0Vtg3smQrdMQjhyG2md7WzX3B06zZbY0RMgGCYvrOlhvc+CjQjEalUFjqPkl2iddERoUG31J0ELdNttLqmtHNFAshomHd7cGYjjC9LgezbSQLRznlZeewYynNadpEru9mdouJJcYO3PlwAWbROdOlbRvbr4TC+0HHXQC\/gdLr0WAYWXsbLzbe0PGCjVe1S4LzTwWtOy7\/nisZD2n3wDcCOf0Rf\/IsjUTwXhqOOcTdNMxPNeqtcee1nravaogACCJkzrK59bFztPO9lxnV\/QP0Q3Yqd11c9P1caRogjFyDxXPq15t8lgYggbacPHVYmmrFsOVHEDiuXjGayYsdt9h4ppmLQcacyxEeM9tz3HTg13nQJNwT9eiQTZJ1Gnj8wu+OHoCsBlSvdzNxpO\/lpr7uaaxU5bpQPiSD69fBS0RoCUJ6Id0JxWIaZcRG+afCPqsMDT+Ika3AnY7SNTA8Sil4AsZBjMIi4OnPbTisVacAGRfYG46qoWcVVVsRcXANjOuxjQ8luoSb3O0\/LyHuWKosCCJOwkFt4vaJ3tKAQy8T5f5UT2HqYgNAYH5doba9+CpXBy2o1WrmI9lohobYRmj8zo1cdyhvcDEACwBAzXIsSc03OtrdFTSN1lRAtwJtJHl9UPN0Rs5dAjSAAB0G25MdZRFtTFN1iNzEWG3PZLgcbIg9c0xW5R5BuBHy80FrvNGovgyNRdQ0y2s7Jkk5c2aP\/AGiAY4wrZfkgtK0HKxCHG2Nr+9MUncCuexyPSetDqtxBsNvXmnA4tAJFnCRobTF\/EFcZlTmmGVIUV1qVfjp89vei0sUfJckVyERtZF11TiFkV1zXV1O+RD7q6FUxCXFVDe+60h\/CPJMTCNWcb3XNo1I3TVeoQLaGbxEwdlL1yNapbvAKrASNZvN7HhFrJTE0zsmaVQyUWhh87wJAkxJMAdTsudb9tzXpycRBaQuW5utuV+JmPFeh7WaA4sblOQluZlw++s7668IXDxbcptaRHmL+ua9HJGxrz166KEqqjpIkgWjTrrAueaLRrupvDmnK9psbWPilakzfZcm1OdwsqLtZ36K6zwTZobYC03jcydT5Ibighe6AB4Rx67oRA5k\/GR7oPnyW6mkkyTssHaPjv8tkACFEXuncCfCfeoiFMpBg69R8dFqTaZjUA89\/cFjKANbzED4z68EbBBhd7bnNEOu1ocZgwIJFibTO+hUa1p1QkNnYQOnDw+atjZgAEunQCfhc7oVrazebeUXuiUyLajidd9gNLIgrHCOey2XygNOm3rVbn\/aoM1yLTchPcCbCBa3OBO53lMvxBe8vOQEZfZDWtBjKAA1ojrxuoLBRGdQIHO99v8xogvqzqfM7DT3IudsaXkGQbRFxBGpN5lawmWgUxULZ9jNlgfiiZgTptMxySxf4R61i6Zo0szXlozNa0F0kNgkgSBPtXMW8gqy01yPSqWASbXJnC0XVCGtBJNgBck8AkQujmqjOc0NaWucX3zAgQLjLBkzPQK+2MKaLzTczK5hcDMy65iQTAtGi5+ZJ6SJ00Kq136T2nz1t1WaxmIJBvOkf5WdadNr7TcaRwUz+uaRpViLI7XSF0r2zJrvBussr8UAVI59RKG2JGsWmDeN4WrdxiR06\/Z1JzyQwhxAJAJiWgEkgm2g47rGMd7ZIbkDrgCTAPM380gasOsDG0m8bTxsijcOIC514dlueTIbgSuP2lVBMh07ERGh940+m5YxuMiWt10JS+CwHetqu7ymwU25iHvDS64ENGrjddOW0RHjDlWJ3yki5Detu5oZC4OrLlTiNes2Hgrc73ackPMqC4qMxiDZsFghtgBMHc\/GUGowANOYEmZAmWwd5EGdbEotMEABxc1j5uASCBG2jgHAeXJLOKChUI\/MR5qKCOfkoiaRBRHMIidxI6IbjraOV7eaO91oEhmrQYMk5QbgCdPd4qKqmJMIrXQLGQZt8Dfe59\/FAA5Ipe3KNQ6TP6YtEbzIM+CQNtfpw30+K00rVKtkzgBjg4FsuGYt\/Cczf0utE9UMTExbSYtPBUHotkxIbPE2CsFCa8xGxifDT4rbXoDgz0HuE\/Uqw5DkQLeVvO2qjneuW3uWgYORW1CBlkxrHPY+RPmlifXxW2FEMtPBdTsvturQe19J2UtMjhNtZ100XHaLgCSTbjJm0RrstvlpIIIIMEEQQRqCNkiUmNd\/7Qdv1cTWqPqPOpygWAaJgAdFyQSYAkk+8pbvPNXmSeyIiPRoPIEe0A6LaBw263uhhyEDxKqYWZWBg\/wB622qQls+yhem4p770Nx71DiAIsPXFJTzVFyvnKeMHa+JDhJLi6bze3GZQDiNLSLSOPKQgNqkTBIkQYJEg6g8RyWXGDx6fVXykyFuiCekDz9aoYdHz5hQ+r\/NUOul778vXNZwlHOnhfloqayZ0sCZNvR4LM2WXIKHE+XHkENy14otJrAH584cBDIaIzH9ebQZc2l5hFKFUXWHH1orPRZzQDYX35cvqgyWqKsyiusk8yaNVpZ+D+pmLjUzflIADcmmomRxjZBosJygZTMugkCMoMyTEWBgTfqj4rG94GAUqbMrAz2GkF5k+06\/4jMWUakJzXQCQQDJBixEkEjxBFuCumdeh4D484Qmor2EAE76cDxv1QRpW1iY1GuhWqbtuPOJQFpPAMkA8jMHyIK00rFVhaS0xIJBggiRwIsRzButvImwgQNDOw9Rsg3K234fD5pukcP8Ad3T3n3jOMv4cndwZ5zKBXouZBIHttzCCDDSSNiYNjrdaIlht7T5ozqrpINpsRERBmI2uB5JYxAve8i9tI2i99zpstEwBPlaI+RsoDGQSNCD7wrDkCVo6a34fNUNMMjKGguJEG+bhl1iJ5TzUBg3kRbmgh02m2w2E6\/JUHIgwcpnQpUlSVEII2Ok+B+SmdYaeVkw7EM7oM7sd5mJ7zM6S2AA3LpreVEmWWONwJuL2mwv8p8FjMsuMaEEeuN0ejVf3bmNjK6C6zSfZkgyRLRe8HrsihOcsuK1UrTlJA9kBsXuBJn37ISDZPNYJVVSJsZHSPitilILpGUb3udtpE84VG6mTI2M\/eSc0xli2XLvOsylyVYuYmOuiwSpJjVZpESIlsiIu3TboVitVe9xLnOc46lxJJgbk8APcpTBJDQJLiABzOg6lYdYwdjcHiLHooKa+xEAkxBMyI4Xi\/NZa0GZdlsSLEydhbTqbLT3i\/sxYDU2IiTfjBtzQHLUDoUKdItBOI7smfYFKq7Lf9QmeOu6tJtoVHCWsfl2gOI8woqj2HaXZtEVagFGmAHugBjYAnogt7PpT\/ap6fobw6KKLKu39iMFTbjaJFNgMm4aB+U8lx6uApEn+kzX9Dfoooqn2ao4Sm17C2mxp\/p3DQL2Ow4pal2fSzD+lT1H5G\/RRRRWTgaR\/\/Nn8W\/RabgKX7TP4t+iiiAjMFTt\/TZw\/CNPJQ4OmCYpsE2Psi48lFFUhQwNL9tn8W\/RT7jS\/bZ\/Fv0UURWhgqX7bP4j6IjsDSyt\/ps1d+VvLkoogwMFT\/bZ\/EfREq4KlP9tmg\/K3h0UURFfc6c\/22fxH0Udg6c\/22fxH0UURUODp\/ts\/iPotPwVKG\/02b\/lHHooooB\/c6f7bP4j6KxhKf6G\/xCiiChg6f7bP4j6Kzgqd\/wCmz+I+iiiDDsHTn+2z+I+io4On+2z+I+iiiCHB0\/22fxH0Udg6f7bP4j6KlFAWlgKXdvPdMn2fyt3J5ID8JTJJLGknUloJKpRBn7lTj+2z+I+ir7jS\/bZ\/Fv0UUVGDgKX7TP4t+iiiio\/\/2Q==\" alt=\"Materia oscura\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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ZmgU7WeDliNyPFdXVJr9NpCUoixiY32lI3W7dz396todV+GJboCRMSAe1wWOCeL+a6uqYJaXVQMZCbdkAAHl34Vu9C0CT2sQLlBHF\/3rq6o1aepI+Th+Dn50OfUZl6XKxABC+yC\/eurqUN0nXGLiQcEY3F5wceVxXoul\/5HIxMZQYI9Ni7fmALeXj9BXV1MosE0fjmt+HIxlInOOT+aW4HAQ9PN8KltfqdTVjKIjMxhCJkTFkFD1Hsyo5x9K6uqvxmTVfhGuWR3ABX5osF27PJL471qyjqakx04isnsLkLL7Jd\/t1dWbUt1fw78GU949QKCIKI2lnumAu\/m1ed+JdVKLigzfdIXRDs+Cb\/SprqpTGOdS3LH6U5pa0jpon0gvJyf9V1dTGqV1ZYqhmflXV1Ki5jYnBBHISI7G5L7UGurqCsDf\/NTGJIsB74FgyGbfKurqUG\/l5q0gH6Qx3OftU11FL\/\/2Q==\" alt=\"La materia oscura podr\u00eda ser anterior al Big Bang\" \/><img decoding=\"async\" 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\" alt=\"Soluci\u00f3n al misterio de la materia oscura?: Cient\u00edfico explica  invisibilidad del 95% del universo - RT\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Un investigador brit\u00e1nico propone en su nuevo trabajo que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y la energ\u00eda oscura est\u00e1n unidas en un solo &#8220;fluido oscuro de masas negativas&#8221;.<\/p>\n<p style=\"text-align: justify;\">El astrof\u00edsico Jamie Farnes, de la Universidad de Oxford (Reino Unido), podr\u00eda tener la explicaci\u00f3n a uno de los principales misterios de la cosmolog\u00eda moderna: la invisibilidad del 95 % del universo, seg\u00fan apunta su\u00a0<a href=\"https:\/\/www.aanda.org\/articles\/aa\/abs\/2018\/12\/aa32898-18\/aa32898-18.html\" rel=\"noopener noreferrer\" target=\"_blank\">estudio<\/a>\u00a0publicado este mi\u00e9rcoles en la revista Astronomy &amp; Astrophysics.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esa clase de materia \u201ctransparente\u201d que s\u00ed emite la fuerza gravitatoria podr\u00eda explicar el ritmo a grandes escalas que hemos podido observar en el comportamiento de nuestro universo y que antes de la llegada de la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/16\/%c2%bfcomo-podriamos-resolver-la-estructura-del-universo-3\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d, no sab\u00edamos, a qu\u00e9 era debido\u2026 \u201c\u00a1ahora s\u00ed lo sabemos!\u201d. Bueno, al menos, eso dicen algunos pero, lo tienen que demostrar.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/desde-la-materia-inerte-%c2%a1hasta-los-pensamientos\/\" rel=\"next\">Desde la materia inerte\u2026 \u00a1Hasta los pensamientos!<\/a><\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxETEhUSExAVExUVGBgWGRYXFxUWFhYWFxUXGRUaExgYHCgjGxomGxcXITEiJiorMC4wFyAzODMtNygtLisBCgoKDg0OGhAQGzIfHSUtLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0rLS0rLS0tLS0tNf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUDBgcCAf\/EAEcQAAIBAgMDBwkFBgMIAwAAAAECAAMRBBIhBTFRBhMiQWGRkhQVMlNUcYGT0UJSobHwIzNygsHhNHOyB0NidIOis8IkJTX\/xAAaAQEBAQEBAQEAAAAAAAAAAAAAAQIDBAYF\/8QAIBEBAQACAQQDAQAAAAAAAAAAAAECERQDEiFRMUGhBP\/aAAwDAQACEQMRAD8Ap4iJweoiIgIiICS9k7QNCslYAHKdx0uCCCL9WhkSWPJ\/aIoVlqMuZbFWHXlYa27dx+Egs6tLZ1cllq1MMzG9nXMlzvsRuHxEgbc2dVotTV6nOIR+zcMWUrpot93VoOIkp9iYUnNT2hSCHUBwQ4HAjrPdMW38fSYUaFElqdBSM5Fs7MQWIHUNPxkF1yrw+COJc1a9RHst1VMwtlFtfdNc2nRwqgcxWqVDfUMmUAW3j4y829TwWIrNV8vVMwAtzVQ7hbfpKbaGAw6Jmp4wVmuBkFN106zcmIL3a+Ew70sIauK5kjD07Dm3e4yrrdd08YHD0qNDEVcNW8pfJkbQ0+bRvSbK2rbvwlVyhxlOomFCNmNOgiNoeiwAuNR+U+8mMXSQ11qOEFSiyBiCRmNrXsD+hGvCKWbFyXPO08RhD\/vEzp\/mJu79PDNdkrZWMNGtTqj7DAntG5h8RcS1VvsU8zhMRiNzPagnG7avb4WP8sck\/Qxn\/Lv\/AFn3lZtCi\/N0sO16al6hNiAXqMSd4G7Xvkfk7jadNcSHbKXosi6E3Y3sNBJ9DPyRYVOewjHSvTOXsqILqfzP8on3k8DQo4nEkWZRzKcRUc9L4jonvlJgcUaVRKi70YN77HUfEafGX3K3adB1Snh2uhd6z6EdNj2gcT3iBj2R0dn4tl9ItTQnryEgf+zCa9LXk\/tRaJdKilqNVclQDf12Ze0XPfJR2JhScy7QpBP+JSKgH8PWe6UekObZbZvsYgZPiouB4mmvAcNZdbc2lSNOnhsODzNMlszaNUc3uxHDU9\/ukPYjIKyPUIC071NftFAWVRxJYAQMvKA5agojdQRaXvYa1D42bulZPVSoWJZjcsSSeJJuZ5lCIiAiIgIiICIiAiIgIiICIiAiIgIibPsrYNKrgmq68908uuhyC9rcbXktGsRPqKSQALkkADiTumycqtiUcPTpGncsSVck3BKgXsOrW8bGtRL3kxsulV5ypXJFKmFFwbdN2AXX9bxI2NwdPD4pqdVWamrHRTZipF0sfivcY2KuJtez8Ls+qlZxRrAUUzkFxcjXQWO\/SVGPqYNgooUqqNmFy7AjLrcCx33tGxVxNq2xh9n4eq1JqNdittQ4tqAes9sptp1cIVHMUqqNfUuwYZbHQWO+9o2K6JtGMwmBoJR5ylWdqtJKhKuALkC+h7Zjp7OwmIp1Th+dp1KSl8rkMGUb7Edf1EbGtxLbZ2ApvhcTWa+alzeXXTpNY3HXIuxsCa1enS+8wv2KNWPcDAhxL7lRsqlS5upQJNJ8y3Jv00Yg69v9DKGAiIlCIiAiIgIiICIiAiIgIiICIiAiIgJtmzMbzODw9XqXFG\/8JRg34EzU5a1cehwSUNc61S500ylSN\/HWSizwey1pY+pmH7Khmr9mQDNTt8SPCZi21WL4HDO29qtdj7zUYmMZt6m2EFMA8+ypSqNbQ06bMVseJuL++RXx9FsPhqDFv2dRzU0+wzk9HibGQXDbFrHAUqVMLeo3PVLsq6EdAa9lvDMPLTBvkoV3AzlRSqWIIzqLg3HHpfhKblJtEYiu1RR0AAqAixCqOHvufjM2z9o0xhK2GqX6RD0yBezjffgDYd5gSeTP7jHf5H9HlBS9Ie8fnLTYu0EpUsSjXvVpZFsL69Lfw3yrQ2IPaJRuPKqpgRiX56nXZ7LcoyBfRFrXPCa5tN8IQOYSqpvrzhUi1tLWO+XW18Vs7EVWqtVxClraKi20Fuv3So2jTwQT9hUrM9xo6qFt17hv3SQX+2lwhp4Xn2rBvJ6dubCkWyjfm67zHhRQXDYhsGzF8lqnO6MKRvm5vLp+vdKfb20EqjDhL\/s6K02uLdIDW3ET7yex9Olzy1CQtWk1O4GaxO7Tv7o14ErY3+Axv\/S\/1yRyMwT5K9dAM4U0qdyAM7C5NzwGXvMrNnbQRMLiaLXzVeby2GnRa5ueqfdobQpnC0MPTv0SXqEi13O63EC57hAvE2LWGAq0agW9Nuep2ZW0A6Y07M3immSz5NbRXD11qMOgQVcAXJUjh7wD8JBxITO2S+TMct9Dlv0b9tpYMUREoREQEREBERAREQEREBERAREQES721hkXCYR1QBnFTMwGrWItc9ct+U+xaRp56CBXpIrVEUWujjR7dhB\/HhJsabEuuTOGR\/KM6BsuHqMtxezC1iO2WXJvZuHq4RxUCh3qmmlS2qsUUoL8L9XXftjY1OJKGFZKwpVFsVcKw\/mF\/gZL5U0ETFVURQqgiwAsB0FOggVUTdNn7HoHDpQZF8orUXrKxHSXUZBfeLj8mmqbMQGtSVhcGogIPWC4BBjYjRNo5YbIpqTWoKAitzVRQLBHG426gRb8OMg7PwyHBYlygLq1IK1tVuwvYxsUsS8r4ZBs+nUCDOazKWt0iLNoTw0lntXZdE4Gm6U1WqlOlVYgAFlYZWvx11jY1CJY8nsEK2IpofRvmbhkXpNfsNrfGTeWVCklZOaRUVqSPZRYdItrbja0bFDE3Dk3s7D8zT59Az4p3VCRqqqp1HDpD\/uWaniKLI7I3pKSp94NjGxjibhyhxlDD1uaXA0GGVTcrY6jskDFYahiMO9ehS5mpRtzlMG6lT9pb7tx7j2Rsa9EsuTmA57EU6ZHRvmbhlXU39+74yw5U4aiUpYnDoEpvmQhRYZlY2NuJAPcI2NdiIlCIiAiIgIiICIiAiIgIiIGwbf\/AMFgv4av+pZO27tJsPjadQC45mmGX7yG+YfrrAlFtDafOUKFHJbmQ4zXvmzEHdbTdG3dp+UVBUyZLIqWvf0b63sOMzobHhNmrSfEtTN6NXCVXpnsOW6+8X7rSqon\/wCsf\/mR\/wCNZ42VyjalQqYdkzq6sFN7ZM6kN1G4vrbTrkNNpWwrYbJvqipmvwUC1rdm+8aF1VHldOniR++osiVgPtLmGWp9fjwmPbGB57abUupnW\/8ACEUt+AMqNibUbD1RUUXG5lvYMp3j+vwlgnKMDEV8QKXTqJlTpfuyVAzHTpeiOHXGhc4tqPloxPl1FQhACWbRFGVlv23bvlVtXBc1tFLei9WnUX3O4Jt\/NmmuS5xG3A4wpamc+HIu2b01UggWtoejv13mNCyq7RWljsRTq60azFKg4AjRveP11T7V2c2HwuNpNrZ6JVvvIXGUj9bwZru1cZz1Z6uXLna9r3t8ZZPyiZsGcK6Zj0QKl9yqwIBFtbWtv4RoZcT\/APmUv89vyeWy4gLUwSN6FbDCi3ucAD\/utNZq7TvhUw2T0ahqZr77gi1rdvGNp7U51aAClDRphL3vcj7Q00jQsMLhzhqGLdtHJOFX3nWoR\/KBPfKqgz18Oi+k1Gio95LASJyh28cSEHN82FuWsb5nYAFtw4fjMw5RL5RSrmiTzVIUwufewBGa+X\/iOkC325hqXO0guNpUvJgqKjAkhlNyTbrNh3Sr5cYdRWWshBSuoYEbiRYG3wyn4ygrVSzM7G5Ylie0m5lhW2rnwqYdkuabFle+5Te6kW7ePUI0J3Lv\/Fn+BPyjkxpQxrn0eZydhZr5R7\/rMmO2\/hKz56mBLNYC\/PMNBu0AtIG1Nt85TFGnSWhRBvkU3LNxduv9dkC05L4ZUw1es1VaJqfsEdr2Fxd7W\/XRknBbPpthK+GTE067D9sgS4IK2vv46D+aa9tDagehRoKmRaQJOt87tvbdp1988bE2kcPWWqBmtcFb2zAixF+4\/CNCBEyYl1Z2ZVyqWJC3vlBNwL9kxzQREQEREBERAREQEREBERARE90qTMbKCx4DfA8RLClslz6RVL7rkWJte1xoNLb7DXfPNXZNZdCova9gRu6iOI7RcRfCd0QYnp0I3gi\/H32\/MHunmFIiICIiAiIgIiICIiAifLz7AREQEREBERAREQEREBERAREQEREBpa5IA4kqNeoDMQL\/ABnvDbWZCQpVCCubQMCmb7GU77b9db75VY7GEOyEdFMrKb2s6g57jr32\/lHbPeGZGN818yFjTCZASuZghy7gShJtwEzcmbL8tow23nLik9ixIuUNNzYkkNZRlAy2W1xa3X1WVTF2VmAzgFbA2ZHRg1ixB1Jte+\/XSaRVdXdSHsX6INTpFAdNG+0Lbrj6y2w9dAHVWZeiq3UqDUCm6k5zq1\/w07JdudkXmQMwq5A9PRWVxmei24Br+lT4N2WMosThcpIBBsbXuLE2J+GgO\/hPCbRqvUWzMHJIIZQlyBuCAWNwFvxziQqjKP2ioLMdRdui9tQLHcRci4PWOqFnis8TBs+ozr0jci9je+ZVNu8Ad3455XWXZERAREQEREBLLYWyHxFQKAQg1d9wC8AT9o9Uh4TCvVcJTXMx6tBu4kzfdnu1HD06VSmFKAggMDe5OptN4Ydzn1M+2LzZPJ\/BqgUYdD2sMzH3kzziNgbPVjfDIxYWNt2vAdR90pqe2CLZSRbSTcNiecYMW3dfXO3Y4d6BtP8A2f0xTqGi7mp6SBiMtvu+\/tMoNkcjMTW6TjmV1HSF2uOC8O2dXosCo1vpMdR+33iY7I332OH43DGlUemTcoxW\/G0wzom3+RCVGqVaVRlZizZSAUzHW1+q5nPHQglSLEEgjgRvE5ZTTtjlK+RESNEREBERAREQEREBPdJSSABc9Qva9uq547p4mPFYo01BX0gysd\/oX1J6st7foQVreKqvna\/SK6+86BPFUI+AaZcATnLI2XmqjEO33aSKp39bX\/EzPi8KRUGgJzq5G64poGUDiCzNu7JHo0iq06JIsz5iNNb1QjX+9ot\/jM3wku03GVXC+jpTCGwBsrVTmIXqsAMvwMlY7EFmNEgZWs1O2mVnGbKfuqd2u7QympOSHJsecqI5F2sVPOX+FyO+S1rKhZTS50rmWov2d\/QZSd2nRPuk3pnXjdSMRTAAek+WothzTsbggjNzZtYgEbtDp1zKKNUVKikU8rqSVuRZWsyHQekpKkAa77TBhWzsSCCypcueoMOih3ZmPo37DwknGbY5umFdcrlAEUIL1EDGzO\/UBx3nqm9bY2lbPwDsTWpEKKZc3Z7Zzpcg233AB3a2tbr9ta+n5g\/iN8psDkpuBW5xSwNSyM1gTqMwUdG+nWbaabpenG02oqVVqaADpOUublbBip1NyDrutJuNxiiCIlbIiXPJWnQaqRWUsQAUF+jcHW\/E7pZN3SZXU2h7N2TXrkClTYi9i1rIPeZuFP8A2fIQv\/yGv9roix\/h4fjLCptsDoqAq2sAOPbPR28qAi12I38J2nT0896u1pR2VhcMhZKSJoATa7H49c0jaWLLM1uJ\/OS9p7YdxlJ0lLcm864zTjlltmoudxk\/ZuNynX8JVkHfMmHmqz8Nwo7UOgveWWHxmtyZp+GaxveXGDrhmsTa\/X2zFjcrZqmOTcdx16931mmco+RbVXNfDMLPcsr3HS4qeBm0UsPSyrc3+NpIWgwJ6QAtoNTvmLNuky18OJVEKkqRYqSCOBBsZ5my8qdk1GxpSlRN3UNoLKTrmYncN0rsdsOrRo87VujF8oS1\/eWN9OycbjXomcVcREy0REQEREBERATDidmNUsyYkUm4P6FgVCqLDUEFiSfu\/GZoiVLNsuN2K9NVYlKiqd6XdCwABAOtgbDfu4mUFXB5FLZHHQbKdWXNp6BGltL75sGGxT0zdGK338D\/ABA6H4yS2Ko1P3tIo336JyH4oTY94l+WbjWipharHLTR3sABobC+vcDPtYU0JD1MradDVm6wdwtv423zdsXs16wy0caGJuLOAlS2l7HS\/V1ndNR8lWk6qArMCc6swuAt9We3RB16O\/Qb7iTz9s2x9x+0K1OjmRABmvdst7kAAsqk30Itc2HfKnY1E4mo3OV8lV9zMdGNrWO7s0HwEsK+JeuRTUPVQG+gtzj2AzN2aaaaC0t05LY6sBlwi004Be4knefhEmVS6+1tsHYFBabU2amjixzOFZw1ukWBYZVH3d3aZjxmLVagoUcLUxAFi1UMbO5toq2ACj9bpYbG5HV1ZRiahCD7L1LJpwBNtNJa7d23TQczhOiBo1VdC3Yh+729elu3OPR1u5XbXdb4xa9iqWRslsuUAEXvlNrsCesgkj4TDETTpCZMNVKujA2sw7jofzmODEuqWbmmwYrFWJsLTAtYnXfK\/Z1T9oqsxKnSx16tLS6GS+gsJ7ccu74fn54dl1XymOsieGFjeMViUpWJubncPx3yvxW0lY3CMo4m39Itxni0mOVm5FhTrA6SSo10lPSqp1ODJC4tfvDvEeE1VpeZqVS0pK20lUi3SPAW\/EzF56f1Y8X9pjLKRuYZXzpuXnAC1mvLTA7VZ7CxN+HCc4TbDD\/djxf2mSpygr2y0zzQIsSDdj7j1TNzxdJ0825cqOUow4CUir1Tx1yDiw\/pNF2ntWtiGzVXvu6I0XTd0eMhE9Z1J6zqT74nG5Wu+OEhERMtkREBERAREQEREBERAStxexkqVMzuQrWzgXLtrxJt1ADsllESpcZflYYHaQoIEw9FKVhYuRncnrIuLDumOptXEE3OIq3\/AI3H5GQ4ltpMZBjc3OpPX1xESKREQERED4RPXOP99u+fIlls+EuMvyddySTxOpiIkV8KjhPmQcB3T1ED4BafYiAiIgIiICIiAiIgLxedC8+D2PC\/K\/vHnwex4X5X955+V0vf49HF63r9c9vF50Lz4PY8L8r+8efB7Hhflf3jldL3+HF63r9c9vF50Lz4PY8L8r+8efB7Hhflf3jldL3+HF63r9c9vF50Lz4PY8L8r+894fbIZ1U4PC2LAfuh1kDjLP6elfv8L\/L1Z9frnV4vOvbcNOlUCLhsPbKDrSUm5J4e6V\/ly+y4b5Sz3T+fKzb8+\/04y6cxvF507y5fZcN8oR5cvsuG+UJeNknKxcxvF507y5fZcN8oR5cvsuG+UI42RysXMbxedO8uX2XDfKEeXL7LhvlCONkcrFzG8XnTvLl9lw3yhHly+y4b5QjjZHKxcxvF507y5fZcN8oR5cvsuG+UI42RysXMbxedO8uX2XDfKEeXL7LhvlCONkcrFzG8XnTvLl9lw3yhHly+y4b5QjjZHKxcxvF507y5fZcN8oR5cvsuG+UI42RysXMbxedO8uX2XDfKEeXL7LhvlCONkcrFzG8XnTvLl9lw3yhHly+y4b5QjjZHKxcxvF507y5fZcN8oR5cvsuG+UI42RysXMbxOneXL7LhvlCI42RysWuRJHm+t6ip4H+keb63qKngf6T5ztvp9N34+0eJI831vUVPA\/0jzfW9RU8D\/SO2+jvx9o8SR5vreoqeB\/pHm+t6ip4H+kdt9Hfj7R5mwX7xP41\/1CevN9b1FTwP9JmweArc4h5mp6S\/Yf7w7JrHG7+Gcs8dXy2LlX++H8A\/NpTS\/wCUuFqNWBWmzDIBcAkXu3CVPm+t6l\/C30n1nTs7Y+Ozl7qjRJPm+t6l\/C30jzfW9S\/hb6Te4zqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9I831vUv4W+kbhqo0ST5vrepfwt9IjcNVuOc8T3xnPE98RPz3vM54nvjOeJ74iAznie+M54nviIDOeJ74znie+IgM54nvjOeJ74iAznie+M54nviIDOeJ74znie+IgM54nvjOeJ74iAznie+M54nviIDOeJ74znie+IgM54nvjOeJ74iAznie+M54nviIDOeJ74znie+IgM54nvjOeJ74iAznie+M54nviIDOeJ74znie+IgM54nviIgf\/2Q==\" alt=\"1.5 presentaci\u00f3n caracter\u00edsticas ser vivo y materia inerte\" \/><img decoding=\"async\" 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\" alt=\"SERES VIVOS Y SERES INERTES - ppt descargar\" \/><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTEku7S-9V0OquvcHBm3q9052WaBxKSL8HfqQ&amp;usqp=CAU\" alt=\"Materia inerte - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQIvLQkbE8xUcsyIuWE1SilvwNHG0FyH3WAsw&amp;usqp=CAU\" alt=\"El equilibrio de la naturaleza\" \/><\/div>\n<div><\/div>\n<div>De todas las maneras habr\u00eda mucho que discutir sobre lo que entendemos por &#8220;materia inerte&#8221;<\/div>\n<div style=\"text-align: justify;\">El suministro de datos que llega en forma de multitud de mensajes procede de los sentidos, que detectan el entorno interno y externo, y luego env\u00eda el resultado a los m\u00fasculos para dirigir lo que hacemos y decimos. As\u00ed pues, el cerebro es como un enorme ordenador que realiza una serie de tareas basadas en la informaci\u00f3n que le llega de los sentidos.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-7d_PlPqgsuQ\/UyOE4FESsyI\/AAAAAAABcTY\/L8UMnZbZJ28\/s1600\/dkxnckyviyhg10t09ahr.gif\" alt=\"La actividad de nuestro cerebro en tiempo real - SFM NEWS\" \/><\/div>\n<div style=\"text-align: justify;\">Pero, a diferencia de un ordenador, la cantidad de material que entra y sale parece poca cosa en comparaci\u00f3n con la actividad interna. Seguimos pensando, sintiendo y procesando informaci\u00f3n incluso cuando cerramos los ojos y descansamos.<\/div>\n<h3><\/h3>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.numaniaticos.com\/wp-content\/uploads\/2014\/03\/Mar-de-Estrellas-Isla-Vaadhoo-Maldivas1.jpg\" alt=\"\" width=\"591\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Sitios como este, en nuestro planeta, los tenemos en multitud de lugares<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No pocas veces me encuentro mirando al cielo nocturno estrellado desde la orilla del Atl\u00e1ntico cuya superficie brilla con millones de luces titilando al reflejar el resplendor de la Luna, la inmensidad del oc\u00e9ano que se pierde en el horizonte y, la infinitud del\u00a0firmamento\u00a0me podr\u00edan hacer\u00a0sentir insignificante.\u00a0 Sin embargo, no es as\u00ed como\u00a0lo siento.\u00a0 He dicho alguna vez que todo lo grande est\u00e1 hecho de cosas peque\u00f1as, y, esa afirmaci\u00f3n, nos da la respuesta.\u00a0 Formamos parte de algo muy grande:\u00a0 El Universo.<\/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%3AANd9GcQH9bIli_TFToXFbs55PBBbhXWoyjmFoN5NEw&amp;usqp=CAU\" alt=\"El Universo y la Vida\u2026 \u00a1Nuestra imaginaci\u00f3n! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSX2QEAlBfNNe7O1JHrzVL3hkljUtfcpn-xRw&amp;usqp=CAU\" alt=\"SOMOS ENERG\u00cdA. | ReCicladas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 De las estrellas venimos y, a las estrellas tendremos que volver<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estamos en un punto, o en un nivel de sabidur\u00eda aceptable pero insuficiente, es mucho el camino que nos queda por recorrer y, como dijo el sabio, la energ\u00eda necesaria para explorar la d\u00e9cima dimensi\u00f3n es mil millones de veces mayor que la energ\u00eda\u00a0 que puede producirse en nuestros mayores colisionadores de \u00e1tomos.\u00a0 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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcRcns6eusJaLwh4q2-y2M0OUrIvPg2MLVJ-ZlqHDAGX6PPuXUme\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0 Nada puede surgir de la \u201cnada\u201d, si surgi\u00f3&#8230; \u00a1es porque hab\u00eda!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Energ\u00edas de tal calibre, que sepamos, solo han estado disponibles en el instante de la creaci\u00f3n del Universo, en su nacimiento, en eso que llamamos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.\u00a0 Solamente all\u00ed estuvo presente la energ\u00eda del Hiperespacio de once dimensiones y, por eso se suele decir que, cuando se logre verificar la certeza de la teor\u00eda de cuerdas, sabremos y podremos desvelar el secreto del origen del Universo.&#8221;<\/p>\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las 11 Dimensiones del Universo en Escuchando Documentales en mp3(08\/06 a  las 19:12:40) 45:27 11827393 - iVoox\" \/><img decoding=\"async\" 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\" alt=\"Tecno-MCK - &quot;TEOR\u00cdA M: LAS 11 DIMENSIONES&quot; &quot;La evoluci\u00f3n... | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Seg\u00fan esa nueva teor\u00eda, antes del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> nuestro cosmos era realmente un universo perfecto de once dimensiones, un mundo en el que el viaje inter-dimensional era posible.\u00a0 Sin embargo, ese mundo decadimensional era inestable, y eventualmente se \u201crompi\u00f3\u201d en dos, dando lugar a dos universos separados: un universo de cuatro y otro universo de siete dimensiones.<\/p>\n<p style=\"text-align: justify;\">El Universo en el que vivimos naci\u00f3 en ese cataclismo c\u00f3smico. Nuestro Universo tetradimensional se expandi\u00f3 de forma explosiva, mientras que nuestro universo gemelo de siete dimensiones se contrajo violentamente hasta que se redujo a un tama\u00f1o casi infinitesimal.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.moonmentum.com\/blog\/wp-content\/uploads\/2010\/11\/supernovarh7n.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Surgi\u00f3 la sustancia c\u00f3smica de la que, miles de millones de a\u00f1os m\u00e1s tarde, nacer\u00eda la consciencia<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Eso podr\u00eda explicar el origen del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, y, si la teor\u00eda es correcta, demuestra que la r\u00e1pida expansi\u00f3n del Universo fue simple consecuencia de un cataclismo c\u00f3smico mucho mayor, la ruptura de los propios espacio y tiempo.\u00a0 La energ\u00eda que impulsa la expansi\u00f3n observada del Universo se halla entonces en el colapso del espacio-tiempo de once dimensiones.\u00a0 Seg\u00fan la teor\u00eda, las estrellas y las Galaxias distantes est\u00e1n alej\u00e1ndose de nosotras a velocidades astron\u00f3micas debido al colapso original del espacio y el tiempo de once dimensiones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/OddballHonorableHuemul-size_restricted.gif\" alt=\"VIAJE POR EL UNIVERSO GIF | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta teor\u00eda predice que nuestro Universo sigue teniendo un gemelo enano, un universo compa\u00f1ero que se ha enrollado en una peque\u00f1a bola de seis dimensiones (en la escala de Planck) muy peque\u00f1a para ser observada.<\/p>\n<p style=\"text-align: justify;\">Ese Universo con once dimensiones, lejos de ser un ap\u00e9ndice in\u00fatil de nuestro mundo, podr\u00eda ser en \u00faltima instancia, nuestra salvaci\u00f3n. Claro que, si las galaxias siguen alej\u00e1ndose las unas de las otras, ser\u00e1 la muerte t\u00e9rmica del universo, y, en ese escenario, ni los \u00e1tomos se mover\u00e1n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-UgHiNobbYqo\/UHOoTYOmloI\/AAAAAAAAA1s\/RZ-1O1507h0\/s400\/mundos+paralelos.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Todo quedar\u00e1 quieto, congelado en los -273 \u00baC<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para el cosm\u00f3logo, la \u00fanica certeza es que el Universo morir\u00e1 un d\u00eda.\u00a0 Algunos creen que la muerte final del Universo llegar\u00e1 en la forma del big crunch. La gravitaci\u00f3n invertir\u00e1 la expansi\u00f3n c\u00f3smica generada por el big bang y comprimir\u00e1 las estrellas y las galaxias, de nuevo, en una masa primordial.\u00a0 A medida que las estrellas se contraen, las temperaturas aumentan espectacularmente hasta que toda la materia y la energ\u00eda del universo est\u00e1n concentradas en una colosal bola de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> ardiente que ser\u00e1 el resultado final de la destrucci\u00f3n del Universo tal como lo conocemos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a title=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" href=\"https:\/\/evoluciondeluniverso.weebly.com\/big-crunch.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCMilitKm0esCFQAAAAAdAAAAABAD\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a> &#8211; LA EVOLUCION DEL UNIVERSO<\/a><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todas las formas de vida ser\u00e1n borradas de la faz de los mundo que las pudieran contener: evaporadas por las enormes temperaturas o aplastadas, \u00a1qu\u00e9 m\u00e1s d\u00e1! No habr\u00e1 escape. Y, sabiendo lo que ahora sabemos, conociendo la historia del universo mismo que, durante miles de millones de a\u00f1os ha estado fabricando materiales en las estrellas para que los seres vivos conscientes pudieran venir, \u00bfc\u00f3mo imaginar un final as\u00ed? \u00bfPara qu\u00e9 t\u00e1nto trabajo y tanto tiempo perdido? Seguramente, para cuando eso puede ir llegando, si es que la inteligencia sigue aqu\u00ed, habr\u00e1 buscado ya la manera de escapar a tal desastre y, las especies inteligentes se salvar\u00e1n saltanto a otros universos, o, incluso, \u00bfpor qu\u00e9 no? viajando hacia atr\u00e1s en el Tiempo, hacia otras \u00e9pocas de tiempos m\u00e1s benignas para tener otros miles de millones de a\u00f1os por delante y hacer las cosas, de manera diferente. \u00a1Una segunda oportunidad!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.biografiasyvidas.com\/biografia\/r\/fotos\/russell.jpg\" alt=\"\" width=\"340\" height=\"295\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<h2 style=\"text-align: justify;\">&#8220;La soberbia obra intelectual del fil\u00f3sofo brit\u00e1nico ense\u00f1a al hombre moderno a rebelarse contra su destino sin caer ni en las trampas de la religi\u00f3n ni en la indignidad de la sumisi\u00f3n.&#8221;<\/h2>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cient\u00edficos y fil\u00f3sofos, como Charles Darwin y Bertrand Russell, han escrito lament\u00e1ndose de la futilidad de nuestras m\u00edseras existencias, sabiendo que nuestra civilizaci\u00f3n morir\u00e1 inexorablemente cuando llegue el fin de nuestro mundo.\u00a0 Las leyes de la f\u00edsica, aparentemente, llevan la garant\u00eda de una muerte final e irrevocable para todas las formas de vida, inteligente o no, del Universo.<\/p>\n<p style=\"text-align: justify;\">Yo, como Gerald Feinberg, f\u00edsico de la Universidad de Columbia (ya desaparecido), creo que s\u00ed puede haber, quiz\u00e1 s\u00f3lo una esperanza de evitar la calamidad final. Ese atisbo de esperanza est\u00e1 en nosotros mismos, es decir, si somos capaces de no destruirnos antes, si procuramos comprender los mensajes que el universo nos env\u00eda continuamente, si desvelamos secretos de la Naturaleza que nos posibilitar\u00e1n para hacer cosas, ahora inimaginables, entonces y solo entonces, habr\u00e1 alguna esperanza.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2012\/0125-branas.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Poder escapar a universos conexos que, como el nuestro, nos de cobijo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Gerald Feinberg especul\u00f3 que la vida inteligente, llegando a dominar los misterios del espacio de m\u00e1s dimensiones (para lo que contaba con un poderoso aliado, el Tiempo de miles de millones de a\u00f1os), sabr\u00eda utilizar las dimensiones extras para escapar de la cat\u00e1strofe del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>.\u00a0 En los momentos finales del colapso de nuestro Universo, el Universo hermano se abrir\u00eda de nuevo y el viaje inter-dimensional se har\u00eda posible mediante un t\u00fanel en el Hiperespacio hacia un Universo alternativo, evitando as\u00ed la p\u00e9rdida irreparable de la inteligencia de la que somos portadores.<\/p>\n<p style=\"text-align: justify;\">Si algo as\u00ed es posible, entonces, desde su santuario en el espacio de m\u00e1s dimensiones, la Humanidad, podr\u00eda ser testigo de la muerte del Universo que la vio nacer y florecer.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-3_n9PY_bjwM\/UN8dqf7em1I\/AAAAAAAARmg\/gQv4F79qCGA\/s1600\/11th_Dimension_Reflections_by_JP_Talma.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Son muchas las cosas que no sabemos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque la teor\u00eda de campos demuestra que la energ\u00eda necesaria para crear estas maravillosas distorsiones del espacio y el tiempo est\u00e1 mucho m\u00e1s all\u00e1 de cualquier cosa que pueda imaginar la civilizaci\u00f3n moderna, esto nos plantea dos cuestiones importantes:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00bfcu\u00e1nto tardar\u00eda nuestra civilizaci\u00f3n, que est\u00e1 creciendo exponencialmente en conocimiento y poder, en alcanzar el punto de dominar la teor\u00eda de hiperespacio?<\/p>\n<p style=\"text-align: justify;\">\u00bfY qu\u00e9 sucede con otras formas de vida inteligente en el Universo, que puedan haber alcanzado ya este punto?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/70\/Wormhole_travel_as_envisioned_by_Les_Bossinas_for_NASA.jpg\/300px-Wormhole_travel_as_envisioned_by_Les_Bossinas_for_NASA.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;Impresi\u00f3n art\u00edstica de una hipot\u00e9tica \u00abNave propulsada por inducci\u00f3n de\u00a0<a title=\"Agujero de gusano\" href=\"https:\/\/es.wikipedia.org\/wiki\/Agujero_de_gusano\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a>\u00bb, basada indirectamente en un trabajo de\u00a0<a title=\"1994\" href=\"https:\/\/es.wikipedia.org\/wiki\/1994\">1994<\/a>\u00a0de\u00a0<a title=\"Miguel Alcubierre\" href=\"https:\/\/es.wikipedia.org\/wiki\/Miguel_Alcubierre\">Miguel Alcubierre<\/a>. Cr\u00e9dito: NASA CD-98-76634 por Les Bossinas&#8221;.<\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>Hiperespacio<\/strong>\u00a0en\u00a0<a title=\"Ciencia ficci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ciencia_ficci%C3%B3n\">ciencia ficci\u00f3n<\/a>\u00a0es una especie de regi\u00f3n conectada con nuestro\u00a0<a title=\"Universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Universo\">universo<\/a>\u00a0gracias a los\u00a0<a title=\"Agujeros de gusano\" href=\"https:\/\/es.wikipedia.org\/wiki\/Agujeros_de_gusano\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a><\/a>, y a menudo sirve como atajo en los\u00a0<a title=\"Viaje interestelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Viaje_interestelar\">viajes interestelares<\/a>\u00a0para viajar m\u00e1s r\u00e1pido que la luz.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/34\/Isaac.Asimov01.jpg\/220px-Isaac.Asimov01.jpg\" alt=\"Isaac.Asimov01.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;<a title=\"Isaac Asimov\" href=\"https:\/\/es.wikipedia.org\/wiki\/Isaac_Asimov\">Asimov<\/a>, no obstante, describen el hiperespacio como una condici\u00f3n m\u00e1s que un lugar. El salto al hiperespacio ser\u00eda en realidad un cambio de condici\u00f3n de la materia, que viajar\u00eda como una onda taqui\u00f3nica. Al reaparecer en el espacio real, la onda colapsar\u00eda, restaurando la materia a su composici\u00f3n de <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Existen universos paralelos? Los cient\u00edficos ya tienen la respuesta - RT\" \/><img decoding=\"async\" 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\" alt=\"Universos paralelos : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sea un cambio de condiciones, una incursi\u00f3n en un espacio paralelo o la manipulaci\u00f3n de una cuarta dimensi\u00f3n, el hiperespacio no ha sido probado cient\u00edficamente, aunque tampoco ha podido ser rebatido.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Tercer Precog: \u00bfPor qu\u00e9 no vemos viajeros del tiempo?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSHcpGX-CQldIJwH2gh89MqEyOljH9tOQOD7w&amp;usqp=CAU\" alt=\"Resuelta la paradoja de los viajes al pasado \u2022 Tendencias21\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En general, como toda forma de viajar a velocidades mayores que la luz, mantiene el inconveniente seg\u00fan el cual superar esta barrera implicar\u00eda tambi\u00e9n la posibilidad de viajar en el tiempo y, consecuentemente, violar el principio de causalidad, dando lugar a paradojas que parecen contradecir tal posibilidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/estaticos03.cache.el-mundo.net\/elmundo\/imagenes\/2010\/07\/20\/ciencia\/1279651032_0.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Lo que hace interesante esa discusi\u00f3n es que cient\u00edficos serios han tratado de cuantificar el progreso de la civilizaci\u00f3n en un futuro lejano, cuando los viajes por el espacio sean una rutina en los sistemas estelares o incluso las galaxias vecinas hayan sido colonizadas.\u00a0 Aunque la escala de energ\u00eda necesaria para manipular el Hiperespacio es astron\u00f3micamente grande, estos cient\u00edficos se\u00f1alan que el crecimiento del conocimiento cient\u00edfico aumentara, sin ninguna duda, de forma exponencial durante los siglos y milenios pr\u00f3ximos, superando las capacidades de las mentes humanas para captarlo (como ocurre ahora con la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/17\/%C2%BFlo-que-paso-%C2%BFlo-que-pasara-o-simple-imaginacion-2\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>, parada en seco, esperando que alguien vea las matem\u00e1ticas necesarias para continuar su desarrollo).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.emiliosilveravazquez.com\/images\/noticia.jpg\" alt=\"\" width=\"600\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Calabor\u00e9 con el A\u00f1o Internacional de la Astronom\u00eda y, por aquellos d\u00edas, pude aprender muchas cosas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Somos conscientes de que el Tiempo inexorable sigue su implacable caminar y la Entrop\u00eda, que sabe hacer bien su trabajo, lo transforma todo, lo que ayer era una cosa, hoy se ha convertido en otra distinsta, irreconocible, y, sin embargo, ese deterioro natural no es algo perdido, sino que, por el contrario, hasta que llega ese final, se hizo un trabajo que dar\u00e1 sus frutos en la mente de otros seres, en las cosas mismas que, transformadas, servir\u00e1n y tendr\u00e1n cometidos nuevos. Nada se pierde y todo tiene su por qu\u00e9. La Naturaleza no hace nada porque s\u00ed, todo est\u00e1 programado y tiene un fin. Y, si eso es as\u00ed (que los es), \u00bfque nos deparar\u00e1 el destino a nosotros? Habiendo llegado al nivel de cpomprensi\u00f3n alcanzado, no creo que el final sea el de la desaparici\u00f3n sin m\u00e1s, algo m\u00e1s debe estar oculto en los designios de la Naturaleza que no llegamos a comprender.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/nosinmibici.files.wordpress.com\/2010\/12\/problemas-humanidad-1-funcion-exponencial-grafica-exponencial.jpg?w=604\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<h1 style=\"text-align: justify;\">\u00a0La incomprensi\u00f3n de la funci\u00f3n\u00a0exponencial<\/h1>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cada 10\/15 a\u00f1os el conocimiento cient\u00edfico se doblar\u00e1, crecer\u00e1 el cien por ciento, as\u00ed que, el avance superar\u00e1 todas las previsiones.\u00a0 Tecnolog\u00edas que hoy solo son un sue\u00f1o (la energ\u00eda de fusi\u00f3n o en rob\u00f3tica, los cerebros positr\u00f3nicos), ser\u00e1n realidad en un tiempo muy corto en el futuro.\u00a0 Quiz\u00e1 entonces podamos discutir con cierto sentido la cuesti\u00f3n de si podremos o no ser se\u00f1ores del Hiperespacio.<\/p>\n<p style=\"text-align: justify;\">Viaje en el tiempo.\u00a0 Universos paralelos.\u00a0 Ventana dimensional.<\/p>\n<p style=\"text-align: justify;\">\u00a1Sue\u00f1os! Claro que, si echamos una atenta mirada a la Historia veremos que, muchos sue\u00f1os se hicieron realidad.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F09%2F05%2F%25c2%25bflo-que-paso-%25c2%25bflo-que-pasara-o-simple-imaginacion-3%2F&amp;title=%C2%BFLo+que+pas%C3%B3%3F+%C2%BFLo+que+pasar%C3%A1%3F+o%2C+simple+imaginaci%C3%B3n' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F09%2F05%2F%25c2%25bflo-que-paso-%25c2%25bflo-que-pasara-o-simple-imaginacion-3%2F&amp;title=%C2%BFLo+que+pas%C3%B3%3F+%C2%BFLo+que+pasar%C3%A1%3F+o%2C+simple+imaginaci%C3%B3n' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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