{"id":27139,"date":"2021-09-12T08:06:49","date_gmt":"2021-09-12T07:06:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27139"},"modified":"2021-09-12T08:33:59","modified_gmt":"2021-09-12T07:33:59","slug":"una-idea-que-persiste-pendiente-de-confirmacion-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/12\/una-idea-que-persiste-pendiente-de-confirmacion-3\/","title":{"rendered":"Una idea que persiste (Pendiente de confirmaci\u00f3n)"},"content":{"rendered":"<div style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/agujeros-negros-gigantes-7\/\" rel=\"prev\">Agujeros Negros Gigantes<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/06\/%c2%a1interacciones-fundamentales\/\" rel=\"next\">\u00a1Las Interacciones fundamentales!<\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div>\n<p 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\" alt=\"Nuevas evidencias de vida en un meteorito marciano?\" \/><img decoding=\"async\" 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\" alt=\"ALH84001 - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHx9pEI-o-jUG7j_zFFwdbGbuVjwaobdmrvJXZl-MbtjZv7jyL69XCapjtPtsMDmPAS3Y&amp;usqp=CAU\" alt=\"Buenos augurios en la b\u00fasqueda de antigua vida en Marte | Cosmo Noticias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los pol\u00edticos, como siempre, queriendo estar en la foto de cualquier acontecimiento<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un d\u00eda de hace ya m\u00e1s de veinte a\u00f1os, all\u00e1 por el a\u00f1o 1996, el pueblo americano escuchaba con asombro a su presidente, Clinton por aquel entonces, que en marte pod\u00eda existir vida. La noticia de que un antiguo meteorito ca\u00eddo en la Tierra y proveniente de dicho planeta, as\u00ed parec\u00eda confirmarlo al contener f\u00f3siles de vida microbiana. Como podr\u00e9is comprender, aquello impact\u00f3 en la opini\u00f3n p\u00fablica de todo el mundo y, la noticia, fue objeto de todas las primeras planas y tambi\u00e9n, de todas las conversaciones en los corrillos en el trabajo, en el caf\u00e9, por las calles y en familia. \u00a1Vida en otro planeta!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_gMI6w4XIzZo\/TPn8rU-50UI\/AAAAAAAAAag\/drABVAgdQBw\/w1200-h630-p-k-no-nu\/estromatolitos-franja-central.jpg\" alt=\"Sobre esto y aquello: Bioconstrucciones arcaicas\" \/><\/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 Bioconstrucciones arcaicas<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Arriba\u00a0el testimonio f\u00f3sil de unas maravillosas bioconstrucciones bacterianas denominadas estromatolitos. Hace unos dos mil millones de a\u00f1os (MA), cuando en los oc\u00e9anos ya emerg\u00edan millones de c\u00e9lulas vivas, los arrecifes de estromatolitos comenzaron a expandirse y a segregar un gas que fue causante de la primera extinci\u00f3n masiva del planeta. Este gas era el ox\u00edgeno y provoc\u00f3 un cambio tan dr\u00e1stico en la Tierra, que permiti\u00f3 una expansi\u00f3n vital sin precedentes.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" 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\" alt=\"Apuntes de Evoluci\u00f3n: \u00bfEs la explosi\u00f3n c\u00e1mbrica un fraude sigmoide?\" \/><img decoding=\"async\" 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\" alt=\"Descubren el secreto detr\u00e1s de la explosi\u00f3n C\u00e1mbrica - Quo\" \/><\/p>\n<p>La explosi\u00f3n biol\u00f3gica C\u00e1mbrica<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0De forma un tanto s\u00fabita y todav\u00eda insuficientemente explicada, la vida estall\u00f3 en un sinf\u00edn de organismos complejos, algunos precursores de los que actualmente pueblan la Tierra y otros ya extinguidos, en el C\u00e1mbrico temprano.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Aunque no lo podamos saber todo y no estemos al tanto de lo que pasa en el mundo cient\u00edfico (las noticias saltan cuando hay un descubrimiento relevante), lo cierto es que, durante los \u00faltimos a\u00f1os los cient\u00edficos han llevado a cabo una espectacular puesta al d\u00eda de sus ideas sobre el origen de la vida. Todos hemos podido leer en los libros de texto que, la vida, comenz\u00f3 temprano en nuestro planeta. Seg\u00fan todos los indicios (los f\u00f3siles encontrados en las rocas m\u00e1s antiguas as\u00ed lo afirman), la vida ha estado presente en la Tierra desde hace ya unos cuatro mil millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Recreaci\u00f3n del impacto de un meteorito y el cr\u00e1ter que produce. | Nicolle Rager-Fuller\/NSF\" src=\"http:\/\/estaticos04.cache.el-mundo.net\/elmundo\/imagenes\/2012\/04\/18\/ciencia\/1334742176_0.jpg\" alt=\"Recreaci\u00f3n del impacto de un meteorito y el cr\u00e1ter que produce. | Nicolle Rager-Fuller\/NSF\" width=\"470\" height=\"313\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Encuentran microbios a dos kil\u00f3metros bajo tierra en un cr\u00e1ter en EEUU<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Parece ahora que los primeros organismos terrestres viv\u00edan en el subsuelo profundo al calor de la joven Tierra, enterrados en rocas calentadas geot\u00e9rmicamente en condiciones similares a las que podr\u00edamos encontrar en una olla a presi\u00f3n. S\u00f3lo posteriormente migraron estos organismos a la superficie. Sorprendentemente, los descendientes de esos microbios primordiales a\u00fan est\u00e1n all\u00ed, a kil\u00f3metros de profundidad bajo nuestros pies.<\/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:ANd9GcSCUw7nlhfRzUMQDBT_Fw_36xZ2tJ6dsJEohg&amp;usqp=CAU\" alt=\"La Explosi\u00f3n c\u00e1mbrica y la evoluci\u00f3n - Wiki Pseudociencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4PZGKFwKCRaCpRwnrJ_xuvjpfcIFnaPwdZVxjuIgG304Dt5va1bfJPVVLddftPCEEx9s&amp;usqp=CAU\" alt=\"La explosi\u00f3n c\u00e1mbrica \u2013 El Nacional\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace algunos a\u00f1os nadie pod\u00eda sospechar que la vida pudiera estar presente en un ambiente tan inh\u00f3spito escondidos en las rocas bajo la superficie de la Tierra y\u2026\u00a0 \u00bfde Marte?.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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JgXbveNz2pR1SGQEqpcRF5gHgwPt5U5eJx\/0RPjYxdQW1eUGJ9KeZAO4uGje20d52At9qTNgtAfcKbiwuTxp3U01wcyzJuyr2U6TPcDtauc42utsSNmVUlmxRMwZOo+cgUxfMhEDWlhadjP5VXMPKYRJlp\/msQTHAPAnej8TE99GGJVcNASolib2jv6eVb+OT1i2WpepZwkXEORAUwI5mTYG1u9LBi4jsAvNrQL8+ppk3Ti6OD4dIlSfiFpM3+\/ExUOXzS5fQxGswLEERyfEbSe\/lTlvS8c7g7IdPxWQOTqAkBWu0g7A8X70zbXGlE8SrBJsNqXp1NMZvArIFEsLRvuSDvU2E5VgQbT3vPf0rNth1Rns07NhTiEatTADkCdj3o98GLgyOQdqR5kENqBAO8Da\/Ij\/ADepxn2i1\/Pj5VucmLGYuXCyR32\/O9Sf8yItKjyAtQLYgBJZ1jfbmOAKW4WW16ipkBiJIM\/n51q1lbszmwtVb2sjFwTO6eIfLimufYzSjOufdvH8p\/Kt2uTy\/DxDrAKWZgG7HswPcbfOmqY8NZiA0AMNwwEX7bUBl84mvS1jNprl8Q4LlSAVY+HVwTuLcE3qusGdS6oEXSpgx42m5MzAG8+tCZTJhwMRjdhf\/THfufOiBlsPHguNOkzad+Q3lRWfXDUKWkLFlWLje\/YGB9auAHO51FVU0piGLSPFPENvA70mfMMbQB3C\/r50blnw3dmiJJgCSAPzIHYVOekFvGJUbi147xTAL0vJEnUR\/UDE96sWSaHCoFDtIY3H1i1x2oHLK+ERqLaTcmPD6jy9aaLhoxBsCZ9TPPzqq1iroeVkmOQStoEdp\/aoUxFEhwAZMnuf1P71Pmc6MLw6dcWA7DkEnj96W5vOamlUILbnSJn04HpvREOfUEatInid48u17zWLiaVjSxAE\/Tve48qizGOwBmBaB3M\/KomzdhAjyO9p3J39KB065dVwy74qs6a5RFgDUygXaZOnmtviZbCEaswwmzBEMzwPHsKH6rhhsPLQRfCFuAdbxNKs2GBUA2TgGQLyYP8Am1TSQ6w8bKubPji1pRBPzL1xhtliyoXxwGiAUQcgSYxL0qR2cECOd+w4onJZgApqJ+Jbt5MNuy00wVmciqu+GrwqMyvMw2liOdpjasVdK\/AAFO8yPkKzq2OHzOKAI8b6o8nbvzIqBy\/4nsL7QB6nmoqLMYWJiPF7kAIvc2Fq939mch7jLYeDyiAH1Mk\/cmvHfZXBOYzWGFJChlJP4m0nVPkLV7pg81YxfVBXIodUjxT8t6nXpa6SWeLWAuT+1E4+aVRAAXe55NDYYJYMxniJ71zaLc\/kxhqHaCDYL+tAvmn0iCArWk2A9atjqHQ+8gwxCLx8zSzL5eSVCrCmbmAvYxvUs\/FnQLpjnCDPJ1BZOqwHmBz5CmWQ6m+KIki+5EkgXJttReFlss0OzO0DxXsSdzHHyovDwsERoVNAmwB1R2IqWXo6BthIzFgCQewtXaZw4OooniAiN\/0maZ4eXTSAIIjgkAd9qW57LHQURiGJk\/yjgyfTzrWZ2boDM9XOlTZmckaZgTF2N+xH2obJ5UPPjKPJtMi+wI533oQoA8glmiAxFjHEbUfkOorhg6NJIvB9YA8jPFc7y1uTJ166xcD3YdS9goIIEyeAZ+EUuTCDSwchgNjIj0jij891JGQmF8UawfiBB479\/nW8DS+GWVRA84b5+XnTPxNv2XZfL4jGLQZjVMdyPCDvT1dWA7sFRPAnhksGiSWvexJFBZfMMkm+obKACt4vq\/Xbep84VxAWgq24J29PMVvxnTH+KOgCN\/iJWJHC\/cCkTZF8R9KrAjcmSqiwgfhG0Ux6Z75xDPrIEloEgeVrm0UQubw8O6iBHiI5533MVL36ncqDMYCJgFFhnImIkAkxv8qU5bPOvgdiGFlMX8h9Kj6jmmZmdJYGwvYGRsPzFQvjYkSVVjPA+31pTTDG6uq+BmWRYWj0rMrmtQO8RzvI3j6iq+2I7tAUrpiWgbepFO8HLJ7sl3ZT25IPIqdfR2Hx8F2YqHVCxAksJIIiY3irRkcDDw0VDiXUQTbxH+b51U8YKmlS5fT+IbwOCd+1qkw+orG0+c0thi5Z3A8qrfXsyuBhMzCZsBze1XXFw5qoe2fRziopXdTMdxXaxzx4\/mF1nVteu3xfeDQ48UwrDvFp\/KiMxl3UujLafmK5yqBW1MJ0MSR3EW+V\/tWmw2K+LhxqmDYid\/n6V1l+kvieMMNBvNyQAdo3mmyOjyr25F+dtzwakyeKFHg8DaoINztza3fzorbdIGEVbDhjpgiNp\/8Asea6XHIMTaLRcibxRGHl3dzLHSTuWJUzvYem00flOnqjdt7hRp+hJvU0wrxstiMsqWF7qZE+Rk29POl+WzRBgSBxwf8AtieKuD4UIdJJmeINwdrW3qt5XJBHbU+rTpB3Piidzsf2pFHqVCLiMBexB7jkz5CpsLFUprmZ+xO\/pxS7MZXWdSBo\/Hqghe5J4G9S5nIY2t1CKVkaCI06WE6pnfi30pUhauGHZjYnVABNh5gX3M1zjYUiDpYzK7\/rxej0yDoQNGmQfEYE\/wDyO\/FDoqawHI3gT\/bakUX1Q6EwBpWfdqLCw\/6j0nx8qyISGABPw8kdx3ptmesA6UOFhOuGCq6kYk3JvDiRJNBjqBcx\/D5YyDuj8dvH5VQvTEjiYM+X07UVgIjOjNLsWWxJAHiHIox80qW9xltUf\/zeJHq\/2ofL9YhgTl8sIuIw2EH+ugz2hyZGPiMbH3rxBmxdoBj52obE8fgJ2iYO\/wAtqHzedd3eGLF3ZnjYFySY7XPnVz9lvZbUFxcUwJBC8mDz5Vm3EvSwf8PejqinHYQzWQdhtPqa9DwefSkuVA4pzlDvSMSqljdMdyZJN+ePId6CPRcRGhSPlNOs3qUkIQSWMmTCg3t510mKwEvZQPneudkblC4aaH0FjJFto+GSCfOlefRy0kOByqjSp+fJiiWzmHqZdQUwNGq5aT32BFS4UFwNJsCNTTE\/rWpQJ0pLyARHnb6R504wXU2YhQZFt7zxzRLBilrKbeR+nE2mluLhRsyyxjTEi3Jnjj61nB1niRKrEKdp0j6jf0obLppgFliIdu8GbUJ1NNBKahIglV+G\/Jm\/NqL6SgVSWEyNyJ7bD61Pl3i\/HrQHU9cIVhBqnUFkTwIHlFSZfpTaA7JraA5Hdexn5U30tI0rM7CdjYXH1pl0\/CYKxxGLHngjygdqnx2rvTz6EZizAJ2UA78C\/FT4KMNSrqAj4piJ4jsQad5nARVZjpIkgE3twI\/WhsjmFgKYFzc8\/wCCpOHZ8ukeUyzKBqm5mxsR2j+9H4+fkFSBMWYtYcT5elK8fEuQN5tHnXD5bSwbwkDg7n1FbyM7R+FnzhQuptrOt1nse8gmpcRUxPFYcnULA+n1oBcVwp0gBSOZpnkMNSUJebCV9BTOjUeX6Q5A0QVY2c2A\/wBQUd6YY4RMPS6CdlI38zf61Li5sAkSIkCRz50vzGY1EyOTBFOgScvlmXSIB57nzHekuPlcJZDamjaPy8vlROH0l3UOh0gctvbt5V1hdJx3+GCovqaxJ\/apb\/FBY2WwwlkKyebz5Ukx+jLqMOQO1WxskXXQTDJSpggJEnesb+mPQ3Wgc\/l9QtTE1G4r1WOdjzH2yyK6VbTDarkdoqiOksynfiO1pr2f2h6UuKhBseD2NeT9X6c+G5gS0i36VmdLxLcPwsVIkfe\/50blBoIZjJ2k2kDb5gUQigAFlI9eK5xV1jSOJ9R2itNLEuX8CuApWZ8JBt5g7elcNnNDayIU2Bm2037cikPTccq2kORIhlj5zBseas2Hgo6ajDI3zuJv5c96mK5bE1gFJluZ+n6VH0dhhaw7KQ7SZHxH4TJ5MjaKHwwirpCwJkeI7cb8UNnMi5B0NpMSAZEkbANMAzf1FIC3xRrdEwsNExEBg\/GxkG17KI+1KusZ0phiHbUBtNpJ+GOaY5bAARHd\/GBolh4gACdI5Ig\/akydLZ8Qs4JUCZmbt8IA8ov60ogy2HjONesljurcjiJ2rj+F3Dk7xBsfSKKzmDjYd2giRDCQB5eRqD35IBOnv5\/M701EuFhoRGlosDA3jz4qJ1CiTwdjzew7io8bqGuUncg8gDif87VKwYoSwBj9OfOmqgxGZjJBbyHFB42XcyAbcDn+9ZmGZiAlgDJmxJ9OKMwGHLR6\/vUEOSyT6xLwbH6Xg\/SvYOm4+vBR40yokduKqHRfZRsQK7voU3iPEw\/SavOFghQFGwAA9BWa58rovJm1OsnsfSluWwqaZdYB9K1IQgxlU6iCORuQR+lQY2Pa4LwLjny\/OuMXLuZAUlvPafStEFVN77MYiLduP3rntbK3wWl\/CoPhhLFu1gbc96K6XmMRgAU8CtzZ9QBEmO\/YdqzLMsAAEm93JgyNrfvTxM2gUf8ATKwBMAfnzzUmlwOpfc+DyFwx4m3rap8TKeCXiYO1rHbbnYUXh5gKp1Awb35Hz2pZ1rOh1Kp8KfFBuZiB8jV+uwtxnQ\/hn+UDbzO3iPN5oV88GESIOw\/EY2EbipFw3YaVW545+VNWfCRFRcJC+mDYSOSSfWazhqI9Vw8JVR9StuxAkgnaZvftQubz+M7WmOFFjQmZww+IcRhLztECdhb0FajS5BEMYMlvt\/narasmhM371vGsoOdQtHMd6jzGYdkRLQplmjxGab9RL4qqmmwHftS1MsDa4NJOkt7bR0R4Ri03qcQ5LE7HY1HidP0wwsaO6eukliNU0m7n0XzQubcv4cP4ebXrjL5vQ0AQ3c7U6UoxE+Cuc4mGpkENTKu9I3IZQSQO8bVDlcMTtqG9Df8ANMEalUajyKKyeW1jUDpFTzoF4WYP4yQgvp70bi9fQIdAbX+FY3oYeAanuBVZzXWimIXW88VrfpMq0IoZCxGlzc+XlSLFwGkwTFT4XWFxI0iGO4qQY6c71LJfVlsXiK4YV3WGvQwBzmHK1RfaLp+rxgSV37x3+Veg4q0i6pgyCI3BFZs+08ecIwYxAnmeRWs0ghiNOqDtvHYipM3kwpIurJcn07UG6I1z8f8AlwaR0c4GXBnWqyREAww\/1etA4PV3y7sr\/BN4GxPPnNNnxF1aiLhbHnehs2NYnQCfP8QFUdYHWMJyNRYA8spCxxEbHzpk+YQLKMGkRIvcevNJ\/fh0926Sq3AA0sv\/AJCpMDN+72+GQYJuPOKIPOFquzGZBgnjm\/6UT\/EIiOZi1xN\/DsI772oDMZtTBYC3bmt+60kMkFCJuNpiZnipVOMnjKxCt8JIkEbjgHyofrXS8Nb4eGF4kd+4+9Lkzig2OowBbYAX+t96g6p1jHxfAi2UCTNzzHnxVHPvQq7jkbAmOJ5rlcfUCAIJECBHPE3+fnW8h0PMYsNoInlrCrV0X2VGGwfFfW42A+EfvUtjNpf032ODoGxtSs14U3+dO8r7JZdCG0liOGMirBhYPai8PKd6zlrHdAJvCj0phlsr3qVMiAaPRIqziSI0w4ojCG9aArvD5rbSs57Wg3YBifFMxEn5eVLcPpzFRiF9YMyQQe0Dz7zRudzxfUraWAPwEWgbXpY5xiG0IUT4VhfDB3+9cPtv6M8rjqSFcSALTHN5tsRTHARSloI3jYHg\/MVT8T3u6eFkN\/Dv5EdqcZfrHuQDmTMEQU2v35I5q7iYY9RzSBpaCImCQIi9xvFhekd0LuZIhjpERddoHmajzTYOINcPGwN+9dZVTpYhYQcTJNZ5dkMOk5pwhdl0+EwTxtNu9KMwzPJBF\/kakxc87wugae3NqwYJg3gXMGm6tmOsDCABZ30yLflegsUgtAOq9zRS5dnWLD1qHEdUGlVvyalhqZUNyhIWIFS9O6M5adVhe9OMhhp7u8XojIrCmtSdJb2F9yjAgmGHFQYOHoMKJHNT47xxcUsXPkMaWrI46rhxfYUpBDiAdqedVTWgC70gw0CMQCNUSRzEwD6WqS9tfGYHXLohmL1Z+lYngjvSPFxOSK7TNOkEAx6VbJusbfDnNYjEFAd6T4GVw0YnEEnimeDmg4nY0NncREGpjJrN\/WpQWbK4SkqInakwx2N5NaznUTiNA2rQwz51m1Me11s1grK9bDllpdncvNM4rjESRUsHnntD0pn8SAswEEAwY\/WqfmelukSXEbiLfKvVc3haWnvQTIGsVmPKsbiTljyfRF4Mjk0wyrl1lrECY\/bgirb1T2XwsZZUaD3X9qjynskiJpLliTM7RG1X5NbFV9w2KDoTWVEkJEjzPc1vJ9LxcQF1TEOkxBUL8vFvTg9Hz+BiYgybZf3bkH\/qfFMXG20zUhwut\/z5T6f7aup8i5PZjHJ1HCid4cBh8o+00xy\/s3incRz42m\/oLCulTrf8+T+n+2sK9a\/nyf0\/20tqbXOL7JYhYw6KoFoEye0cetdZD2VdTOJiAqOFEE\/M8VoDrZ\/Hk\/p\/trRHW9tWU+n+2p3+m1btVh5VFnC\/unOGwVwrMGZdQEAnaRO3eqwuU622zZT\/AD\/40dgZHrwFmyPzH+2k4pIe5jqrYOVy2IdGrG92pfEbThoXwi5dyNllY4uwoTE9rMeQEwsAgsEB1uRqOVbMyDpusIQLAmRtFxGyvtAV0lsgV7EEi3lpis\/hfaD+bIfQ9o\/l7WrbS9dMzXvcLDxI060Vo3jUoMT86Jrz5cH2hFg+Rj0P\/jW\/c+0P8+R+h\/8AGg9ArpOa899z7Q\/z5H6H\/wAat3s6uZGAP4w4ZxpbUcP4YnwxYXigqHVZUslvETF94n70Fg5rEWxdvCPCu4MfFPa1E5zpTmHBLTeDHfvUa9Oh1aYWfxG\/cz3rhY1BD4mK412jYEDy\/elZymvdeeODvT33UABysTYDaJmiUREECwN7c+tFRZPprKG8UyJg7elZl+muG1Fgotajk0Rua7XLqxBYkgU+MTQvVSiLKkFuwpfgANDMCDzTpOmozkm9EZ3BUJAQUnGrbCxHSIiSdq1h5VCTIg+dcZbKsGLdtq6xsFy0g0+kxhxNJ0xt2prlsWR2pfkQA8t96k6ln0Sy81RmazKClOYw\/wAQiq\/1P2bw8ziHFd8QGAIVoFvlQa+w+AdsTH\/r\/tUvHjfVlsW9M3IiIpKuUVMxiYkKA6ICRuWVmJJ72IE0B\/6AwI\/9zH\/r\/tQmY9icBN3xv6\/7U\/5k9NtSP7O4h8QY6pZh423\/AIjUnlbDlftXGL0nEUSW8ck\/G2\/8TrW0xbClY84oEezeBMa8f+v+1af2WweGxv6\/7UvPj+nxqz4eOxmLUDm8g7\/E8ikY9l8H+fF\/q\/tXH\/prCP48X+r+1Y3j+rl\/FhyXT1WJpr7hOwqnJ7KYJ\/Hi\/wBX9qeYH\/TVUBJCAKCTeB386ls+iPYK6rKyvW5tVjbVqsoFHU6Xpuaysrny9ZrF+GtGsrKiMSu22rKygiXetruaysoOV3NS4fNZWVAyydM0rKyukajusrKytK1W6ysoNVtNjWVlBUsD4PmfzNRZn4R61lZXGtRG3HrRb7isrKkVP3+VF4Xw1lZRHeB8dd534TWVldJ4yW5eicHmt1lZjQFt6U574q3WU5ETYXw1mW3rKysVRq0v6nzWVlY5eKRrU3FZWVxrpEGJUQrVZSAnLb1K+9ZWVWH\/2Q==\" alt=\"Un nuevo an\u00e1lisis encuentra mol\u00e9culas org\u00e1nicas en ALH 84001, el meteorito  proveniente de Marte encontrado en la Ant\u00e1rtida\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Fotograf\u00eda de un trocito del meteorito ALH 84001<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo empez\u00f3 la vida exactamente? \u00bfQu\u00e9 procesos f\u00edsicos qu\u00edmicos pueden transformar la materia \u201cinerte\u201d en un\u00a0 organismo viv0? Esta compleja pregunta sigue siendo uno de los m\u00e1s grandes misterios de la naturaleza y quiz\u00e1s, el reto cient\u00edfico tambi\u00e9n mayor. Equipos de qu\u00edmicos y bi\u00f3logos desde hace a\u00f1os, est\u00e1n abordando el complejo problema y tratan de desvelar el secreto tan celosamente guardado por la Naturaleza. Muchos de ellos, han tenido que concluir diciendo que, las leyes de la Naturaleza, est\u00e1n predispuestas a favor de la vida y dicen que la vida se formar\u00e1 y surgir\u00e1 en todos aquellos lugares que tengan las condiciones id\u00f3neas para ello.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a8\/ALH84001_structures.jpg\" alt=\"File:ALH84001 structures.jpg\" width=\"450\" height=\"304\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Vista\u00a0 microsc\u00f3pica de la estructura interna del ALH 84001<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed que, no s\u00f3lo en la Tierra o Marte (seguramente en el presente en el subsuelo), tambi\u00e9n la vida podr\u00eda estar presente en cualquier luna o planeta que, situado en la zona habitable de la estrella que los acoge, con atm\u00f3sfera y elementos qu\u00edmicos y los dem\u00e1s ingredientes necesarios como el CHON (Carbono, Hidr\u00f3geno, Ox\u00edgeno, Nitr\u00f3geno\u2026) adem\u00e1s de la presencia tambi\u00e9n de alguna clase de actividad tect\u00f3nica-volc\u00e1nica, una capa de ozono, la presencia de gases con efecto invernadero, agua l\u00edquida, \u00bfun planeta gigante?, existencia de un campo magn\u00e9tico\u2026<\/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:ANd9GcRPDTd11dC8PtdHPrmRV-ZBP1vXudUVUF3TveVNOt-hNEDfEaAknel1pEo1OTnVBfjo7wM&amp;usqp=CAU\" alt=\"Que compuestos qu\u00edmicos delatar\u00edan la existencia de vida en otro planeta? |  Actualidad | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcToLbwDpXsk6uhmv4Vi45y9i0-SR3JNtBDpxgU6UN1MN0OjJc_V7vscoCEZnnhKFbhiWo4&amp;usqp=CAU\" alt=\"Lluvia de \u00e1cido sulf\u00farico y vientos supers\u00f3nicos de metano: \u00bfc\u00f3mo es el  clima en otros planetas?\" \/><\/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\u00bfQui\u00e9n sabe lo que en otros mundos podr\u00edamos encontrar?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La tect\u00f3nica de placas y el vulcanismo activo de nuestro planeta habr\u00edan tenido un importante\u00a0<label>papel<\/label>\u00a0para mantener el clima\u00a0<label>estable<\/label>. Estos procesos act\u00faan como un gigantesco termostato natural que regula la cantidad de di\u00f3xido de carbono de la atm\u00f3sfera, y manteniendo el efecto invernadero a raya.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El vulcanismo: Qu\u00e9 es,tipos y cosecuencias | MUNDO GEOGRAF\u00cdA\" \/><img decoding=\"async\" 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\" alt=\"tectonicas de placas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los gases de efecto invernadero tan satanizados hoy en d\u00eda, son absolutamente imprescindibles para la vida. Los m\u00e1s importantes son el di\u00f3xido de carbono, vapor de agua y el metano que atrapan el calor del Sol que de otra forma escapar\u00eda al espacio. Sin estos gases en la atm\u00f3sfera, el planeta entero ser\u00eda un gigantesco congelador.<\/p>\n<p style=\"text-align: justify;\">La capa de ozono es cr\u00edtica para las plantas y animales bloqueando la mayor parte de estos nocivos rayos de alta energ\u00eda procedentes del Sol.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img1.picmix.com\/output\/stamp\/normal\/4\/3\/0\/3\/963034_64f9c.gif\" alt=\"WATERFALL gif BG cascade fond - PicMix\" \/><img decoding=\"async\" src=\"https:\/\/phoneky.co.uk\/thumbs\/screensavers\/down\/places\/waterfall_xotk46t8.gif\" alt=\"cascada Fondo de Pantalla vivo de iPhone - Descargar en la aplicaci\u00f3n  PHONEKY para iOS\" \/><\/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 Ya nos dijo Tales de Mileto la importancia del agua para la Vida<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El agua l\u00edquida es absolutamente imprescindible para la vida como la conocemos. Los oc\u00e9anos proporcionan el ambiente l\u00edquido perfecto para que proliferen los organismos vivos. A pesar de todo, existen algunos organismos vivos ex\u00f3ticos capaces de sobrevivir en ambientes mucho m\u00e1s secos. El agua se filtra a gran profundidad en las rocas actuando adem\u00e1s como\u00a0<label>lubricante<\/label>\u00a0natural en los movimientos de las placas tect\u00f3nicas.<\/p>\n<p style=\"text-align: justify;\">Este es uno de los aspectos m\u00e1s importantes para que la vida pueda desarrollarse. La zona habitable de un sistema estelar se suele definir como aquella regi\u00f3n del sistema en la que el agua puede existir en forma l\u00edquida. Distancias menores a la estrellas provocar\u00edan que los oc\u00e9anos hirviesen y se secasen, distancias mayores causar\u00edan que los oc\u00e9anos se congelasen.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lamula.pe\/media\/uploads\/c5a0655d-cf9c-49c5-8d26-c9e5a0f45145.jpg\" alt=\"Noticia: J\u00fapiter nos protege de grandes asteroides y cometas que  colisionar\u00edan con la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No pocos de los asteroides que llegan al Sistema solar son atra\u00eddos por la Gravedad de J\u00fapiter librando al planeta Tierra de una gran cat\u00e1strofe. Hasta el momento hemos tenido mucha suerte \u00a1Que siga!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos cient\u00edficos opinan que la existencia de un planeta masivo como J\u00fapiter en nuestro Sistema solar solar protege a la Tierra de impactos de asteroides y cometas. J\u00fapiter actuar\u00eda como un escudo, absorbiendo la mayor\u00eda de impactos de asteroides y cometas, capaces de provocar una enorme destrucci\u00f3n en la biosfera.<\/p>\n<p style=\"text-align: justify;\">Un planeta habitable necesitar\u00eda un campo magn\u00e9tico capaz de protegerlo de la embestida de part\u00edculas cargadas del viento estelar desviando la corriente. Sin la presencia de un campo magn\u00e9tico, el viento solar o estelar podr\u00eda arrancar la atm\u00f3sfera del planeta que escapar\u00eda al espacio. Un campo magn\u00e9tico tambi\u00e9n protege de la radiaci\u00f3n c\u00f3smica\u2026<\/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:\/\/es.sott.net\/image\/image\/s5\/104151\/full\/El_campo_magn_tico.jpg\" alt=\"\" width=\"599\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La creencia en que la vida est\u00e1 inscrita en las leyes de la Naturaleza trae un d\u00e9bil eco de una era religiosa pasada, de un universo concebido para ser habitado por criaturas vivas. Muchos cient\u00edficos menosprecian tales ideas, e insisten en que el origen de la vida\u00a0 fue un accidente an\u00f3malo de la qu\u00edmica que s\u00f3lo se dio en la Tierra; y que la posterior emergencia de organismos complejos, incluyendo los seres conscientes, es as\u00ed mismo un resultado puramente fortuito de una gigantesca loter\u00eda c\u00f3smica. En este debate est\u00e1 en juego el lugar mismo de la Humanidad en el Cosmos: \u00bfQui\u00e9nes somos y d\u00f3nde encajamos dentro del gran esquema?<\/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=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_d1c4TVPzQa0\/TEV76peBT8I\/AAAAAAAAAlc\/90b4C87UlwI\/s1600\/snetido+de+vida.jpg\" alt=\"\" width=\"533\" height=\"400\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, ahora estamos vigilantes y queremos desvelar ese misterio. En cuanto a que todo esto es el resultado de una gran loter\u00eda c\u00f3smica\u2026 me parece que no. En una loter\u00eda sale un n\u00famero y, sin embargo, en lo relativo a la vida, sabemos que actualmente s\u00f3lo viven en nuestro planeta aproximadamente un uno por ciento de todas las especies que lo han poblado a lo largo de su existencia. Y, si es as\u00ed (que lo es), \u00bfC\u00f3mo es posible esa diversidad de criaturas en un caso fortuito? \u00bfNo ser\u00e1 m\u00e1s l\u00f3gico pensar que, la vida, es consustancial de la din\u00e1mica del Universo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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6rw+ApahhoQ6mgAOSwJYDV96awVJBzLAyhzIJD2EJIly96N4fiHD4lKRxKcMpMYzEscuYgRmYkkO196ecuA2jNUlSMTKvKVgSlQ90lMgpLZVB\/Jq3\/ABjxAcScPDwsNGEUICCSrK5Ikqze6eUjeRuK87gcUDiqXi5sQF8ygeYk6gnX+q7CBUs5UlRUFFrlgHJLHQB\/KtMtkNDnAcOVBaV4gSEBSglT8xhLCGBPXah4mMoEBrfY\/mKWw8QZnEJJkXjuZGz16PD4fhjgLWtavbOnIkDlUkXfs1arZDyL4GKtak4RBUXAuXSCHU1wAHJMGxioxOICVFAOYuQlhcu13bLq9ZAxShYKFFJ3te9tDVsVCsozM5QCA4MGA2U\/I2o\/1D0LJwFBIW3IokDYkM8eYmqEPJ7V2GkkEsTv5lnPnVFrgN1+Vu+lcUOuxFiQNZBgiq4+ITzFRUVOVHXq5N\/5qmUu7g+vV65Ci9\/7i\/T8U0oS3TsMmzkD168qtmDPsfUa1OJNt\/KoQoE27j6U2LoYOGUltSwgbgEecioxjMsSzfCqL6H1pXLDDr+akounAINiHDhxJBse1WXh5SQXBGn5q3DrDpzqURGZjIA\/1czFqjGUHLSC0vPn1pQdgPJLTf8Ar11qFi30PeD1qcxnrD1GIDm0P3ogUnhsF1pSVBDn3i\/L1LB65YaCacX7P2aCjP7UqOd\/duMuXV70ljLEBLswdzrq0CL0kqHRVZNjPrT5VCMNyHs86RVUqnrvt22o+OMzHLLSQScxdySTrppYVaSJbOx1EqLklVjLmA32+VQiQxBe7vr\/AE9BUhiHZjMWnTypnDVYCSzR8R3pwmlMSZBUGFn3Mh2eYoCkFnl9X9d6eCX0\/j8zPlQfacoAPf41pnklhOERhhSitCzyHLzD39Cf+el+ta\/6Q8BHEYoQpQSnvWPht8Jpvw3xReAvOghxaHExrWmWjPVaN79Y+Ap4ZWVKiUvcCHOh615fCWgAlRVmAZLAAKOZ1Fbz7tmGgp3i\/EFrHOt3m\/2pdGCkid5jQi76N96bjBcC6sUQCSCDbv8AQ1CVchRkRzEHOq6WeEkwHeX2pxXhxUkJSDnDlRNm0YwQQ1n1qAElCU5Mq0upasx5hACQlmd3L9TS9QplrUnKA06qlwloDed+1SpCAEBK1EtzOwAUYLMSWAaelN8QQpKXISxbSz6x1Al7eVKJ4UuQxBH7SGIgH4MdqnXHJSL8OgOUkOxDkbu29j+K0cZS1p90kpYQLADQDpc1TFQDKUsLqMT8h2AGz0x4Vi4iVPhEha0qSAARmBTkKY1L+dYvaNFlmItWaEsS4h97fenwpKcBKSnnUoq5kgIKctwocx5ha3may+Iz5znBCxBzXLDJr0itriuKxcbDSpYWtGEBhoM5UlyppA00VN7ilYhzkzFFRAGg+\/Wuw1xI5nDEyGGgOlxRMLiFpQUDNlWQ4\/aoILi4kAvrVcLh1LdhYEkiwm56VT4Eq2WxcwAVIzA9jLFqFhPrrUvZirMYLxcN8L1cJfT3b7fwHqSiYBIzCNZsRa1SjAU2cA5Yn81VZB2lun9CqqLBtXn8Hb+aaEMqwzkUrQEPI\/dZhc2pDNM0xi4j\/wAlzQ1p2o9QbCoVrUtPT70ICK08FCsVGRBcYedYBCUsmCok3UXFtrUJcBeRJhNSqWJPQ7iuBNhf8+hVT19CpKINdmzEqLeQbXRoqH061ZTpgjY+vzTSJZUSYp7hMZCULCkBalBkyRkLjmi+zdaX4bHUhYWCypY7OG+9QhTzR0MsthYltAR61euyuQAC5ItvsAKhGKoF3tHxqqlm+vSG+FqBHFRBt3H1rkr7VJVq7vQyk\/GtEQ0XKwLfGmfD+EK8RCAUjMWdRAHmTAHelyhyCosNT92pnBwi466\/nYVoiCMXBIWUqIu3T5XpvAyQlSHDu6SxIm1wLjTSi8Hw4UsBcAkB9JOte48S\/SqcPA9okg9Ne\/aqz+jWbeRT9LYaEYWJjJWhSygjIsPB2615rjcBAAWkpBXeCMnN+Jh770XAw1of2ail+Vv9nBCmi3Qteq8dhkoAAAu7TLwTt5VblRlm8nn+H4YrUoJIGVClklQEJFg9zsLmjcOSpQUVkk6kuYgB96g8PokgvDgXzbvZpmtMcKhKklOYJeBc36NWXm4zDXxJvQM4Za0\/a19aa8M4RGdIWsICoClOwBD5i0360DHLwBaY21f+assJCd3n+PhXDIeisKGFx+H\/AOVbMtINwTlLX2LSzxUYmCtOGgArShfMUvykgqSVND2Gu+9MccUFCQkEKSokmGYiBZ9HclukUBDgEgwAQDcXYt0d\/jT9nODD1VBnH5QkuWhLmBu27mfjWnwHjuJgoxEAJIxUlJdILOxLbaVl42C5BgA2D2GxoYTNi92\/Hl9K1apFa6Df5JCSkBLqL5iA8bPadtqCgMQfp3qFJY26tXYUuNR+Zql0Q2GKyo5gEghrNpYnrqTQVkmn+H8OJw1YmZPKoJykjOSqxAeRFO+F4GN7Y4XDkLWsFLpD5goSASNtaO2OGKhJKSWLD4edWC5cQzN07edaPiXCow0IAWTiHMFoKWyEFgHeXrMS1SqDJQCS1oJvsH1u9WwMZnd5FhE6E1QvoGoisRGRKUIIWHzLf3gejcrCqXIuiUXerqE1UIILQ4m41D1ZK\/hr\/NJoaYNaWqQdTPf6VfEk7dNqgJh6EDKKbr8fjXBqKtYNg2\/WfVtqG1Jgi7gmYB2H2qVgANJ66FjcRZqgILgMe3S9WAzW2+lNdAwSETq1FUjQPGtSkO1MIwTTpMF8UAMCe8fTemU4sJJlhQeJQAwfVqZ4LD\/dyta\/21rS8Eys2uHTmCVpsNRTnEeMYhTkC1dtKf8ABvD3QGAPYwp9Oh69axvHf\/Fj5QGHpxVY2ujXfh0lSxWCltWmiJx1IBCTykHOLZkiSkFrlopnw3wsr5qd4zwwIQRlB\/6lxfTWtspPXJlrxazmnjcTFSrEV7NJQkmEnmYPAJae9aPH4eRAJZxA879TT3CeGpK8oG0lg0fmmPHfDVoLKSzAH4sB86PLmmvxccNswkGA9paP\/poDy3ZqGssS7OzSIkfinuJw0oGVR7G466Tv0ofGoSjEUhCgtuUKKcoLjYsxmvP2oeh6xQwuLEljD36Npv50LBSEhIM3BYsQWiSCG7bU1jgApKwoJdzlDkjVrNBuaU4k+87yrWYFnL7NLaCso2jm1MsKZSzXWWIHaHsb269aVxHC+aH3FgQGPwY1fDDTsbCfMPHnUKSVdydp29d62ROkDUhIfyDwx7b1rDhMBXDoyKWccrZTslABhMmz7khqzMZAypObMVO4LuGMPu8mKhHEKyFDkIJCmlswgG8kAmrThhpVhcZaAhAAIxMxzKzOCP2gDRpeZqnDcUtCkrSopLwQZH3FVUhweYOGYant1qF5cxYMCHALE21ZtaP6DOxV5lEkvN3v186qjCdKlZhytDyX2Grfihmi4GVxmcXcjbtvRBUsglLEEhwWIMsXGh71VaAGYuDd99dakgN1g37uCGvauQBsX026vRBlQHN2q+YWquIIFvL4v8\/rXIQ9pdgBu8RT7AumaugNJDi12lvRqE4ZsHfUdRepeGJ2IG\/bakALNuZ+tM8KUk81qTWnmJnp070xweIkLzLSVJl0gs8FpaJqWhpl144B5UiARIfW5fVqg48JYZSkM6Ye8nrNCUoVKA9UuhMPhEMPRr0HhfguJi4S1pS4QxJe3RtdK86EMpnHcGK1OD47ESlaUFQSRzN9Y6tWe1r6Ly19g0eGlaugNem8L8Ew9klryX8q85whLyq9em8HxEpW8AwB+aPZ9M28Wc2w2vB+EVg4ycwzYZ5f\/V995qv6i4ROJxOFhBIU7uog8qX162vWxw6VZkn3kIkpSJUWvfm2avO8dxi8PxDBxloUMBZy5lJYgsUgkls1wWP4oy+Ts1EjYwfDzw6lJUU5WBAPV+1bXD+D+1QVnWQK8\/8AqbiSpYWpLJSnlGpB1I03anvDPHmw8qS8WHrau3xrTVycXyE4kYninClC8qRD3rM45GIuVklrPJ7U54r4iSvqfjS2NjECNWj81p5dQ6PieNvPIBHhSSCpZloHfejqw8NCOYFjAaHEe8WkPNjUZVkuSQOld4tjjIMNJ2BgEdPOvO3yz0HhZy3DynjfGBamQjKkDSTMF3+1ZwWV5EOACf3FkgkAOSxaEh60uJ4I+87zDN5dXcUkcEF2Lat1\/wCY6D40ZSPE8zb02wAkM\/oVGKlKS6WnTbod6mxLuJafO\/yqMgIKgocpAY6gvILMNIJ1FNF6BpVBBbM77EXtpt8qjJBIMAjWZsQLnyqcT3gWbSAHcXqiX26fT5saqGLZdfuuSD5z5+taGneiNb0dN65+lAgRq2GSxAN79RerjaiYSUZVZiQQBlADuXl5iHp0UKJTUTIq3VviPmKqT85NJMGiQkF2tYA3qEoibipQoAvtvTPE8TnWV5UpKpyoDJHYaUNjSA4a22oJW9XO1GxcTDKEBCFBYfMokFJ\/1YM6dXcmhcjZReJypTlDgmdS+hnRvnQ7B6unFhixDv8Aam\/EMbDWUlCChOUAgqd1ASejmWoYAsHCCVjOlwCMwdo1Dy0a1fiUlC1ISwHRQUGNg4vBpP2kMalKrG9NIlsZw0+XfpNNFDNzAuATpfQvrSqFOcpLBv5Hz+tDUo2ogU0sHEAIcwZa7bTXoeA4tAkCa8WhavjWjh8VlS5M\/OaWsfhePL6nuD4wMM5gQC3K0kbkUp4340rFw0hXNzAzM6fKvJ\/5rgazb+a5XELSbSCfKHtVZzGaa+S2jcX4mtmWSY1Nm+mtLq45Q50mfh2pfhOFXiObk\/f61ocX4MvCQnOho+M\/KulaeUcz29vs2PC0JxkZypK1gAnK9lJfUCQXB7VC1EcpJyu4EaQ\/1irfpUHnCUHKwcgQNno3E4LFiZc+ulYa22z6H4aT8aM7icQ5XePnWOvGlySHgsb+orU41BvcPI\/BrFxAhRMKmwZ1EuQBF9Htq1Zyi87aAYhSQAlzBNrUFOHrrdx8YEfxTnDYCSvIoqSVFPM1gd30II6d60+A8IIxThKKSQpuVQI0extWvjxTxfO5yePUFEsxJN2LqbV9ba1TGAJZBVlAF2e0mNL0fEwVYa1JUrIpOYEC5NiksO9\/vSxSxiXOXR\/IOYrFGmyCh9ARcNUIA1HM86dqGpQNyXTo13J2qyMRRAToNNb2\/jzqjBnZdPjVgGqwUR7pbNBY\/WOnWrBMfIfSkwSKG4Lj10rirf13oyC+YwDfb6fSi4\/AKQlC1NzjMli5Is52kG80BAGNiZlAqdzBPrynpXFIyu4Pa99abx\/CsROEnFKCEKJAUxZxpWek9PP0aUgEo6U0hZQFBg5DSJEguP8AUxS6kxYbPfu1FJGVmlzOvQbaUi8kKAYuLiC8CNtTb+aBgpGvStLw7IpWVbZVAgEkgJU0EsDHRppJUlmvT+hNc0hSRmJFtDrDTFQTfX1NWCizO4v0HWoUNaQMqEvUWplaUZAc3O7ZG0a799KCVlLgi7P2BeNrVSIaK+0LzpvRkpfR6CwLMC4ufQpjgUoBVnCiMpbKZdoeLPemxIsjDYZiOUwDuYijpQxzOA0yHB2g0vm07+T61zhTBpDuXMiGDdJ+NOiCKQ2jdKjABcKbsGetLwjgFYymSM3ar8VwikLIKcuQxvF60WWlSXpWGl+mOOShTkSDY7dOv4r2X6s8e4dWAmwVDPefT18nHFMwTu57zVfFUqWQArMPPTvVa2pyJYd4Pc+BrUhULIStlM8KDuO9bniRQtSglYKkgEpFwDYkbdfxXz\/gPDlLw0upQ6gsfKa9V4X4OjASvGC1rWQUqKyfddxB7C9q5fbk9z4ftlLg7ieOCcNWFkTMlR96CbbaV5vxDBCF5XTlYSgkgxcOZMn51p8XjBUgzsPXaszFSnYdHcN2mmtU6vNhfQpGYFgweCzGO93fU6dqc8J4oYeInM4DgqIGnR67C4dCkqzFRITy5BDx776XFBx+GCVkJVmAsWHnYszvatc79eTzPL4vZyGCcMqMO+pnMNSbOf7oSxqbkdj6apLu3ryo2EqXMOJIEhzOoePrWRjtCykOAHjWz+p+ZpxeNh+zUlKFZwvMFqLEoZmKbAvtS+IIzEydNQzTZr971KElTl1FwYEhrl+gvVUxaKa3fWOsn51ZBeL6VrITgKwMgQv2+YqzPy5Epcx8daxUOAWkFultvzS7FGg5AeJNhqT6Fcji2cE3hxMRahYgAgEE76B7NZz5aGhJTzCNyDuPtY00hNmti+KLVhjCKlFCZAeATc0lEFnHTWq4BVKYmCWdg+kR3rSQnEx0n3lZJSALD9xi1gaWv0rJnJWbVZCsvxmiDhASeZIgkZjtprzbCgqI3\/nvUlBFLJUTmkl3t\/A11oRXLgOK7I99dahKbgtFFE6XSNP5rlEeutVw1OoOWln+9XXhubg6O+32oDsGVVBL6\/H7VLtpXDDh+tFEXRUKUauuALevpUrWEJYpBKmLvbUiC0xekmNogqDEEzcRe3wiajDWwD0TD4UKQtZWhJSUgIc5lP8A66Q0zSxw3BEuDVJ\/pLR6z9J+Oq4culLk2Szv2oXinjKlrWpgXe\/V5j77Vg8MWLvancdKiErKSEq90swOWCxZid61fkchCxzRXBLF4p3CW5ClJzJHk\/wpEoI8tKbwcRBSEl31rDWmzfGVeTV4bE5YU24ILCzfGfhW94ZxhKMp831ryCMYoLdvOY7t1ra4LiswzfuBJJ79GrOnsfF0k4M+K8CQXnKRDW8\/nWWrD5TMGdLhxO0P8q9Nj8WrF4ZaBldMgsHuH84pTwbw\/BSjFHEKKVgcqevUfC9apXo6PJritGDiLAgagv123l6jDVfqzDcxyiIquKhLrJUQAIh3L8oMhgZnpSS1Z1BIcvYFiSS0CPT1LZx6cYliYbNlILzAZunXSrYaiApLJ5iCSUgkEPD6CZH4rsVCsr5VBIMqY3JLdu3egYqrMlnADAaxY7lnqkcmkqdigQ3rpIu31FAUGAiH3+nk1MOVaa+djeNfhVithlCQSQJIlOjJPm39UGOlQaFwQTLAWePtTByJLM\/KQyrOR\/LjURQMUknNZgAw6Q3dq5wEu5kaEHp5H7UUmAViWO7HpXKTpHcB3Du42ohw+R294FpENcnUdN5oKEeT72vcnSqM2uTT8J4lOFiha8NKwAeVTgKcHY9RT3AeNr4dSzhKAzoylnIYj3Z2dvKsjhl5FJJSlYSQWPultCxsW700nGRkUgoGcrCgt\/dTLpy6jV+lJpPspcAMZWpId5DWG577UFRcPUpS4LGAfjNWSgazpfptpSC0sFOAOXQPY2ts3WqKRFw+39UQ4CApXO4AgixMbsWk6fKaqBe3rSpbGlTkr\/aXYOcvUi5fsK5a9g3QVBXYUNYEF97Xp0OiVJIUM2rF33nyvUJADh2b4UNAnpRsbDIOUiWB8iHHyoZKLJUkoVzKzEWyuDI1eNTbQb0vkIAUxbQ9tu0URAKQFBJBMgiNZI3kfKj8NhnEUEKWlAGYjOSEi6iAwhzDbkUggpimXBO5ffX51p8LwifYqxVLAIUEhEElwSSQ7gOBLEPSOGkyA0hpFpuCbWv3qSkDr29daE0NoHiY8uTfd+5d707w\/FhSWaGgbR8qCjDLqKTOUuWcM3M8QBvpQsJGUg6NpVNqEq0dWARB03jsetdw8dar7eHYMSSHYwbv5iuw1h20s9ZNmuZaPYCQpnM2rQ4rh04a8iFhYYF0gtIkTWLhhl8rkfWvReB+LnDUlZQhQSRcDy+ho4Ovxaa6C+FcT76LEjXpWfi8WcxzFzq+o9fStZWMFYysfMlJKgyQm+Z3YWYMHrzvFLGdUOCfgdwKVh6a3ccguIJJePTVTDQU6OSzDuLz8aujCJIZvMX2ET\/dF4IMSkkTyuzkNIZ7T1pU59ZrEcLGKkLw3ICU+0gliRlAcWhzNJpUwjr9j9a6urc4tdhxhMxd3JHZiP7oeMZcBmAHfqa6uoM9dHYpBDz7puXmS9o09GiYGEVrCMzPqz9PtXV1JmTAYp1EMB8mFWwcNnL\/ALX\/AIrq6qM\/sleOWbqPPZ92070HExJdmc11dQg0dt2Bo68IAtdq6upMEF8PwPaKQgls5AfZ3+NqraOldXVL6KyUxYMbChgv8z8DXV1JdAyFRI9XqySQlwWeCN9ftXV1MRZf0t0oJFvXq9dXUkNhV4gZLBiA5Lu5+w6UVKSQlTkOSI0Zi711dQAthYrLe+4JuCA4LNTBw5IgMHteLXrq6mIElX09NtRGlNdXVD7KRoIxAkZcoIJCi\/8AyCw7TTHB4v7WDGorqWujq8PaNHCNx\/rIPmKzeMZJh5bX+K6urM9Ff8kFclgwc\/eHo3DoBhmHTtUV1UCP\/9k=\" alt=\"El mejor lugar del universo para encontrar vida\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT1oWXoXz0ox1qD-U_-4T8GXDhdvtKAuUapkA&amp;usqp=CAU\" alt=\"Por qu\u00e9 no encontramos vida extraterrestre? Porque el universo no tiene  suficiente f\u00f3sforo - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ah\u00ed est\u00e1n todos los ingredientes para la vida que &#8220;fabricaron&#8221; las estrellas. S\u00f3lo necesitan Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos conformado un modelo del universo y de \u00e9l partimos para poder explicar su Historia. Hemos inventado un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0que, en parte, nos explica el suceso de la presencia del universo y de c\u00f3mo pudo surgir. Su nacimiento explosivo estuvo acompa\u00f1ado por un inmenso destello de calor intenso. Durante la primera fracci\u00f3n se segundo emergieron las fuerzas f\u00edsicas b\u00e1sicas y las part\u00edculas fundamentales de la materia. Al cabo de este primer segundo, los materiales esenciales del Cosmos ya estaban formados. El espacio est\u00e1 repleto por todas partes de una sopa de part\u00edculas subat\u00f3micas -protones,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>&#8211; ba\u00f1adas en radiaci\u00f3n a una temperatura de diez mil millones de grados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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2kqT7ahpw3bbggyWyALvrbBx\/b3yXs9t6wAUo3cO0lroOSWhSwzy\/APkg62c5tREdegyMVcFWHgiDrfpu09SoqXBZPzHgf9TgTGSMjXQbjcUUlXb1kAFtIQQoxj1VVQIkyaYyVic6G6jt3dYokKk\/4AwSQBMeapHu3d9NawRNvKWC4+EWlR\/E7cF1LAM5DAYw8AqrAkAi4xnm0xU\/ClQEj+I20i7ioe4DDEQvGYjk5wY0m2PT6lVxTRZY3ROB2qWYScSANMtz8J7qmHZ6YARWb5hkLFxABnAP8AY+2oU3ofCpa5fXo3qzL8wsJVwsXTMkSw7SIjOYFtz8JPTRmO620BbmAqMT+YhYC5PaP1I0KfhPd9sUpLCQAyz5kRPIIgjwSAcmNAdV6XV27hKq2ki4fVZIDD6GMaAcf9lM0h66fiKGJx2AoGH5s8j2wyHzgva\/BBqCRXQREyjGCVVoBWQYuiQTkHXHE6k6A6fpVHZr6dT+K9OqtrgsjVBdBkFLAAQ0R3MDEmOA86h8SoFmnvrySoj+HzjliSR2yzG0D7CSxPzvU0B9GbrVCnUVae7AVKKpNsm9JVULCkVZbTBYAnzJHbrnepdP2IWaNeo3cBEBmg+pwsJPyrmfP1Guc10ux6TWp0zUSmzVcEkKT6Sn\/+z7\/l+\/EbS3NRi5YRaj0NUM306tQ\/LTZrLfq4aLmnFiznn21bcdJqmuy12KopRGq1FKosrKjtwvbkKDMTEnB22eyanUjcOaNqhvkNyvggFe0GoycSZyJxOveodeBdHQVCoYmGrMSWJ7pb8uMSJJBOTA1zcm3RlQmnimvuAdTqFmOAqmYQCTwZLYBlivJJImcnWNCQ6k\/NcsFgpDdqlPmHyxbzi0\/XQbXyGaZbMnjJMt7Af9daCgxWC6gXHHn7nEgGYE\/211jGkbSHtPqVa5aYamElmZSEYEmS+ODzAUQQD4GdLXr0WJkGg4I+TvpkyTJUm4RPlm9o8aH2ZALKULi0hSDhWkSwPAhc+cgeNF0dpRZqkdotJUE\/QQZGXaeVA84GMYunki6V21g93HTmFMurCsDDF6fcqeDK4ZOI7lHgTobb0U9QJ3kkkGIUknGYJAEEg+BwfOjtvtfxlak5ZA4CwrLUiASosBCkgxIJGZnzq2+31Nm\/EpU3W35kf8QMZ5aBcQD+ZW4nSzC1R9fUwTdU1pWlAagMr3XKhzk5hm5gH3n7bdOp0irtWerUfIUB1UNBucszdwFoAEAkkwJONadMpUrpprTrASxo1ZQ4Ag3AlGgE5Y+TjVOsOBVKNR9O0CFZvlSTAWfmBB47ufMaw96RXLXi6MaW6V6iJT2wcDFlxNxuZpnwCDn6ASdFjfGgGUDEBSQ0yPzKGKkQfeDOIMaFp7ij3W0bbQQQS3dhhkyCoDRgAzkkjA0od4NskgSccA+8HGpoUt1j1On8NPne\/idB1yht19OpQqMFYS1MqFdSIiZJLAtJ+wOMZz6L1FduXdHIaIkC0j29Mho5EFiOONLNzuL1LMclhBMwAqkEADx3KY8fXWm1anaRUgR8pXEGCO4RdBx7RLewGro7NLtlis0MusdeetLFaQDEZVYYRbAETEWLIzP1AEKK9VDHEyScA8hSST5ySPpHvq1QdmTlWEqfzAnJU+IsE\/fnGqq7BWDKWFwyflvUH5vc5+n141uMUkkuCzlUrLbTdukKFDAZsYXBgYOFOJ8yPEHxo3ab5ndURnEhhINpW7nJbGPJIHPvOglclCpWDiMZkSPufJMcEfsf0RVeuiV7bDEkwQBK4QAyTwIXOT7HSSrK3DbUWx9sN0kB2pAq1NhVl1Yuy06iSqQVUxTIWBGQJkzrn9x0iopFOSwf5AkyYYqTB+obB9jnXXfCfTWqXUiLksK02lUKvAZ6RYAshz3ESIk4gAAVBudrtqrMVWu1T0nRpvVCWgqxYRDcMpPmTjXKXUbnXOMenlEhFtY4sRpRp7dSaxDVlx6MSFk49WDDERNgOMAnlNCr1UtWaqWKsVhWImDwLfKCP5cgYHOq7fYM6lGAUgXJmLjiVHIJKn3HA1Q9NY1mpILiuGMRxElpyoB59o12Ubzu2GmlnZGq1gCWVe+FAJgrdAB7YtIIBw0iCR9Q2pqtZE9PbIHs7z8t0T6kAgCBAbwF4zOlEU6d1zeoTn00IKg89zkR7\/ID7XDTY0KbU1s3MKyBmp0aRIViYMiQzfLbLGczMHSULpmNazS35F9ZKVPJdnJAApqe054LxDLKxCjkDIiRKG8ruWp0qYClGBpUwciDLRMsQMBjJ\/U613CUENo3NSqhGFFJTiTbzUBBEzgYk8ZGsKW4o0Tcp3ALLHKKGU8hhDSD7Z1q7RNKeXktvdgoYM1VaeJKTLglZKheBnEOw\/XnWj7ylbcoD1IaXrC4iF8qAVUseLrxJzHIwb0U\/wDLu3iGrSRiSGVaanx7eDr1N7RHG1py0RNSpkT5NwA95xqfE6K6aRsnUn3BUNUZaihraga0JIMqQCJBE\/L3f7wxpXu624plqb1KmVAPeSrp+XzDLnHjTbY7xCH7KCOFAX8ORJOWJYsQLZnH3I1nU6kxdqVU0yobtqJSTscNNyQoJUsMjyD78k80ZaVWgI7rejtL7gQAxEuIABAJ9gFB\/QHQG5qVGtaoXbEKWJOAeAT4BPjXRbn4r3dNnpmwAg4Cyvdc16yTM3zmRniMaz23xnuUpogFOKaqqkrkKs458zM+CJEHOqYObdCDBBB9jqmmvWOtVdzZ6tvZMWrbyZMxjSrQHSf9j9wH9NjTV7EqEF+FZiJMDhYNx4GM5Eib\/oFai4R7ASoeS4AALFc3RkMpEfTzo6h8SIBVJpNLyFAcyggWMHa5rqbAsPcuTi0TKnxDQYd21VjYUuZgxHMHCqcYAE8CMEltAzHp20o0\/wAVn9QhrUVRCl\/e5xwoye2Mr76a7LqLCoKe3pqXa7uILMAbzUctdL9gDE8YOl3Was1mp0RYgLdo8Sb2wvBUyPsg0V013irSDNIpsQVkkN8rA+WUrz9bR4OsTk+AlGnef6AeqvfVZEINMQBkmIKrcSRcZ\/WBAE26wUPUZRiYMRwRaZnMXY8AHzrSnuSCXLOAxJIEAzJuaPBx4+g8RrRaU0WYsXAeFHdwBcxjgDgYODEgyIsFwdbWAXKhkBhiQBLGCItPPac+TxEjjQNV59\/1M+f+mmDbO1SWUhoB7gRgkAESPec8YOMaG9JgRIB+vM+\/\/J0tNlcTbYOIggQRnJBIyCBxOMROf1xrXp1JyAsjgFVXOMkQIx7\/AP3XabUqQxBGfl4kAmRPGixRJQXuHlQYuMgR2iYmR5UQBHJnWHh2jamqpi1HJIKYIkGPtnPsQCP+OiTUgQgmTBqMoPgSBzP5fOMYBOnQ6Y1KnRqMQfUkmmVA7RwGiYDxHuAPrGsur7KlTcWM1QQv8qxgEgZc85DEHgajmtVGF3KxTumctVILgYLLFp9wWtAExmYzI\/QmnuntAvuOJpPNRDCgmQywGJBMjgHkRnTaV6qBrWtN9MzM3KpaMkcgn5vEY1KFNpuEXMZzGRBHnzLe0xnVsjjF+8e+jRrKzFWowJ7ZdTJJMKRcuBkywHtwNCr0o\/NIqUgCWelDhRaYZlEMIMfMF9vOme029ND6jEyZBUAkFIE5zJ8ZzxrLb7ZkcokBwWteSCJgYKnxGM6KeWYn05RS0v8AIq2gpsLSSoLAlmGEAJ7gBkkj\/I5zq2\/2oF3jj8wNpzg2yIweSPHsddHSDsj0q0MrQxiQzOAYkqsE+zMjQceZFP8AZIqOUp1Fdqnhu0kk4z8hjBHynzE4JTVlc9K71XqczuD3FlUAZgZJ5zdOQY\/zGqUxMAsBkGIHn6cRga7Dc9KZRLoAABSa1TAt7ZIvEkgA4gHJI0qqdJCYIi0RkyHM8CMZk4B8H6nRTts6JwcE7tCOmSSFIDWyACM58EjJyfJxnTTY0ahc0QDBBJAtBJ5iT8pIH\/EaKO2ClRSieJKklZOIzBIj7fSZOm3w708eoKbBgwFjhVy35oIkEksoH68RqTnSbfBE0qS3BundbdahKhUQW+pUgljDBrjB7u6SubuTI1l12u9YC8s2ADV9SVbvLA2QO0C4CSB2jgzdiu3Ds1jETcDcOO3GMj+bj3IHuSduzU1IWsTcG7FBskgxjMWl2PyweeTqRjnUdX09KbvD22MH2opM\/rt6oKSnpgETySWn8ttptkwfGhd31Y1ElnGLYpAdpIURcSCWIAzcTOM4xpX27vWdUb1ZZT2C24R3Bbu4MRz5JHnV9r0tiFLKyIXgNHbLJwTEEkD75H211l1EsHKMdT7t\/tflCzpiuta2ja9QmFtAYEsQoAkeS0eOYPtpl0y4K6FWVVE1CKakKf8Aw2gghgTAyM4gyZ1pvPh9qKepUUHuwyMQGgAyjEAgGTmDm3yDODVHplFUKzYJDoGCSZEE5MEkwSR2j211hPFr1MuMW6av\/DAbo+n\/AIFMsCZaxYKwPaGVp+0g8Y1Sp1NTC+iG4yCwJjHuTGP1851auShuDd5ZgyxxmBcYtYQeMDjHvlS2skhVe20En+Q4OPcSMfcffU1t7lXTX8b9Q6gu1YVDUDXm20Kxafc\/KqxBnJJlcfUT09qz\/OyBfASQQPPzEg6rRptbJHEgnFoyIMeOYnmdZHbqDh4ILeMR5K+549tc9eXeTXseU2gtFojtNUEshHqMDgyM2hTPb2lSZzODrOr0Z4lalMrJAioADGCckQIz9cjxoWsGIWCSB8sjBJ5K\/wCRj2HkaI6aZAUgEkQjTEe4YmAMTAP7ZDC6ks0ctL91MK33T2rKQAGZBKFSpkR3IbSfqw\/9Q9tKdt0XcVLglF2KRcApkSGIkc5Cn+w5I0SSRbVpCIMx4kMTkE5xjHifrrLc7h6FYmi7KpK1Ej2KkrPvCuVz7kedVOLWCNST7v6K7joO6Rb329VVtukocLJEn24Jz4zwQdaL8M7ozFO6DBtdDB8qYbDDyDkaY9M+Il9Gou5etUYq1NRcxhCuAO4C24ZB\/oMG2NX3XxFTa2x66wihpuJZgILYrjn7aEOS0X0ylfWpqeGdQfsWGhNGdJqBa9JjwKiE\/YMNAdX1AW1BUJE1GuKgQbTmQYwOPEzOt9rshSWluCLqTs6wcXABgyNHcTa\/IjGgt5uCW9KFJDEAmeeAsHEyImJGPvozb7kij6XqzJDAMIUVItM3AD5IE5Mr+uuPFsTVOgChtSwCKiyYWZIkgAAkzb5PjGiRsHNJlJJRe9gf5ptnn7DmZPBGdFCsQpuZg0RcRICgqFIA9gpj+XiYk6w6luWuKySgN5XACsy84wSRGRznjUjLuaN2tCoxq7QEmDHLcRkE5jPnzzP21YdO9TKRwS1zTxJiYHIBgfTxrylWMRBNoDMoaMS0Yk\/zHPiTj3lHem028EjEfXifJ48aNeCwmvBq2zCkRntyCPqcHH9\/tointkZGkuzcKowFWZziI5wPJ0XTNJafqOwDYX0zcDMHjGQsAE+OM6rSrrTEtBGf9PBEH3\/XSNNnNzYJs6SmqpZZZSDjnGY++jH2bszE91zFjOTJ+pzoKpWpg3AmOOcnH7kT9NFJ1I9sNz\/z4450K74KH4fb7jWyfD7EWqvkSczxx9vP6nW236xzOYzP1\/XWq9bz7E\/fVt8EXzMF6OUYSMkfmE55\/WTq9DpFUcUyy5nBgz5OfbyDOdHUeryTKzHv7\/rgGM6N2nxIqECB2i33BA+2D99Yer0Lqj5YuT4bccqfAB9vt\/z7++nPS\/hXORmNXo\/E6kwACDPv++nPSOrUnY3mFAJYzkD3+smB9cAaVMj9nya7f4WqKrojGx8twZPv9\/rpB1T4aE+D9scD9h7\/AKk666p1va5UAESYbyR\/00i6n1yirlkABiP0\/wAtO8aemcsOgPACSF5xmcjkx9Bj6ats+n1aU2kq0iDwQf5p5DZIBB0cPiEAi2B9vP0+2t6HWBUkBVb3xn+0nnH7e+rUnhpEah5Yo\/2OACDTDEmYOB5AwOSAZ9p8axHQwWS4G0HuAXMe4MiT4gwBjPt03VqhpKghJZZtB+gEYxzjSd+uKDhJOCCPE+4\/bzrdSjwjClGezYu3fTENRmW6FACKecBR9Y\/4aD3+3qMIMxNw9gxgMY8SBH7e+m2468JmFExxHmR4xyNBDq5Y+5Pj2+v0GiVmsrkDWitjX\/4kghoyp8nEDyTxzoGptmnj1BgCRE\/cDP5j5z+404a1lNQQRJXxdyM2z5Jj2\/caFfAUoGBYSGiB2nlTEgyPf6aklRpOXOwNu9hVpsgq5kkugEAsYHI5aDGOD99ZbDpzAFiFgxZLECZMwFIxyJ9xHuNbVN6zgIRcVm0CTkXHjjiR78Rr2BTljBGLGXKs0BsMOMSZ9wfYxpZ3N6qfaedZ6TJX8TB7u4TaCoByAcECSfsPE6Tnp6KSGEjyF8GD75PnEjGZ0\/3zVVYFjDcGHBaQI7cyeYkCOQCYwlfcAyInyTmB949pI8azVYJGT35MaTlA1jNTkR2sRdwCGyfBP31ptlAUmHdSbShMEzgZg+I9\/I+uvU3AU2t9bbfN0SCT4gffW3TKjFmdADCzFxERnBBmcc88\/XVdUKd2Fb64KQof0UJRGYXAdrTJm09smPYgiIGk\/wAa7NadWmEussNtwAa0VHiYxxpwWIRb6jEklIMspQENgyAVvPA5N50g+J6pJog\/MqMD9\/VqadNK8B28sRampqa6mSampqaA6mpTWrY05qC8Qk\/iZV1YkgH8RQR4AefeWG06glq0n234iz6dRQLpNo7u1pKmnHuQ3jnSP4drretNyV7rkZTayvgEK0YLLjPkL9dG9VasganWoCk7BWVmU3FDablaTJkc+O8YOBzlE6JJrLO02fw4lYrVp16dOm8XU2J7ltUuEWQ16kHHJwRHJ5nrGdzUpUVKq7AKGXuRlVQSSQOAhzxkn66Fpb+k23WlXLAObsAEjnuHb2gssDkgT\/Npt1LqRq0RRo7lWEFbqgCVCFYGnJJJBIJ7y1pBt5IBw4aaT\/w4xb+mwhpbmksAG6rL935SJEGXgSYMSBg5+mlTq1XuQ1kdRMSGBOFJVTAKkScSBIP0Ole9oqHgKQmQLsQZyCJwRxH751bcp2g3NIMDEpaFEFW5kxEFfbPtvQnwd1DDyE1gTLXiJgEDk\/UDgn6nx5jTKlSNncbmguADdgKhKETIAukkCZECZGuXbBj9D+48c6d9N3BQ1hjvoMkkkc8\/KRkWnGVwJ8aaTE6UbRg+8GJYm\/gjEZ5M\/tAMR51vR6hDyfkhbjGQDbnGLoETGYn30oGWjAiTgYwCZxn95j7axZ8TPnj3+\/vpoRtNVY7TfzAANpbgmRJBA\/sORPGrPWtMu3iYPPiB9ZBke4j30HT3I9Mh6ZIILD6HtUEcY7ef095w9QjIBkmbp95kScZ9zolRzy9xxX6iQgW6CfmECJnAM5wNWTei1bWB7ZbxEngZPE+Y40qrguoVh3hiecAFVxxzif0PuDqibi1QoaJEEgZB8Z5gg58cYxppwajhnRbLckytpkwIyCGIJUKJkknxBJ4GTpzvd9YBQpN3KSaxBBuqCRbMnCHtAnJLHItOue2Kfw1AbiIrOB6IM4WbWrYGDEopkfnYHCkq9si2OJAwZJYAESptXwTiec8amll7Wngfr1hyWz9TPgf3P\/J1qOoqMMwyCZn5Y\/LHBb\/XI1y+6cqSe6CDysAN5H1i7+41bplW5whAN3bxJttOQIIkRM88fXSUcGoKKprcePubbHBDXE9pYfSbvb5v7aK6Bvij3Bv9\/LW2yDDkcDtnBn7aT7tLSaageolwZmHzMGa4gSwaLSOPf6HWHVKqgimhXCw5GFYjyRaCJEiJPgzraj2mJtN0sHUdR6p68FAEdLgxGLgtg4HLErgjycx4S0+qk\/4gMYlsz9jPzc8c\/XQtKrIYgWzBIPkiBAgQoHcYJM\/fjLqG5RwQAwJCXS03FVgmIESIJ5yDnXOFx7Vsej2MdGp7\/tBv8YYJVpQAywz7YtOUJIiePvoQb5omeFAMcAEEQT5mf2nxpYtyQym2cg\/mj\/ho3bWtDMFQyRf+W6AZIHtzK4GMGc9lFcHCTrdBVbqTLYAwgGVcggwQuTHgERjODo9d\/c4FUwDSNNYJhaikMDHmDgg4MkgDGlm92FoVwFCk4EMQRBGGz5B5yJH1j2ps6gpeqhkAywuAKoQApIm7JBF30Gc65zrlnSDTtVaJ1F6gqliTeWYyCIJJkEYwIYe8+NMF37rtUp8s7lzMk9si32tPMAe8nGBeofxPaagYlT6QlQR2qEAX+aFAA+gJ+pJpdRoiglNrbFgsCJepdUqfKRxbN0jMwOAIw3aX4M9TStkD79mZFaCWAlrQWAUAQS+VJGSYMZHkQAxuO4kxHmJWfp5WSBORptu0BtdXsVkSBUFkr34ViIKiSoaAMCbvKvdC0y1ECTKkSEYR4K4Mc4PjGuikpKzmmmwOmxd7KakljgCSzYMz7+\/GtrXS4PKgTIJIM5ER4z+2fsdtsGplKlHJtUszIrBWVrlgQcEoORJtbkTPTda+Ka7gekRTIuasZQ9zMIIhe2GMckmSfIOkmtkappHPlle0Ke\/5KYEH5jwT9JzIxJHHBL9BXcgOm5QGLVRuSq3KCIJbNoYyow4i6DqjfEe7SkajbisKjyqKHKgLwzkCM8gfWf5dJn69ujg7muR9arn\/AF1pKjmNKfw1TvCneUbYYlk77bXVe6DwVa6ZjDeBOr\/9mKIAnqG1BIBImYPtPn+320r6R1urtgwp292TInNrr7we2owgyM8aZD403AntokkySUEn7mc4xPJ8yZOqDcfDG3VgX3l1AgzVSkSAQ1MRzGQ7e0WnW+06NtaSl\/4mjUyAC9NiAbboXvVCciQ0xjg4KHp\/xDuKAX0nVSqlQbFLBSxYrJExcSY1Or\/EG43KqtZ7gpLAWqIJAB4A9tAdJv8Ac+lQZqPUqasI\/D29JaZdifBp2mACJJng88aA6fu23dRXqO5q06ZVpJN9ILaI57swV\/MTPJM8ppjUPpU1Aw7w7EcqvKL9J+f\/ANntqpeSN4ryadWQh5YDxGeAO2z7LEA4xn7U2m5hhhbTAYG3PPGO2Z58HPjRuy6ir3XBPUIYG8D06siO7+R\/IYQJAJg50UenmnTdHMU+2oYEkEAQFJEjDQcxIXkQTm2Vtchr0TUE16spVFysD2LUHal13zGMERMRn2W7hKfoLDupsJCzyJtzOQCBIift3YMaH29QA0zTBWotpzTaQjEhiGaS5kkeFgARoEbF6lNSSYtIUA3yQ8nA4AV+fr7Bit6cqi0vh9zfS1ZspsdqqM19SmB8oLSQ3zdwtnHZGeZGPZn0\/owtk16FxUD0Xc+SxAUoSHM5iRz7mNJaFxANgqIkkwOPIuIEn6Sf5oxnWVUoQSLvtw3iScRHPB9tYdvbBqUW0sjWttjbFNUYtavDkMSQe0OSLpjjB8fVSaATmcqZEGQSMRj6hvY6O23UWVQqqHtH5lulBaSpmQVEcECJ\/QGb9KDrNM3EEkoDFQDMZsClLYYAZwQQpOspyTphxSj5Fe4cBiVcPPkKQCDkQDnHGRyTnXu2qFUYFfmuX1MEAQAV4PtOI1v1Lpjgn8GpTEgQTdA7ecL\/ADLBODMjkHQj7Y2rao7jgXCQcdvMwARzH+utWmhBOsGRMnkAA8i6GHls5k+3+Wm\/SenUKnq1q1YilSKlh6ZBqTwisCbWZgRwcBm8RrLZ7O6oaIRTUYwqSGtkjN0woAyZOLWmATonrNFfT9Kk4NGnMFfz1YF1RgY5i1fZRgTMzUjp7GTja\/aMuqb\/ANUqSFZQ0ALIQoIhVByoQAKODDaXJSUDMzJt4BELgt5WTB\/f6nRlPeOiBUrlDIH5sgAgZVZAN5wDmTI41gjsMmpEgny1wGFW2DgEQJ9voNE2YjCSeUaptD+HTqFlWoQyE5ABYKzwD3EgRAzIGj\/hnZJW3FJVpmFLFwMsUC5GSAVJGTGAxzAxlR6oBYVpUlimyEQyh1YFTcQSxAlgcmcn6a2S9aTW\/hFQ4ICiXRxTu8BhhRjMQeNV6pJrZ0NNNNIE6u4coQFVSoQ9xPyF0ViY8qP1gnk6FHSyappowaDAmRJOD+o558aYNt7lZmqpUDkMyrBNxBNzd0rmZzF0iIKk576utOqzK0PdBEAgSIkSTn6iIjnOkXcHW+DUoPUnapp\/gFq7I02CsbQzAcmQpwCyqZGMxznXu+phkLMZshUyZKiQARm2IGMATrGvXNRyar\/lYyAWDNBIEeJMLIkDngarVgZWSQACWGIgHtHIzx9BPnUSeLNa1TNUpGbSqRObioEQskMSoyIiCNOPh\/Y0++RUaowspLTbu9QyAQoyy85MYOPEohXgiAgAzaRN3GTPvAGI\/wBdPui7qUX0mC1lue9uKMHDAkWrIFuSMMPbUdkcVLLKda39WmPSdlZkgOhVTaSZIaMXA85JnnM6FobhHMhmQqSwk2twfzmbZnIMz75jR+83FOqY3H4zGJr01AqDtHaVBiqAQVF2YiGQCNL+o9JC0g1KotSiCJqhWEMZkVFy1PkKAwF0EiRB1Y1VcGJpWnsWr12Qhy9RWUQrYlAbgY8mZJBDQZP1Oq0d4XQK9RoIm4zAF1zGoAt1SGkyTGSfJGhKu5YoA9hQYVPYTmG+acjJb6H20Z0ne1KRu2lRxUMiyQDEZHEVPe0e\/GSNVwTVxyySdPOPU33e2qya+4RjJHcRaxEwscKFhQBxECBBGhKJYFko1BAOQgm4HJJBMVI8iDAk+NMt91WlW26iuT66qysAkR3EoZuFxB5Ajk4JnSOrulIJtgnGGIMWkEcccxGOQZ856eVUl8uDDk2qawFPuVCgPT5Jiovy49kYlGwfAHOi9vQSycVFKkBZsd2kGIOGImCVOI8kDQG6ABvrgSQCtICGIjF5GVGck9x+0HQdDdo9ZGrgmmIBVRACjhQARCzyAQecyZ1pwMpySw\/+Fqm1r1nY+kxK2gqqntx2oF54GBzAJ99UPRdzJHoVJETCmBIkSeBg66LY9U2NK4q9cFlgqEUpdYUkepc0Q7fm4wZBjRNP4po+s01tw1EJ2+pFzVL0j\/DVcBZmTxxkDWwcZutnUpmKlNkMkdykZBgxPsdC67Tc9a2VVFFcValhcri0gNUUgCGC\/KLTj7ca5vrZoep+BIS1cGcNGRnP38TMYjQC\/T+p8IbxeaMcx3pmJkDuycHA9j7HRVLrGwKr6mxJZUCytQqHYDlgsQSc3ZP08Dc\/E+2ggbWooMxG5qSLmJLCSYOR98zgkEBenwtukaalBiqsAwDLJzECDMe5HAzrXcfCm+ZyTRlmJ4dOZggd3g+PEH2MFbn4o2zIyfwrnHbduapAbmSLhd35z7eJx7tvimii0lFF+y0kh4lvTAYxBBmp+JBxKqYEtqgSVOnGg0bgQQAwQEEtMxkSAMZPI1ttOvOrLcLkXhR2lRiAh5jAMGROSCc6L3vXqFQ521wIXDuSVK0bBa4AeC\/eQSRPsZJS9Rqo1Qsi2qYxxmBJgYWTJgYEx40e1ErNnS9L3LFyaDq\/qKVZCArWkEdw4JE4ZZAxjEalbZIpASryo+YSDEi1hHzgMGM4z4idLei9HWoGaq1SmQs0gEP4rBGaFPA4HdwAZ0f1WsabmnH8QoksYAqpYzCGZe6Igm4QZ4wNZ0pJ0b1uqA6G7F96qaQJk0lLFSjeACZKgAfmkyI1vVFFkSm9quAzeoBaWxKq6\/KAcCcEfXx6j7R0UU6cODczO7B4BkheaZwYkkcDGSThv9iyVCSSVJMSMEeGQmAw44zGMHWWrOsJ1HK3\/Au3G2KGGlTHcpUhgY4Ib7++jemU1FSmGAYFlM2scDgALkzHgHVf4Soc3B7QIQvkoCQIkgwCIgZHtnRG02hZrUr2s5XsYEg1J7AxIC8nk\/1fqbtUiG3Uuo1XuZ2Qo5LQUm3u7VmMdokZ\/wBdLgGZYDRIYtcCAfJBPBOPt+06LPTCQVtUus3gVFwB5CyJzkBeJIP0YdLorTHr1EvXC01PLVTBstBAKgEO08iF\/PqLSsIrhJQ1AQA21MqoPr1VlhOadAgEL9GqDuP8qR\/MwCqkLiBcZiIiefAzn9YzOrbs1HJrvJaoSSxiGJ5ifqfHH0jVNwCVBgTmQPAPmfbxnWnuahK4\/DwG7eodw4WoeARPbPyki4sROARJPtxrPf1O4uFVQtiASLlhYnt94MkjmOdBUp5DMpmCfv4J+3jV6EG4kHt8D2M5zIke3mfposPBiTcnlmz7dkCOFiRPdERMZjMeM8\/rouju3UqSvIiVkkpc12Zkmc54gRAEa9o0qld7e2mDeRdwBK4gyQOAP2n3rvaJLC5CtgVM4uZQL7maAIhhE4No1NWavJtR7cg2\/wB1VEozAhblHGQcz7tIIIJnVOp0mvZiCB25jGQPPE6KvSwVIl1No8que0wRB7QRJkdnnRPWfUompfePXQQfy1ACvdObhKsJH310pJNJeDzycm02\/IrQqFLByGGAObgZmPtETrwohMZujhgM5wBHBxGff96yqtjLCPPkR5UwR9if9dZ1axIx9CZ5njHsPprFHS3yxj02hTV5rQQPyraSfqMEfuJ\/bRfUt2zuygvSpkWrSBi5RaAHiAcAZIJgfTSrZULyzBSQi3H\/ACE+wkjOt13rOpn6BpCk2jiCRg4IxEyJxrDj3Wz1Qn03Bx5X3+JNzQZSA6MreBGStqhQAcgfp9MxGrbDeVEZ6iC1yAJthQublKgWFCOQwIgca0V6dVrWdmJALOfytIAkkxGfmM+PadbvTZiyhi6hUA+ZryMALAkypPmBB+mvRoVauPv9DhJxvgvuNpTdQtUfwlYi5Qwik5JIyPmoMY+qY4UaE2PR6grrSdWkwVCkd4IMMjiQVmO5ZGdTcUBFtZhTVRgFrnBOSLBOLix7oPdyNFbP4pFACnSpBqYiRUJOYILUxJNEtObWM4mRjWKweebclgsdqtivWHM97FRbBAI8lsAwIJ4gKDgDdbtKYBo2sf8A9pHcOcKh+X\/ezPMg6r1JP4h1ag1Wqzc02BZ6ZLKoEqLWDMwAIAyYgYnLaLV2zpWei9sG0upUNchgqSOYNwOcgHVvyZSov0bolXd+oUdLliRUeC5a7Ck8ntPJGjU+C9wTbdRuutj1BMxP\/wAe77A+caP6N1mlXrBG2u0p4JLsgIAEEkz8xhTJJ4k+9xu0fb0qdn\/callS0FghLoFZr3JckAuSCF\/pAJA1DRyO+6PUpUqdVisVC6wDJVka0hvGeREznSvXc9a6pR27oq7baVVZbpVFtaGZJ\/Mc2zgjkeZLchvdx6jl7VWTwoAVR4AAAHH76AF1NTU0B6Bp31D4U31CkK9ba1qdIx3shAE8XeVk+8aA6SlU16QoXesXX07fm9S4Wx9ZjX3zqdTd0dlvNrXq1Oob\/c0SXo0wPS2qFSt04CxdMcsQsACW0B+dtTU1NATU1NG9J3CU6yPUS9FMlSAZ\/Q4OdANemdT3VWpTpULRUA7YgHt2\/pkyxgfhL\/aedP8Adv1epKVKatKOCCacxYUd\/mmYq58AsMZGlf8AtbpoWRsqnqG4MfVYCCsSLSBkki2AI\/bW6\/FO2iDQrRMiNxUx8oIm6TIEj2J45kBZtfhvdMGVaXeZwWUG1T3HJytxXPH76yqbXebamKhuSmxt+YFGOfEkMO0+Ixpk\/wAR7e5DTo1KYNUPViq5DAsxYW3WkkFRmPl+utB8UbYli+2Z1JpkIzyq2g5AI5lv\/VAn5m0K3YlXrAP+JRRv6l7G\/SJQcfy6JO9oOIuK\/R07Zz5p8DJEWRofq++oVKdMUqPpsvzHGRaoyQBcSQfHieWMOOgdI6fWTuqV71SakAWhjAFnbJMmAsyxwNSgpNFdp01a7qqvTYW3VGDgCkBNzQQjKADIABE2iDga26s9WoQq7cijRCrSNWfkB5ZgQlz\/AJiOcDgCNNp8OIpqI43io1OmSVpNDNl2Qj0yxAZQAxAgq0jEaSdco0tu6ja16rHuukFGQgxawwbpBJkDFuppwbfUbdm23sdSpVAxKkQwwCSDJnt+x47deV+i1FQNYxBi0LmSZkcEi0iSTg6Wr1mvEGoWHs8N\/wDIHWidacRNOiY4\/CUEfYqBGT41NL4YcovgFBMz7fv9P8tPuk1DffUSmyhu5GBMgg9xOBKgk3EgyDydLtv1EswUUKZnhe+P2L2jRe868Mp6asIAYh3gkfy5wv2559okk3g6QlBK2G0es00c06SKqVIDOxfuEjkyCqgCMZALe50oWvLWdsAtBnnAA5JJGAYjOrbrrKVDLbdZgDDMBhQJgGJIUSeT51i3UqZIJoAkcTUfA\/8AdqxgkYn1G3hhtDahWdDw0rLC0GcpK8hiYMeA2TOrdT3FrBS7WhVADKCU7RKiTA5k55I\/lB0sqb1cfgIPIlqnnz8+ulagKoWotfYAsq3ioIZWKKSDddIAIF3EyORrrfbTOGnus5Rkjx\/ecc8j7c8HRW121QiUSoSVxahOJ8xz+v8App5R2jEGze7Omwcri1BAtNysFkgyfEY5JxoPrvT6qBj\/ABlPcL6lihKtzMO7utkwMZiYkeCCc0dFJrKMv4FqagMvpsWks1VVMAAjHzDM+\/jiNeBqIMtWBPmwOxOcSzWxAgSJOProPoif94okqGUVUuuEoReuGwcGc\/fXeUOloe0bfZWoQhZ3guCrqOFe0lhOWLdrCZ4lFU6dnHbjrAEqKbNBH+K8jH9KhR+5M+Z0V0z+L3gdUItEAohWnlrj2iVDfKxIPgH6a6kbShUQxt9mXZoJFQgQCyMwY05DXjEAjznGlnX+muBSNJtrQKkLdRqMC7GxRMKMrc3d7Fj5E6Toxjg5+j8J7x5K0bgMG10MG62DDYNxiOZ1lQ+Ha9RA6KrA+AwkCWAY5iCUbM+NPKHw\/VDWrvrFZC5LMVIN5BWot0qfJ5yY+ugOqbOrt6ZZN07BKhS0EgAsawkEMRkUySOYYTzqA8o9K32zD1ggpgCGZjTMQyOBDE9wYKRGZjW\/U+l72st1VkqWFUulL59Q0gC0BmF4iSSMzkzrnam+qsCGqOwOSCxIJ+onWlfqtd5urVDJki4xMzMcc5++gGbfCG7DWmmoPb\/4iES5CqMN+ZjaPqD7GOfI0fS6tXW2KzgJhRcYGZwPvn9B7DS\/QBm06dVqqzU0LKsBiOATMD9YP7alfYVE+ZCPv9gZ+0EH9ddX\/wDj\/cqlOuWkENTYWlgflqAgWMCcHjRvUq1MVogViUUioSS3kQZJYQVMSSYiZ51HJI30+nKcqRwv8FUsL2NYsS0YE8f56G11nxJUqGlJaFMdoiORH199cponY6nTl03TCemb+pQqpWpNbUpsGRoBhhwYIIP6jXV1P\/yr1dlKneEgggj0qXBGf\/D1NTVMHE6mpqaAmpqamgJqampoCampqaAmjdh1GrRJak5QnyPoZB+4IkHka91NAGD4n3YJPrNLc8e0e2P\/AKHtozb9N2DU6ZbdtTcqLwVLAGDMQowCIiSczgDM1NAaDpfTj\/5115MmmWgXQogASYyT4xjVNn0vYOlMndtTclr1ZZ7b4WMWqbYJlj59szU0ART2OwQMBv2NySSKJGf5QckTiRGYOqf7G6dbB35vgSRTJWYaQOJEgZn3xkampoAWnstkadxrsGwRMfL6rggqFMN6ShueWHPgqp03p1wC7moZxmIHeAWuKAQqEmIlo\/LIBmpoClL4zrhAhp0WhQoLKSYAAySe4WiCDgj6Y1VvjPcGZSkQQQRaQCCSTIDAH5sHkeNTU0B7V+N9yyssUhclkhTKi1hK57T3TI8gew1Sl8YV1FMKqfhqFXDYiiaU4YQShMkZkzOBE1NAY1Piaq1N6bKkMAJAPIpLTmJj5FGAAJAPgDSDU1NATU1NTQHpOvNTU0BNTU1NATU1NTQDbo3Vzt7+wOGiZJHE+330Y\/xEGcuaCkn+oz\/lHP01NTWXFFXUktjDqXXPUQoKdoIj5p8g+30\/vpLqamqlRZycnk\/\/2Q==\" alt=\"What Lies Beyond The Edge of the Universe? \u2013 \u0412\u0438\u0434\u0435\u043e Dailymotion\" \/><img decoding=\"async\" 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\" alt=\"Detectan la luz de las primeras estrellas del Universo \u2022 Tendencias21\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, lo que en realidad estamos llamando el principio aqu\u00ed es el universo cuando la temperatura rondaba los 100,000,000,000 K. El universo ya hab\u00eda existido al menos por una peque\u00f1a fracci\u00f3n de segundo y estaba dominado por radiaci\u00f3n con unas peque\u00f1as trazas de materia. La radiaci\u00f3n estaba en forma de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrinos<\/a>\u00a0y antineutrinos. La materia estaba en forma de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>, positrones y una peque\u00f1a concentraci\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0(denominados\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>) \u2013 aproximadamente un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a>\u00a0por cada 1,000 millones de part\u00edculas-.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTY_rXs-14n_y2zkY5sEMGynl4OwmRcu0Ru8g&amp;usqp=CAU\" alt=\"Origen y formaci\u00f3n del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A estas temperaturas y densidades tan extremas (la densidad equival\u00eda a unos 3.800 millones de veces la densidad del agua), todas estas entidades se comportan como part\u00edculas. Eso significa que est\u00e1n todo el tiempo colisionando entre ellas, casi como lo har\u00edan un mont\u00f3n de canicas que estuvieran bien empaquetadas en un gran caj\u00f3n cerrado. En el universo primitivo no exist\u00edan \u201cparedes\u201d f\u00edsicas que contuvieran a esas part\u00edculas, sino que el elevado n\u00famero de colisiones y la rapidez de \u00e9stas jugaban perfectamente el papel de \u201cparedes del universo\u201d. Sin embargo, esas \u201cparedes\u201d no eran est\u00e1ticas, sino que a medida que se produc\u00edan las colisiones el universo aumentaba de tama\u00f1o. La expansi\u00f3n del universo produc\u00eda una disminuci\u00f3n de la densidad de energ\u00eda que ten\u00eda que distribuirse en un volumen cada vez mayor. Este proceso implicaba a su vez una disminuci\u00f3n de la temperatura del universo, proceso que contin\u00faa ocurriendo hoy en d\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoGBxMSExYTExQWFhYWGRYdGxoWGBkaGhgfIB0bGhYbGBsaHysiHSAoHRoWIzQjKCwuMTExHyE3PDcvOywwMS4BCwsLDw4PGRARHDAfHx8wMDAwMC4uMDAwMDAwMDAuMDAwLjAwLi4wMDAuOy4wMDAwMC4wMDAwOzA7MDAwMDAuMP\/AABEIAK4BIgMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUCAwYBB\/\/EAEYQAAIBAgQDBAYFCQYGAwAAAAECAwARBBIhMQUTQQYiUXEjMmGBkaEUQmKCsQczQ1JykpOywRUkU3Oi8BY0Y6OzwoPR4f\/EABYBAQEBAAAAAAAAAAAAAAAAAAABAv\/EAB4RAQEBAAMBAQEBAQAAAAAAAAABERIhUWECMUEi\/9oADAMBAAIRAxEAPwD4zSlKBSlKBSlKBSlKBSlWvZTHQQ4mOXExc6Fc+ePTvAoyjfTQkH3UFVSrftLw4Qyloh6CXM8LAllaO+gzEA5l9VgdQQQarIYyzBRqWIA8zoKDXSuqx3YHERFQ0kN5DljF3Bke7AouaMZWBX6+UagAmvcD2DllLMs0DRo2VmRn1IvzFUMg7yhSe9YG62JvQcpSut4j2CmhVpHmgWNVLFmZrqt0EYZVQks2dfVzDcEitq\/k4n2aaEO2XInpO9dmVgSYxlK5SdtelBxtK6qbsTJGJTNLEMkcjoELMZMixtcXUAD0ig5iGvfTSvMH2DxMqQsrQ3nAKIXYNqrOt+7bVEdtza2tiQCHLUrp8P2Hmky5JoGuI2axl7iyI8kbP6PZlRtr20va9bZPyfzq\/LM0AcEBhmkJS4kKXsmpblOAq3O2mtBydK62TsBNmjRZIw8gOVHLqWZcply9ywChlPeIJ1sCRaqTjPCTh2UGSOQOpZWjLFSA7xn1lU6MjjbpcXFBW0pSgUpSgUpSgUpSgUpSgUpalApSlApSlApSlApSlApSlApSlApSlBacK4yYlaJ0WaByC0T3tfbPGw1jktpmHvDDSpf9hiT0uAdpcve5W2JjtrfKPzgGnfj8yq7VQVuwocuojvnLDLlvfNfu5ba3va1BZTdp8a2YNiJe8Ap75GgLG2m3rNt4nxq34TJj8Sjy\/TSmYlBneS7lEMrgZFIWyFiSbXuRrc17PxTDsOXjlbEyjRpociSIdBbmm\/0i2xLg+xiNa8l4DKqWwGL5sU6\/mw5hkkFjmRkLZJGUGxVWY6g5bEEhNxuBeXET4M46QxQRi+fOxlOeMMoAQW7xW172soBI1ErGcG4jeWWPiCsicxUZpWVpCjyMyAMo74aJjfYk6E3JriZMTiYJWZnmjlNw5LOkhvuGJs2vtrxeM4gBlE8oVwQwEj2YEksGF9blmJvvc+NB02AXE4gLH9JmticPLK4LdwsryQqpsNEKxRAjy8BUyLs9jxCscOLz2bLGI5JFUgM6SKoZA11aOQ3vbKGtvXFQ8VnSPlJNKsd75FkYJe4N8oNr3AN\/YPCvRxacWtNL3SSPSNoTmzEa6E53v45m8TQdxxHB8QCLM\/EYljjiRvRvK1gViSIlFQks6yodrC7bVqxHAOIx8yf6dGSELZua3pSiylkUstnKjmezvW3vbjJOKTsgjaaQxgZQhdioF1OULewF1Q2+yPCtkvHcUwYNiZmDrla8rnMuvda51HebQ+J8aDaO0uMF\/wC8S6kE986kG9\/O4F\/GwvVfPiXe2di2UEC\/QFi5A+8zHzJrTSgUpSgUpSgUpSgUpSgUWlBQdv8A2Hw9ghaRszRwMRHLEiqT9GRgQyMc15pHOv6Mi25WVH2GwpEeWZpXKi6RzQgvcwjMrMtkA5j905rlbA718+vVhwxZw6GBnVpDkDRkqSTa6kr7jag6DtT2Vw0CJyJzJI0vLszx2N84NxoUyMqqSbg3v3dAY\/bXAYVBE+EkR1XNFJlLXLpa0hDAHvg3uLrcGxqu7Q8Bkw2IkgIJyWN+mUi+Ynw6VUUsClKUClKUClKUClKUClKUClKUCrfhjcmGTEfXYmKLxBIvM49qoVW\/jID0qoq3473BDBr6KNSw+3J6R\/fZlX7goKurfg3pFkwzfphmiG9pRfl210Lax+3MvhVSV6VnBK0bBl0ZTcHqCNj7jVFlhu084URy5Z4htHOvMA\/Ya4eP7jLW0rgJ9jJhH8D6aH3EWkQeYk86idpIgJ2ZRZZQsqjwEiiSw8ixX3VWVBczdl8RlLxBcRGN3w7c0D2uq99PvKKpq2wTMjBkYqy6hlJBB8QRqKtx2olfTEpFihoLzL6S3+ahWS\/mxoKOldHhsHg8UwWLn4eRibKQJ49r+suWRFA+y9vGsJuxeJu3JMWJCC7HDSLKR5oO+P3aDn6VtnhZGKurKw3VgQR5g6itVApSlApS1egUHlK3\/Rm6i1retpvsdelZDDges6jUg2u1rddNCD50XKjUreMgH1ibewWb53FvKsjOL91FGoOt2tbproQfKhiOBW4YZ7XIIAAOumh0B16UOJfobet6um+406VpvQ6SBhwD3nUC9ja7G29xYWI6b19K\/JHisArEZJElOUZ5GBRm+qE2Abe2l96+W3rbHiGBUgkZDdfYb3uPbcCrLiV9p\/KtisCIis6PJIMptEwV1vcIZPs72uDrXxWbLmOUEL0zEE+8gVM4zxiTETPOxOZ9\/K1reXsquq2hSlKyFKUoFKUoFKUoFKUoFKUoJPC8LzZoov8AEkRP3mC\/1rbxbEc6aWUXs7uwHgCxyj4WFSOyrhcQsjDMI1mkt7Ujd18u8q1AeTvFgLak6bC5uLeVWAZCVAttex89bfGsVAvqdOp8PHzrOOSxGW3Ue0g9D+Fa3GpG2poLHinegw0l7kCSI\/cbOP8ATMg91VVWoN8G4I\/NzxlfEcyN8\/8A4Y6qwtQeUAqR9FbqMuoBzd2xOut9tKmcFwSPNGJGGW7M4F\/VQFnBPtVW1vRcbsbfDxLCotJIqvKeuU2aKLyC2Zh1YgH1RUHC4t43WVDlZbWIA00tYjYgi4IOhFwalcW4ik0kkgUjmlXI0ADfX8TYksdLb1EMuWxCKAWJBIzey2uhA8t6GL\/iXH51yOGEsEozLHiFWdYyDlkjBkBZQp2ykHKVN9ajiTCS\/nsK8BuAWw8llBOovHOT8nUVGwkzPhpo7m8WWRbfqkiOVdPEtC2v6lU96HS9HAoJGtDjIjoe7ODC19dAxJiPnzANa04\/s9PAud4JcuUHmKA0V+tpEzIwt4GoXDMIZpVjuFBuWY7KoBZ2PsVQx91TpePSo1sNJJBEp7ixsU02zOVtmcjcm+9hpYUNVxnAN1RRrcXu1vYb6Ee6vPpT2AzEAAjTTQ6kaV0+P7QGaFZ5YMPMbiOUPGFbNYsjh4ijjOA2l9GVuhAFaZeHy3vHiMOdNY2SdB49x8jAffNDVIzXry9X8HZgTnLhcTDMbEhGLQyGwudJQF2HRjUTiPZvFQDNLBIqWvnyloyPEOt1PxoirvSlqUClKUClqV1\/Z7G8NCxJiI4yRGS7NzheQzuCGKBtBBltlW1+oOoDkLUrtOL4zhowjph7CV4wugku3fw798utgwKzagkG24uFHF0ClKUE3hPD2nmjhUqrSOqgucqgk21P+yelXeH7A4t1z5BlYejKsjiRiwWNVs2gbUhjpYVzuFnaN1dDZkZWU+BBBU66bgV0HD+0WPkIWOS2W2qRRjLrdASiXCg+qNhsLCgwk7CY5b3hHrKo78epOUi122swuemvgbaoex+KcgIsb5iAuWaE5\/VBZO\/3lGdbkaDW+xtKXjnE11UOtyPVw6La2Q5RljFl7iXUaHqDc1qh7W4yGRS1hkZGCGJEsAUORcqAohyJdVsDag1t2MxgieYRq0SKWLpJGysFzZyhViGy5Wvbaxqgq6m7U4p0MZkGQgjKI4wqg5s2QBAEvma5WxNze9U6KToBc+ygxpUwcNktcrlHi5CfzEV6MGg9aVB7FBY\/IW+dTWuNQqVNzQL0kfzKoPkGPzoMaB6kUa+0gsf9ZI+VDjPUrs+DbEEAk8hgLanvPGht7mNaP7OkWxNlBse+wUeOobepvD8U7w4ksx0jjAtoBeWPUAWGyke81UQ2zd7Uedr+FWadJBwyD1pR5IrN+Nh86zAw\/jLpb6q++9mqw4NwUznKBqBcmoPEMFyZQCLgEHzAOtCfqeLLh\/K+j4kK40ET95CbWkCC4Ja9uYRoOtVRS+gnS1rfXFxuAe5+Nb+HKCuLCiwMNwPACaFvwFVNTDl8TG4eekkZ++o\/mtVjwTBsqzscv5vICrK1s7ojeqf8MyVQ1aYW\/wBEnt1lw4PllnNviF+VDZ4PgHzW5b5Li5AzEgE2PnY7Vtlw7DDjutmSRgAVIOR0udx4g1XPOWvc2uS2gtcm3h0r1cS67O3uYir2dJ\/ZxWM3LOnMjlj1+1GwX\/UFqoq94BxN+dBGxY3niJJYnu5gCvkb1CxOOlV2UsDlZhqqnY26inZ\/z628N7mHxEgvduXCv3yXf\/TFl+9VZers4wjDRXVLPNNe6LaypDlNgBtnfWq58ap3hj9wcfg1DJ6mcHbMssNj6SKQg7m8YEq6ecTqOvfNU9XXZ\/FxjEwnlKt5UFwzaAsAdGJvoahScpWKtHICpINpF3Gh3SmmT1Jl9DhkUaPiLu568tWKxp5F1diOto\/CpPBeJTCCRIpZI5IRzI2jdla1wJUBUg2sRJbpkY9TTtFHCsiozPdI4VsoUhbItwbka3zH315wCGIYiNc7+kLRZSgH5wGJhcMbaOdaacfrH\/imZvz8cGI6XliTP75EyyH3tWnFYzBujWwzxSW7pjmLR3+0kilreT1EOGj6TL71cfgDXowI6Sx\/Fh+KippxqFSpjcPbo0Z\/+RP6kV7\/AGZL0W\/kyn8DTTjfFt2JkwiyMMUI+8YwrSqzIBnXmghToSlwGOg11G4usPPwlJCXyG7R2XluVTLGEkuwBDBnzuLBge7te68Y3D5RvG\/7jf8A1WfD8A0psPEX8LdbHx9lVLLP67eHiPBRJGeWuRcwI5bm654vXuCc2US29b9pLgDke0OLid0WGNEjSOMAqpVnbInMLkm5OcPrWXGeFmNi49Q2tYag\/wBB7ap6IUpSguux8cTYlBKoZT0IzAk2ABHUb19iXshgzomHC66hY3W9uh8etfDOH4xoZFkQ2ZTcHT+oIrqIfyl41STzGOh6jS\/3ffVlH0uXsFA5ACOAg2Vtr6m9\/G4+Aqk4\/wDkujeKQwRyNObZLuLXuNLMQLWuPZXB8U7VYuWINzpVBchsrsLsNRe1uh+VQeG9qcZh35kWIkV7WuWLfEPcdKaYncW4BPgiqTxJDIy3HNDHNbQkMbxnpsdKgMMSR3Tcf9Irb4R07Q9pcVjmWTFStKyiy3CqAOtlUAC\/jaqpTWcb5Nk8bKe+GB+0CCfjWqpUePkXaRreFyR8DpWQx5PrJG3mgB+K2NEyeodKmmWE7xsv7D\/0YH8acqE7SMv7aX+ak\/hQz6k8K\/5XFeUH\/krSkK8nmhhmV7FOuUjuv8QQfd41YcKwoMGJQOhzLEdDa1pEGua363x061Xy8MkRrZWZf1lBIPhb5VZYX811\/YLiKQMxcC+W1t9x\/wDtUvG8WGmLXGVgwOl7C46e6quOUwswDXDD1h4bHy6\/Co+JmzbbUztO07gT3XEDpyJP5ktVRVzwzKq4nKSQMP18WkhVvm1qq48M7bKx8lJoklaqtYB\/c5NL3nh\/kmqKvDJj+jYeYt+NWOHwjrhpASoPOw59dRbuTg6g6Hb\/AGDTYvG+KmKUqQR0uPiLH5E1g429oqa+EQWvLGBptmY7C\/qrbevGgi\/xif2UY\/iRTV415w63NhIJLcxL3\/aFrVjxkenm\/wAyT+Y1O4MkJngCmQsZYxqFAvnFtLnTao+KxMJkduWzEsx1fQ3JPRaacfqfDEHiwSMLqzTA+ws6oD7jlqmmQIxU3upYHzBIv+FW0uLAw8LrGvdlnAuXOWwha97jqx38KgTcSYkkLGCSSfRqT78wNNpk9Y8LkPNiH209\/eBrZxeBmxE2VWI5smwJ+san4HFs2LijjcmNpYlFlC3BZQdgNN6rMZxGSRmbO9mLG2Y2AJJta9OzpZdo8HJJicQ2RvzsgBtZSoJC2J9gWtfBMG64iBjlBEsRPfS576nQXuTWrtOc2Idxs6xP+\/Gj\/wDtWfZZL4mHoFkjdvJDmb4AE07N\/KNiMCoZvSxgXPUm2v2Qa1\/R4usv7qMf5rVEJryhs8TFWAbtI3kqr\/7GgkhH6Nz5yAfglQ6VDfib9MQerEo9pZz\/AFFSOF8YaLRjmXTTw8TeqqlWJbb\/AF0PGuMamOM2t13v7PZVAzEm5rEmlEKUpQKUpQe36V5SlApSlAqZwcRmeITC8fMTmC+W6ZhnF7i3dvrcVDpQfScTJwyBrS8hpeUNYEOQPmnKFcucA64e4uu251U68RxXgzHOyhiWct6N8zZiGufVtZzc95roGUZc1h86vSg7XiAw4idIFRZWw3MlyEMqsHgsikE908tpLHUc0A2K2rlkzKboxWxGt8pvvr4dakdmyTK6j68OIW3ieU5UfvBaiJI2UqCTnIuOpI9XX7xoa2pxGXYtmv0cBv5ga2LxTpy4xqNVRQR42uDvUYWWx3Njp1B0sfjrWMy2O9767b31vTjGp+7P9XmAxhaHENmdcqINAul5YytsuXWwYGqpp3YfnSdAbFmGv6ovuR8K3wXGDmOwaaAeeVJiw910+VVd6mHK1IbDOTpZtQO6Q1ydbC29TuGIxgxKEHWNHGnVJUVreSu\/zqovVp2cl9OiMxyyB4jr6vMUpfXaxYN7qqNONw+SwGqt3lYjddq0xgAnWxG3W\/TQ+y96n8Qx8jRpG6D0PozcC4IJNvEbEVEEsZuWTUtspI0tsL3G\/wCNJpkSezAAxCOdos8n8NGk\/FRVVV3w8COGeUZgcgi1H1nOY2205ccgPhmFVjQDo6n1d7i9\/MW060MTcL38JMlxeKSKT7rBo3I+8Yar4xchdBcgXPT3+FWPBbxyWcXjlDxvlsxykasALk5TZx4lRUbE4ExSGOQhSDYncEdGX9ZSLEEbiqmJHZ3uytJpaKOR7nYMFKxH+K0Y99VVdBhOGzHD8uKKSSWcqzCNGYrEuqZrDTO9m16Ih2IrW3ZeSO\/Plw+Ht0klDP8Aw4Q8g961Bp4p6SCCYfVUxPpsyG8d\/ONlA\/YbwpwcZI55jssZjXwLyAxke20Rmb3CrDBYjAYcOrPPilcANGqLDGxGqkOzM9wSbNkU6kbEg4T9qUCLHBg4I0S5HMDTNc+szcw5GbQC5TYAVRR4XCPK2SNGkY7Kilj8BrU\/GdnMTDGZJo+WNNJGRHNzbSNjnPw0pi+1GLkGQzyKlrZIyI47f5cYVflVTUClKUClKUClKUClKUClKUClKUClKUClKUClKUE7geJEWIhkb1UkjY+QYFvlescZhTC7oT3kkdbjxU2J8d7W99Q6uO0L5nWSy+mRJLga5rZJR\/ER6sFZbQnW4t8P92r3NY6jw0oTlOh3A+YBsfI\/hRCQQd7ePlRE\/iHdw2HXqzTSaeBKRr84XPvqqNWvabuyiLS0CJFp+so9L\/3DJVVUUpSp3DODz4gkQQvJbcqpKr+02y+80Ezjp5uTFDXm6SW0yygekvbbOfSD9oj6pqsVb7C99B43JHQb10GAwSYXMMRiYArrZ4UviGe2wPLYIrA7HmKQb+2tz9p8LCVOFwmYoCEfEPcrfVmVIgtj4FncjxvVFZxaN\/R4VAzuhZpAoLFpXtnUAE3yqqJp1DeNZf8ACk66zmLDC1\/7zIEf+ELyn9ysJu1OKZSiycmM37kCrCp9hEQGb716pqgvDh8BEO9PNiGttCgiT+JLdv8At1Ik7W5UEcOGgRVFlaVefIBvbNLdbX1yhAL62rm6UFtjO0uJmGWWZ3S4ORmOTyyiwt7KgiVeqfrXysRe+299BUelF1vIQ9WBsNwDc9djoK95AJsrg62F7r03N9h0qPShrf8ARmtcC4sTproNCTbYeda3jI3BHnWNbVxLj6x6dfD1fhQ6abUqR9KN7lVOpOqjW\/ja2nsrwutvV6WuCd\/E3v8ADSg01msRJAANzaw8b6C3vrZljJ9ZhqNwDp1JIPytX0n8lPB8FI12mE0iEOI2jKhCPrqTqfw9lWdpXzrinDXgmeFx30NiPdf8Kh19u\/KnwjBmMyyzCCV+7nCZ2kA1CEDW3la\/WvisygMQpzDobWv7ulLBrpSlQKUpQKUpQKUpQKUpQKUpQKt4SZcKyfWgOce2NrK4Gn1Xym323PSqipPD8W0UiyLYkX0YXVgQQysOqkEgjwNBpJ08qtuBRqrmVtUgHMOnddgQIkN\/1nyg+zN4VLh7MidDiIZEhg6nEMyBD1RXy2lt9i7W3UVuxfEcBBGsUKPiipzM8l4one1g2RTzHVQSFBZLXYkHNVFFhMFPiXIjR5XJucqsx1OrN7+pqw\/sOKL\/AJrExoR+jgtPLobWJQiJfe9x4VH4l2inmXllskX+FEBHGPuJYHza59tVV6gvTxbDRaYfCqx1tJiTzW8xGAIh5Mr1C4lxzEYgWlmdlGyXsi+GVFsi+4Cq+lApSlApSlApSlApSlApSlApSlApSgoM3jI0IIOm+m4uPkQal4HickJUxsVyMrd3S5BuM3j4W2rqIu0+DAjBgRssUKuXgidmZWw6yHM1zblpOB7WHWxFjwrifC5BHGEiiZFTNJNDERYGHmIcxtIxCy9494A6XJNNHL9pu0cuLxEkhJKyZVCHUWHqgDxvcg761TYjDuhs6Mh3swIPnrXWce47gG5Bw8IjMcqMxWMI2VfW71+9mNmAI0202qL247QRYvlCIschmJJQoLOwZRZpHJIsbm4GosBbW2jl6UpUClKUClKUClKUClKUClKsOAcLOKxEWHDBDK6oGIuAToCbdKDXw3h0k78uJcxsSdQFVR6zMx0VR1YkCrMy4XCaIq4qYbu4PIQ\/9OM2MvXvPZfsnes+1E6wFsDh3UwxkZ5IyD9Ical3YbqDcKmy26kljztBN4lxObENnmkZyBYZjoo6KqjRV9gAFQqUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFZK1tRWNKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD\/2Q==\" alt=\"\u65b0\u7814\u7a76\u6307\u51fa\uff1a\u6211\u5011\u5c0d\u904e\u53bb\u5b87\u5b99\u7684\u6240\u6709\u8a8d\u77e5\u90fd\u662f\u932f\u7684- \u6fb3\u6d32\u65b0\u805e\u7db2\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTkVM_thWe2-8heLUA4_v3fpBM6e4o8oNlktQ&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de la expansi\u00f3n del Universo. El Cosmos comenz\u00f3 a 13,7 mil  millones de a\u00f1os, en un evento llamado el Big Bang (izquierda).  Inmediatamente empez\u00f3 a expandirse y refrigeraci\u00f3n (fase 1). Finalmente,\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las colisiones entre part\u00edculas ten\u00edan tres importantes consecuencias. La primera es que el universo estaba en equilibrio t\u00e9rmico. Para dar al lector una idea de lo que esto significa, vamos a fijarnos en un vaso de agua a 40 grados. La temperatura de un objeto es una medida de la energ\u00eda media del movimiento (energ\u00eda cin\u00e9tica) de sus mol\u00e9culas. Pero no todas las mol\u00e9culas la misma energ\u00eda cin\u00e9tica correspondiente a una temperatura de 40 grados, sino que existen mol\u00e9culas con menos energ\u00eda y mol\u00e9culas con m\u00e1s energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">PRIMER CAMINO<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los n\u00facleos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>\u00a0colisionan con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>3<\/sup>He, y seguidamente con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>4<\/sup>He<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"CENTER\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/pathway1.gif\" alt=\"\" name=\"Imagen7\" width=\"479\" height=\"216\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<h3 style=\"text-align: justify;\"><\/h3>\n<h3 style=\"text-align: justify;\">SEGUNDO CAMINO<\/h3>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>\u00a0colisiona primero con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>3<\/sup>H (habitualmente conocido como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('tritio',event); return false;\">tritio<\/a><\/a>), y posteriormente con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0para formar de nuevo\u00a0<sup>4<\/sup>He<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"CENTER\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/pathway2.gif\" alt=\"\" name=\"Imagen8\" width=\"479\" height=\"216\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"CENTER\">\n<blockquote>\n<p style=\"text-align: justify;\">Este n\u00facleo fue el m\u00e1s pesado que se form\u00f3 en el universo primitivo, debido a que en el momento en que esto fue posible, la densidad de energ\u00eda ya era demasiado baja para permitir que los n\u00facleos colisonar\u00e1n con suficiente energ\u00eda para fundirse. En el momento en que comenz\u00f3 la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a>, la abundancia relativa de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0era: 13% de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0y 87% de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>. Todos los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0fueron utilizados para formar los n\u00facleos de Helio. Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0quedar\u00edan de esa manera como n\u00facleos de hidr\u00f3geno. Por lo tanto, tenemos que en el momento en que se complet\u00f3 la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a>\u00a0primigenia, el universo consist\u00eda en pr\u00e1cticamente un 25% de He y un 75% H (en peso) con ligeras trazas de otros elementos ligeros.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El paso final en la formaci\u00f3n de los elementos fue la captura de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0libres por parte de los n\u00facleos para formar los \u00e1tomos neutros (proceso conocido curiosamente como recombinaci\u00f3n a pesar de que es la primera vez que se ligaban\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0y n\u00facleos).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"CENTER\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/atom.gif\" alt=\"\" name=\"Imagen10\" width=\"354\" height=\"165\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"CENTER\">\n<blockquote>\n<p style=\"text-align: justify;\">Pero los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0ten\u00edan a\u00fan suficiente energ\u00eda para y el proceso de recombinaci\u00f3n no ocurrir\u00eda de forma masiva hasta que transcurrieran unos 700,000 a\u00f1os. La captura de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0para formar los \u00e1tomos tuvo una consecuencia important\u00edsima: sin\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0libres, la radiaci\u00f3n electromagn\u00e9tica (los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>) ya no ten\u00edan con qui\u00e9n interactuar y el universo se volver\u00eda transparente al paso de \u00e9sta. Esto signific\u00f3 que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0ser\u00edan capaces de expandirse junto con el universo. Esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0que acabaron por ser libres ten\u00edan energ\u00edas alt\u00edsimas que se traduc\u00eda en longitudes de onda muy cortas. Pero la expansi\u00f3n del universo caus\u00f3 el alargamiento de esta longitud de onda. Esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0de longitud de onda alargada debida a la expansi\u00f3n son a los que nos referimos cuando hablamos del fondo de microondas. \u00c9ste es un remanente del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>. Hemos sido capaces de medir la intensidad de este fondo de radiaci\u00f3n que se ajusta casi perfectamente a lo que predicen los c\u00e1lculos te\u00f3ricos. \u00c9sta ha sido una de las evidencias m\u00e1s rotundas a favor de la imagen del universo que proporciona el modelo del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/lh6.ggpht.com\/_CGpuide4fUc\/TEVop_ftIAI\/AAAAAAAAFYA\/HL9oVaHbCPw\/4729216613_30d0fd630e.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Unos doscientos millones de a\u00f1os m\u00e1s tarde de todos aquellos sucesos, el universo estaba m\u00e1s fr\u00edo y los \u00e1tomos se unieron para formar las primeras estrellas que comenzaron a brillar en el espacio interestelar del joven universo. As\u00ed, durante diez mil millones de a\u00f1os, se fueron transmutando nuevos materiales en los nucleares, las estrellas masivas hab\u00edan explosionado y dejado el rastro de nubes moleculares gigantescas, nacieron nuevas estrellas de II generaci\u00f3n situadas en Sistemas solares que posibilitaron, presididos por una estrella mediana, amarilla de la clase G2V, que en un planeta situado a la distancia adecuada y con todos los ingredientes y par\u00e1metros necesarios, surgieran seres vivios a partir de la materia \u201cinerte\u201d evolucionada y, en alguna de aquellas especies, cuatro mil a\u00f1os m\u00e1s tarde, se lleg\u00f3 a adquirir la conciencia.<\/p>\n<p style=\"text-align: justify;\">Personajes como Fred Hoyle, Brandon Carter, Eugene Wigner, Erwin Schr\u00f6dinger, Martin Rees, Bernard Carr, Freeman Dyson y Tommy Gold, Lewis Wolpert y Sydney Brenner, Jhon Coway y Manfred Eigen y Grahan Cairns-Smith. Todos ellos grandes especialistas en sus campos que abarcaban desde la biolog\u00eda, las matem\u00e1ticas, la gen\u00e9tica hasta la astronom\u00eda y la astrof\u00edsica\u2026Todos ellos y m\u00e1s tarde otros,\u00a0 como Casrl Sagan, creyeron ciegamente en la existencia de la vida por todo el universo. Para ellos (y para m\u00ed tambi\u00e9n), era una regla inamovible y consustancial con la din\u00e1mica y el ritmo que marca el Universo para que la Vida, est\u00e9 en \u00e9l presente.<\/p>\n<p style=\"text-align: justify;\">\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=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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