{"id":25315,"date":"2020-06-22T07:23:14","date_gmt":"2020-06-22T06:23:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25315"},"modified":"2020-06-22T07:23:14","modified_gmt":"2020-06-22T06:23:14","slug":"el-tiempo-transcurre-las-ideas-fluyen-la-comprension-se-acerca-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/22\/el-tiempo-transcurre-las-ideas-fluyen-la-comprension-se-acerca-2\/","title":{"rendered":"El Tiempo transcurre, las ideas fluyen, la comprensi\u00f3n se acerca"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.cosasparatumuro.com\/walls\/cambiar_el_pasado-other.jpg\" alt=\"\" width=\"691\" height=\"393\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>Lo de no mirar atr\u00e1s&#8230; \u00a1No me gusta! Si lo hubi\u00e9ramos hecho as\u00ed, \u00bfc\u00f3mo habr\u00edamos aprendido lo que sabemos?<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Desde que asustados mir\u00e1bamos los rel\u00e1mpagos en las tormentas, hemos observado la Naturaleza y, de ella, hemos podido ir aprendiendo. Esos conocimientos han hecho posible que nuestras mentes evolucionen, que surjan las ideas, que la imaginaci\u00f3n se desboque y, vaya siempre un poco m\u00e1s all\u00e1 de la realidad. Imaginar ha sido siempre una manera de evadir la realidad.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"El Tercer Precog: \u00bfPor qu\u00e9 no vemos viajeros del tiempo?\" \/><img decoding=\"async\" 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\" alt=\"Cient\u00edficos demuestran que es 'matem\u00e1ticamente posible' viajar en ...\" \/><\/p>\n<p style=\"text-align: justify;\">La imaginaci\u00f3n no tiene l\u00edmites, y, a veces, se carga de fantas\u00eda para &#8220;so\u00f1ar&#8221; con proyextos irrealizables. El Tiempo Pasado no est\u00e1, se fue para siempre y nunca volvera, el Tiempo Futuro es algo que no existe, a\u00edn no se conform\u00f3, es algo que est\u00e1 por venir. y, cuando llegue&#8230; \u00a1Ser\u00e1 Presente! Entonces, como poder viajar a ninguno de esos &#8220;lugares&#8221;<\/p>\n<p style=\"text-align: justify;\">El viaje en el tiempo ha sido una de esas fant\u00e1sticas ideas y ha sido un arma maravillosa para los autores de ciencia ficci\u00f3n que nos mostraban paradojas tales como aquella del joven que viaj\u00f3 hacia atr\u00e1s en el tiempo, busc\u00f3 a su bisabuelo y lo mat\u00f3. Dicha muerte produjo de manera simult\u00e1nea que ni su abuelo, su padre ni \u00e9l mismo hubieran existido nunca. Claro que, tal suceso es imposible; existe una barrera o imposibilidad f\u00edsica que impide esta clase de paradoja y, si no existe tal barrera, deber\u00eda exisitir. Creo que, a\u00fan en el hipot\u00e9tico caso de que alg\u00fan d\u00eda pudi\u00e9ramos viajsar en el tiempo, nunca podr\u00edamos cambiar lo que pas\u00f3. El pasado es inamovible.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-9aO_kjudCQw\/T6BM1wyo6TI\/AAAAAAAAPJo\/9F6pb-HgQ0k\/s1600\/paso_tiempob1.jpg\" alt=\"\" width=\"569\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a1El Tiempo! \u00bfEs acaso una abstracci\u00f3n? \u00bfPor qu\u00e9 no es igual para todos? \u00bfPodremos dominarlo alguna vez?\u00a0 Claro que saber lo que es el tiempo&#8230; \u00a1No lo sabemos!, y, seg\u00fan las circunstancias, siempre ser\u00e1 diferente para cada uno de nosotros dependiendo de sus circunstancias particulares: Quien est\u00e1 con la persona amada no siente su transcurrir, una hora ser\u00e1 un minuto, mientras que, el aquejado por el dolor, vivir\u00e1 en otro tiempo, un minuto ser\u00e1 una eternidad. En cuanto dominar lo que entendemos por tiempo&#8230; Si pensamos con l\u00f3gica, en lugar de introducir posibilidades f\u00edsicas particulares o locales,\u00a0 pensaremos como nos ense\u00f1o <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, a una mayor escala,\u00a0 en la utilidad de un espacio y un tiempo \u00fanicos y unidos en un bloque de espacio-tiempo que se moldea en presencia de la materia y se estira o encoge con la velocidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTMxWFCzBaZ_vSrTVxISaWkoo0W8uCw_29Pyih6xueVEXpcGIrz&amp;usqp=CAU\" alt=\"Constantes universales : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRnisB5zn_CvstqDkGyaFDPTozFtJ0bPR5lZSFjZsvbpBReDC2u&amp;usqp=CAU\" alt=\"cerebro y universo 3 | voy con mi hacha\" \/><\/p>\n<blockquote><p>Cada cosa, cada Ser vivo, cada objeto del Universo por muy peque\u00f1o o grande que pueda ser, tiene asignado un Tiempo y un ritmo. Una estrella &#8220;vive&#8221; miles de millones de a\u00f1os, una mosca una semana, la tortuga gal\u00e1pago 150 a\u00f1os, un elefante 70, nosotros, los humanos hemos alcanzado la edad media de los 80 a\u00f1os, un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> vive 15 minutos, el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>\u00a0con un l\u00edmite inferior en su vida media\u00a0de unos 10<sup>35<\/sup>\u00a0a\u00f1os&#8230; &#8220;Todas las cosas son&#8221; aunque no de la misma manera<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTCVWKxXELTr10OL6FifKUFMBlw-xmiixDiKCJEqYxM6sA8gyKL&amp;usqp=CAU\" alt=\"El rinc\u00f3n de las hadas: El sonido del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRybWiI3CMenzQP4IRkzpNeXA_flcryyr99-jCslTfRIJsv6Knm&amp;usqp=CAU\" alt=\"Nueva generaci\u00f3n de cura medicinal: \u201cLos Pensamientos curan m\u00e1s ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSQdWcKZFjDfSkkVDUrpJ434owOhQIFENIvRouDaeglMkMcPxIp&amp;usqp=CAU\" alt=\"Diplomado en Neurociencia, El Cuerpo no est\u00e1 afuera del Universo ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRUFNAkp_e7KGsb0eRKI8CqojgPCyTaPE73uR0KjAOfCz5McTFN&amp;usqp=CAU\" alt=\"Manipular el universo es posible en Cosmos \u2022 Consola y Tablero\" \/><\/p>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0 Hay en todas las cosas un ritmo que es parte de nuestro Universo. Nosotros (Y seguramente otras muchas criaturas), tambi\u00e9n somos Universo, la parte que piensa.<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La Tierra\" \/><img decoding=\"async\" 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\" alt=\"Dunas del desierto de huacachina | Foto Premium\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/09\/Larrea_tridentata_Anza-Borrego.jpg\/250px-Larrea_tridentata_Anza-Borrego.jpg\" alt=\"Larrea tridentata Anza-Borrego.jpg\" \/><img decoding=\"async\" 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\" alt=\"Larrea tridentata - Wikiwand\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Hay simetr\u00eda, elegancia y gracia\u2026esas cualidades a las que se acoge el verdadero artista. Uno puede encontrar ese ritmo en la sucesi\u00f3n de las estaciones, en la forma en que la arena modela una cresta, en las ramas de un arbusto creosota o en el dise\u00f1o de sus hojas. Intentamos copiar ese ritmo en nuestras vidas y en nuestra sociedad, buscando la medida y la cadencia que reconfortan. Y sin embargo, es posible ver un peligro en el descubrimiento de la perfecci\u00f3n \u00faltima. Est\u00e1 claro que el \u00faltimo esquema contiene en s\u00ed mismo su propia fijeza. En esta perfecci\u00f3n, todo conduce hacia la muerte.&#8221;<\/p>\n<p style=\"text-align: justify;\">De \u201cFrases escogidas de Muad\u00b4Dib\u201d, por la Princesa Irulan.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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ya3SV\/sbqXJlKylJfc9QurAQArybYA7Nh0XH8JXBuUVJ7vc7VoOCutV9jz\/ELuZvjLonnzZ6LR6gVaZHfOAqjYEklmCqABuSSQPjIt6k4rRFrS6hbF5lzjLKQRghkYowI8GUj+E6mGjsidIHBkiLOTOkWcGdIMhZd+YEhu8bH+48DtJ7qzIbO60ZZp4ky7WLzD8S+98V7fh8pVKgn0fnz4y6GLlHpq\/avb28jR0+oRxlGBHh1B7iOoPgZnlFxdmjbCpGavF3JZEmIAgGHxC5RqSjHDPTlfHkclsHvHMDjuz3ScNyqsrxKDPkZE12seTJ3KV8sRkmZmol0TFUMrVmWxMVQjpkmQgXKpWy+JarkGaIlquQZdEtJIMviWa5Bl8SxWJBl0SR7VUZdlUd7EAfWQZdFN7GTfrm1ReuhylCZ9dcp9psDJrp+HWzp3ZPSuMlN2izXOjKh\/uRae6uvUs+jBasJSwUK1QtrCjHKCfaTxxzKcnc5OZoqwil9PB2\/Jnpzk39XFXNXiXFatOFNpI5jgYGcADLMcdFA6mVU6Uql8pZOrGnbMaKmVF6M30j0xsoYKMsPaUd5Xs+IyJ2Lszk45onhOFcFq1ZYpYFc9QehI7fCbaeKlS04FCpKZOnCbNM+XtJYAgDlwoH9fGZMXlru6VvXv8Ampow6VJrN2eRS1HGrEfPUbdnd5TlSnFtM+9jgadWmndo61fH7LWpXBB5wT4gbtt3YzOpJLQ8\/F4KnhqNRt6ZdO\/h6mjp2LuB2k4Ufz8u34SZ8Y9z2ep0CW1rU2eRSjYBIJNZDJuNxhlVsjfKiQauWLQsafTrWoVBgDO3Xckkkk7kkkkk7kkmEcPpkiLOTOkWRmSIs4M6iBwZIgyNpIgyF035gSGH3lOD5Z7R4HaS3VmV7O60Zao4s67WLzj8S7N8V6H4Y8pTPDp9HT589zTTxso6TV+1b+Xt5GrpdWlgzWwPf3g9xB3B8DMs4Sg7SRvp1YVFeLuTyJYZHpLws31ZrPLdWeepu5x2HwIyCO4wnY41dWZ4fQ8b\/ehWHKLCVZT1rtGxU\/Hb5GetGCqUs64HzdWTo4h05bM1bzIIjUM3US1GOoZWqMuiYahm8VL+rC1kgscZGxxjJx9J53Kld0qSs7XdjXyfCLneXA++tSpaX1Fz8xAAwezt5hjdegP9ZkowpUYwqzk7yS4\/NOs1tzrSlGEVZG23EaUALXIM9MsN\/Kek6sOtHKeFrS1UX87ySviyH3K7X8Vqbl\/UwC\/WQdRPZPyNEcM10pRXjf7XLCavUt7mlC\/\/AC2qPpWGkM0ur1LYworeV+5e9idKNW3W+qsdyVFz+p2A\/wC2Ral1lqlSW0W+9+xIeEj\/AB9ZewPYbRUvkPVBT9ZXLLHpP1saKbnN2pw8lf3Lel4BpBhhp63PYzj1p8wz5M4lF6ok5VE7SuvQjvpRKdTyoof26+YABithBRc937wDHhL4wjzsZ2109P6Eq1R0XTzPKtlfS77PEl4j66m2mwBbEBNaoo5bPbT3SWPKd0BB232lMXPLU46XXXoactCXNJXi72k3rHXjorrhfcs8gv1WHUhRpcFW6g3tggjvwmJOMnGipcW\/t\/ZTOCdZwveytps7v8FngGqP7IjOd60ZX86SUb\/8TleP6rS4\/wAnaEv0k3w38NDI4JfajJ62xnGpqNwDHPI4IJVe5eR12\/KZZXUXF5VbK7d6\/tFeHclJZnfMr9z\/AKfoee9KeHtQ7arT2er7WHZzdc47Qe4bjuPQZlPgzU4a3RlL6cCzH7S3L2ZIyp\/zDadsL9Z81HENHYeb9pVT+Vx\/DecPUwvLGIw8Mis128CtXxOsME03NbY2wOOvx22nbmbFY2tin9b06lse39FuHtX+8ubmtYdnuoPwr\/M\/6LNcxKNtT19LToJpw4cmSOM4M6QZyROkWcGSRBnBE6QZGwkkQZE0kiDImk0VspW3oG2Y84\/4eS48+XcDz2k7XWu3aVZrSvHfs3+d+ht8A4hdYStq7AZDHAc749pVyvxGPKYcRThHWJ62DrVZ3jU\/Pjw+bG1MxuPzj\/8AoPA\/V2rq6x7DMBaOxW6K\/wDI\/CbMHX5uWV7M8zlPCc9Tzx6UftxXsfdZrBWiFw5LDbkrdycYz7oOOol0pKMrHnqjKcb3Xi0jKv1zn3NNZ5sVQfItzfSSU5PaJnnRpLpVF4Jv2Rnahrj1Wtfiz\/TC\/wAZZFVX1L19jLOWEjwlLxUftdkN1VgXnNrezuQiqu3b1DH6zFyhRm6WbpNa7GjCYqnGdoU0r9bbfq\/4Kl2jr1FZdGJZSQeZ2YnPugZP8J41aqp0oWX1ap\/xY385VzNytbuS7\/jPVaHSpWAFRV235VA\/hPpIxUVY8yU5Td5O5o1yLLIFlJBl8SzXIMvRK6ZGB17N8YPeDg4PwlVSN0aqE8krvbjpfwtdX8zvTCzPt46Hp7vZjxz1+cqjnv8AUaqnM5f0+vjvx8OrtOdTw0u4bnwuUZ1x7xrOUwezfGfITRGplVrd3iUOF2T8apZqW5Bl0K2KO0tWwcD44I+MjRaU9dnp5kqibjp3+RV4VVXqjqLHTmqsatFDDqtSg5\/WTv3jwjEQWSNOXj4stwdacKjrU3Z7J+H5Zl21Np6tfWtrciZC1kBvt1XkYOfazzM4OSc4lkIXqUpX0tb\/AMv2I1Ky5mtFxWbM2nt0ltba1726tSz6QalaG0wKWAVOo5uQlGRqijAMO0ErscdJTSqZpTg+Kv2aal9XDuNKFZNWTs1fVXuturtVzw\/E7U1Nps1lpCj3alyQo7M47fHtnY0pPooiprdmRq6aHP7lRjp2g\/HtlUk4PK9zRShzslFcTIbQb7KfgP6zl2fQx5Kw6isy17y3p9HzNyspDLhgRsw36+c6eRjcLGilKD0Z+n+hurexeS05dRs3417z4jt8xJWsede57GlZ04TThw5MkcZyYIM5InSJ8InbkWcESVyDIGcdBknuUZ+eOnxk7W3KXNN2Wvdr\/XiRtTYewL5+0fkNvrOqcV2\/PnA5kqPhb19F7kb6Jerlm8zhfkuAR55jnHw0OqhH9zb+dSM9uJ0j2Kc2EbclK8+PDK+yvxIkJVEt2aI0W1ZI2fR2q7mZ7afVjGFBYM53yeYDYdO8zPUqZtDXRo5Hdm7Ki8g1ulS2tq7BlWBUjwMA8lwbSket0Np\/eVbox+\/Wfs38ce6f7zRGq9GYquFjJOPXt2MxtahUlWGCDgjxE9CLuro+YrRcW4vdGRqOsuiYKh3SIZKBDw1z6x1NIUAsQQmBs2FJbPtFgQ3QYwZkjCOe+VX67G+SWRNSvtx7Ors2NuuWHIlquQZfEtJIMviWa5BlyLCSLLkTpIFyJ0kWWI6tbCseYLgE5PQbdT4CIq7SJN2TZJpreZQRt3juPaJGccrsThK6uU+IcDS61LSzDl5eZR7tgRudA3kxPzMshWcIuK\/q+5GdBTkpP+7aoelFXNp2HeVz5cwlcNy2p0Twtvo0rZZVJyc57c+U9CliVGGXS5jlTk5XWxBRpaaGY6n2FxhcKzMxzv7KgkY2+cwU4PFS+mP1J9endvY2wm6DUnLTh1nzhVmntt5KXBYk4FispI3P3hufKV1cHiqcs046X4WaS8Nvc9H\/AOjRrdLfs\/i5r6rgKqS+PaIwdtsDsEmmZsRWc0orZE\/ovSVvAA29rPlyn+YEm9jCn9R7ZVkSw+mAcmdIs+TpBlPUcRqTYuM9w3P06S2FGpLZGCvyjhqOkpq\/UtX6FZuKZ9xceJ\/oP6yz\/HtuzHLlTP8A7a8\/b8n1Wzu5yPHZfl0hq2xKEnU6bv8Aby2O14tX7tQa091S8w\/Vso+colF3uz1KUk1aOvcPUay3otdC97fvLPkMKD85W6iWxeqMnvoSV+jFR31Dvef+Y3sZ8K1wo+Urc2y+NKKNijTog5UUKO4AAfSRLCSAIAgGF6TaJ8JqaBm6jLAf8Ss\/aVHzHTuIB7IBlekNSX0prKN1ZRzd+OgJHYQfZI7PhNuFqa5H4Hh8r4a8eej4+54y\/rPSR8xPclpnGTiW65WXRLVcgXxLVcgy+JZrkGXxLKSDL0WUkWWxJkkC5E6SLLETLIliJVkSZIsE0fL6A6lG6EY\/vOJ2OtXVmY+ko9UxRh\/TzHhJvUhH6dGZnpTwdbvdYqT9cDvm\/A1+b3RmxUW9UZ\/DPRMcvXLA5HgR0Oew9suxGM17CmlQk9bnpNfWRscTyUehLQ74Nw3kJsI3bYeA6n54Hy8ZJvgQjHiahnCTKWo4nUvRub\/p3+vT6y6NGcuBhr8oUKW8r92v4MfV+kLdEQDxbc\/IbD6zZTwS\/cz5\/Ff6jknlpQt3+y9zE13ErH9+w47s4HyG02Qo04bI8WrjsTiXacm+xbeSOdDRZZ9nWzeIG3zO05OvTjuydHkrFVn9EfM9HouAXn33VPL2m\/pPPqYyH7Vc+jwvIVVL9Wdu41aeAUjdwbD+c5HwXoJkliJy7D26PJ9Gnwv3mnXWFGFAA8BiUXNqSWx1B0QBAEAQBAEA8wiDS6g0sP8AdtUSUz7qXEe3X4K43H5h+adTsyE4qUWmeO49w80XFPu9VPep6fEdJ7VGeeFz4bGUHQquHDh3EFUkyuJarkC+JbrkC+JarkGXxLNcgy+JZrkGXIsJIMuROkiWonSRZaiVZFk0SrOEyVZwmjsThI+X6dXGHGe7sI8iNxOXsdsnuZ9vCX+5aMd1ic31UrJKZB0+05r0Fyje2tR28qH+bCdcrnMrjxO6aUU5HNY3ftj4E4X+JndSDlFdpJZY57Qvl7R+Z2+hklFFNStPhoZuvZFHNa4wO122Hz2Hwl8Wl2Hm1s09Hd\/OoyDqzacaeqy3xVcJ+tsAjyzLP8iETK+S69bhbvLGm9F9RYc3WLUPwp7bfqO30kJY+W0UX0v9N0L5qrcvRe\/qbWh9GdPXvyc7fic8x+R2EzTr1J7s9ihgMPRVoQSNhVA2AwPCUmyx9gCAIAgCAIAgCAIAgFLjPDV1FLVPtnoR1VhurA9hBwYB4viDtqKStwA1FDcr+Jxsw\/K4wfPbsnoYOWtj5nluCilJmFVNrPGiWq5WXxLVciy6JarkGXotViQZfEtViQZcixWJBl0SdBIlqJlEiyxEqyLLESCcJolWcJo7LAbkgDxnCR89bn3VJ+g+Z\/lmcO3PpVz1YL\/0jJ+Z\/pA1K2rtppHPc6KOxrGA+RY\/QTtyDiZrce9ZtpdPbd+bl9XV+uzGR4gGLnMjZ8HD9bb9rclC\/hpXnfyNj7fJRO52c5iPEtaT0a0yMHZDY\/47WNjfAt0+Ei22WxhGOyNdQBsBOEj7AEAQBAEAQBAEAQBAEAQBAEA8l6bcPK\/73UMlV5blH36u\/H4lO4+I7ZdQq83NSMHKWD\/ysPKmt+Hf+TxlNoLNjcdQR0IO89mfWj4qjeKyS3X8F2uUs2RLVciy+JbqErZci1WJFl8S3WsgWplmtZGxamTqsi0WpkqiRZbE65gNyQPOQLE7Bbx2An6D6xlZNSXAmQE9Tjy\/qf7SLLEcarV0UDmusRO4uwyfAZ3PkJFliRRPpA1m2k0ttv53Hqav1OOb5KZw6P2HW2\/balaV\/Bp19rHcbXyfioWAT6P0d01bc\/q+ez\/iWE2WH\/M+TANUCAfYAgCAIAgCAIAgCAIAgCAIAgCAIAgHxlBBBGQdjAPy\/WcG\/ZdWav8ACsy1R7hn2k8x1Hh5T0sHWvF034Hy3LmCcakcRBaXtL38dn295JbpzWxVuo+o7DLk7q5klTcJZWS1SLJxLlQkGXIuVCRZcmXKlnCaZaGAMsQB4nEhq9EXLLFXk7Ip38YqXZcsfDp8zLY4apLfQyVOU6ENI\/U+zbz9iseKu3TCjw3PzMm8PGO+pGGPqVNlY+Pr6697bAD2ZOWPkOp+EpnZHoUc0u0no4hdZ\/7fSu357T6mv6guf0iZpTR6EKb4lpeE6qz7fV8g\/Bp15PnY2X+REqbL1Gxc0PANNUeZKgXPV39uw+btkmcJGnAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAMn0m4T+00lVOLEPPU34XXcfA9CO4zqbTuiE4RnFxlszzt7DU0LaF5bEylidqsvvofI7jvB8Zso1Ne88jG4W8E1vH1RRqmlnkRLtCk9BnykGzRGLb0Ra93qJxalji4rUq6jiDjoceXWaYUYvc87EYqpHo6GPqNaWOMkn4kzUlCmtbI8m1fES+lNlzRcG1Vm61co73PKPl1marjqUdI6nq4XkHETd56I3dL6Jk\/bXsfy1+wP1e99Z5tTFyltofSYfkulSWups6Dgunp+zpUHtbGWPmx3mZtvc9GMVHYvzhIQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQDyXpDR+y3ftK\/ZW4S8dit0ru\/wDE+Bz2ScJWZXUjdFzh\/CqsBiuSc7E7Dc9BL51ZbGCngqK+qxxxDidFR5C6834EHM\/6EyfpIKXWXyhwiikKdTd9lpyi\/iuPL8Qi5J+OJYq6jsUPBSnuy3pvRMHfUXM\/5U9hPpufnIyxdR7EocmUFrJXNvRcNpqGKqlXyG\/zlDnKW7N0KUIdFWLciTEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAi1enWxGrcZVgVIPaDAMDR+i+ECW6q+ytdlTm5F5R0DcmC\/+YmduyOVGzoeGU0jFNSIPyqB9ZwkW4AgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgH\/9k=\" alt=\"Nuevas medidas de la vida media del neutr\u00f3n y de la carga d\u00e9bil ...\" \/><img decoding=\"async\" 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\" alt=\"Vida media y carbono 14 (II) | gAZeta\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT_oH4xyEPbcADCwBKlqGfShUXMK2ifnNWVpY8fY0LYK00ziI6P&amp;usqp=CAU\" alt=\"Vida media y carbono 14 (I) | gAZeta\" \/><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/29jE_pigKVy4_Y5bmrcRDuAiQPx4WyrG1HqvirizpUu6yoNX7yA4gkgwxbMVTo3WU3lkCv7vyOwDOI4cpYR8JR_F29dQ4WlUAlPmMH93j0PFw8rM\" alt=\"Cap\u00edtulo 4B: Estabilidad nuclear y n\u00fameros m\u00e1gicos\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hemos llegado a saber el origen de la estabilidad nuclear y descubierto los n\u00fameros m\u00e1gicos<\/p>\n<blockquote><p>\u00a0 \u00a0&#8220;<strong>2, 8, 20, 50, 82, 126<\/strong>\u00a0son generalmente llamados los<strong>\u00a0N\u00fameros M\u00e1gicos<\/strong>\u00a0de los n\u00facleos y su hallazgo m\u00e1s bien se debe a los resultados experimentales que a teor\u00edas nucleares de espectroscop\u00eda&#8221;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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7\/7haLEYr5wFmuE1alOZQaVBYsSoEb36nsMCDCoARqDASGV4ZOhAI6Eggx2IwY8X4jI0WIUmB0gE\/ngZ80yXYDVsLg+tusQEWO1NdpxIYuZ4XRiUmm0kmnrbyzK6SVANrE72gkbYbl6KqNKgET1HLMRb\/gYnzGpnLGWLN2u7E9FUdSbKO+C3hPhilTCvnpaoyymWU9O9Qg+9pAEkGTg4QfyOWqVbUqdSsZ2pghAR3IhVuPxMNsE2Q8MZ0KFKZekDuWcTHaArD1vvjW\/zCtUGiiNCAGEoCAAIGnWBEzaBHXGdxHKtTXXVIA1KJguZYgD0FzEm2H2hJmfDOcDHRVydQQLVNIJAUD4fJIE779cU8zw3M0UJOTKHfzMk7Jf1WmSG9ikYlyQNQ8hDSWA1UoFkDAEi4hWAJPXbtjXp+bT\/AIl2uhkf+kz+eEHmp45WV2bzGe8NZQ8\/wsP9NzbYgHGxwrxGlf8AdkqjgAAmyMew6ox\/hNr2J2wQ8Z4Zls6D5oC1NlzFKNQIn4x+ICTyn1iN8eZeJOB1srU0VhIaSlVQdFRepj6ypuLxIvid+LPkn1ePLrF+PS8vpo\/vRUgltOllOogQSRBBEjr0kbxjYzlcO4ReYFeYgnYnuv6+4N4wA+COPh3GXzBM2FNjc9Ypk9jPKetwbxg14foR9QK3mIAEnsT0Me3yx5u\/Hrx65XXnc1OxDlOGmsSlOQwBgbXuCCR0MH3\/ACOXxLgxdnVWNMrN9wdJMHeYINx+tsEfl8xZFOsbbgi8FgQLjp1698VOI1Fp8xPM7QTH4jABJm2+FLPir0JZDgy0nLhyxAAaw03gxDA7CDO+474xeP54u2mNKtB2uZiLem8Dvgrz1CoCehLMxA7Da\/zuPXA5xOgrAwNJCT8UK2mCVAi7EXiblQffozv4xuQ7RqFWxq5lBmMjWpETUyx\/aKMxPlmFroJ6RpqR\/IcVstkS5LkELsGj8Q3+Vxgg8K5QJWWqxBVYp1R3p1AUcd7BicdHj7Ua\/HlxaB7j8v7jCDRH39\/942Mx4XrivUyyjVVpGCo3IkjVaYFgYN74zczlWRmWCNIMlhGw5hB9cXxHSFYwB\/T7nfFhWtuPW46m0DrYj6HFAvEEW3uDvM\/S02w9Wi1vv1HviblUrRXNuLB2A7BjbHMUjVwsZ+quqakXuR2gb+97fngu8E+Hqeab\/VRYR\/NFQEgTKq4IBvJXlj53sHBI3B2t99sE\/hXjhpNAfSJLwwszCBBABN16TYzcTjrjBV8S8O8plRAukcoCsCdS7tUvIZpm4FrAQMY9eqzEapPKoEknlAgC+wjYdMHviDMUq9ElT5Z1eYaQAIapoIQrzdQQpvYTYk4BUT44AAgWJOo8w+EDcz+QOFQO\/AmS8xCpaxipMyeWVJ9wCIGKHjFAtPy1pqecv5gW4BULpLTcbW7n2GKHD+IVsqWIF5Ag6tJTqCREgqRcdwR0wZeJsnkny2WehUJLIxcT0NSCQGALEEFeht7wf4TysVDBW0EgmwJtMQ0SNzYb27DGtkFQBderTBZtEapIMfFaxjfpOOfsARxrTWhKyLgxqUtpMgAkSLyL94wWVuAJ+1LTpoagqcyTIinNjU0iCt1D7He4kHE1SzlKHlUaNIKPMADsf\/MdpXe1vh9lHa9zLZhAtijAGOUjXNrlDGqTcFbwRY3OJIVszUInSXIXb4VFtW3zgY06mXB0mLrsR0Ha3TYx3APTEWnIjpVSiV6YOk1qZps15WYuAZEwsbdBi1lsuUpU6xgOdWpb8pBPf0gA\/iEHrhrZZfKBnnNQyP5AgIP\/AKp+oxTr1Y0nmKqwLKsAuoOwm2rePfFZvyimZutJMx0vO3fGUK2tidgZ0yYGnfc7W7nF8IlXK1apdUgA8xI+IgEHlm0E7mxOMHgypmsxSonVpZqhqAWHlU11MvU8ypUHT41GHE16bwZqVPJ0megjV6oIRf5XHxuuxGkSdrECbyb3AeCNUZqrEksedyILNY8oIjRG0eg9oeHKXZqrDUWBOkKT+6XdEAsGcyAOyjoMEHCePIVSmw8mrABpsrjmI2Uui6hYwYBMHscA4wKinLOVrwalGoKtAopWlUSoro9FEWSKjUxUhGLEsJDG8EfF+F+dSamqga9AJaVITWpeOUkNoBgEWMbYvGmC2sgaojV1iZie04kUnvhlwF+E+BV9fm1HpMJzC1AhMmtNBGMFYA1Zd+u1UWtjd4zkyFFNCQ1U6Aw3RYJd56EJMfzFcV\/8P8+Gp5i1hm8yZF51VS39cF8A+owQcBXEOEBrrymw3JBAneTc3NzgdzWWpVUOWzdMikw+PZ6bahDIx6hgD6wZ6z6BxQKgk2Bn0FhJljygQNyRgNzSNVDO6AKYghDDKQBAZuZipBYPoAOoAbSSh4\/xjhFTK13oVINSn8JuA6ESGHoRcdmBHQ4NODZt83SV\/MWVIDBmVblbOCdye0bg4k8c5E1cmldl\/e5RjTdo3o1GgNuJKNBHTfvgG4dmWVK4WQpSR0gnUVmLTZ7ep7TjPz4m8f8AF+PXroV8X46aBNOm4NQSpMzpgjf1NwB8+wNTgXES1T97UUkiVLFRDK0xsN5NrnYiMDKfCTuZ79e5+uNXw0W80EQbPEiZ5SDvbYn1\/XHJ\/OScdfROOMESHhrDTBB5h0J3\/t64GuM2qeYJKNMWjQSZIgSPWcaXE3FKnIp0xNWAfhm1wbtFuwjGNxOuNJUOH1aYC3EkBryAZEwbb4WMalTas0uNMaLILhDM+htA++3bEXCfGD5ZXaFcrBSm6yJJklm3hRNupI2g4xWqkJpm25xn5w7k9un9Md2PlYaGPifxC+W4nXrUdKPqR0YFpPnUkY6tRKjlaOVQcZ2V4euZ82s3KCJdpEbS2mLAsY7bjvjY8Q+EmrscwGEBKIaZkhclRgaACQbMex1C+BE52pSUoRAGydJPXre+\/X54eks7NjS0WgWHy39b\/wBcVwbYkdpI3ntHr369DiP7\/wCMSZwbCw2cdxJolYTeSvW8T+WLfDsm7iVQkIZYrZoMSAxBAsCb9zviqtSAQvUXtfa49v8AgY3\/AAt4sqZOprpgGxRQVUwrbzaSdsas2V57gsjAFri4BgkiSI2I79LjE2fydejWNOsjeYqg6QQeQLqklCbabk9pnDeKVvNZm1L+IhSsN8YEG1zF99gbziJswrEsqhSCzaZlApsFXzCWJudyd8AaHEePebAampVVhFBICtoA1Qd+aWIgfLFXIZ3TM7de898UUZQZ0yL2MxcW2INj+gxs8Lo0DULMHZAgKimU1hhZdSv8XMJaAbSdsHeAQ5rh9anUFCrTudJBjcVANN9x1gH1tjay1B6WYpCoppvPKXBBhiADB9\/qfS2bkPE1bzXFSj59UgBTBkNAFOo8dltBtI6XmbN5ypUR62YdzUYFESqTqXnB1CTtZhYdjtGC2AUnKqtWoqmCKlSCV66SqmJMcwJ229xFjTpILVNVogJpW\/Wxv8+1onA5wPOaqSlruJVr9V+Em0zp0k\/PGnms7siKTUaYNoAHxMSf4fTqy98Z\/FzqStqbU0cogT7zA+in7jFBzf7+98X+DVdRk3BNzJjaAwJi3rA+kYo1xzQNunz9vu+DoDHiGv5OjRpEyzKbqYgCVNipiCDYiLY0\/wDCzLq9atUi6pTprebOHZ5t1WjHzPfGXxytR891rqx00VIGtUPxnUo1D4jMQJNtrW2f8HYmpzAlmBZdMaYo1QpnrMtYGBebkRc\/E169wmnpECbBRvaw\/vjRFFSwcjmUEA32O49fngZzLFXUpUqp8YIoUmqMTNM80BlFhuymzQIxveFabjzNYqnmBVqoYFgUUTDMQLgyF0j0E3OFb1prTJ6YRQjcY0McOGHnn+GVErRzAP8A9TVkdjqgj8vzwbUKsH0wLeCOGZim2c81kIOYYgLBOtuZiIUQhDLCmSLycEmALWboK6wyqwBBAYSJUyDfqDB+WMXiGWBDBg1+t4g9+2Nmg8j2x51n+C5jQ2ukrFQ2g6qb94\/1Ijp7YCptbIK4r0TA8\/L1EMHrBAIJsSCfT4dseT8JyKrTWtV2qIyqButRnpxqBixXzTImLT2x65Vq\/vSbky2ktt8Z3AvEEDY2E482zWWatlTU1rpyi5ciVZSVqOe5IOnURIGygzcgE\/AgoIwRFakWuwjTTllAETAZp3M6QwAB3iLfDq9RXVkywWZgLMhb3IbpK\/Ut3nDM1xF0BKOhFQAsi09TTaVbUk2gWBIgjFfJcTqUyplWKzCsqxuZuDt9bD2xj6t\/ZucRy4q0mqIRoUkujSJ29QZDKoj1OAypTZWKCdVluJ+L4SsjqCoBHU41uK8USobLBkFgTIEAg9OxFjfe5tjMzZpyjMAwjSVkBm0kTeOXpeD8pw8Z5SulzheSotTzZqsyVEpRRNQQDVJusCSD6yQLyMC9YFiFESwAHzt+uNSnTqZh0p0kLux2UdhJO\/YTboMN4Gn\/AIlKjDkpg1m7aaY1gfNtI+eNJKjq9xrjr0s7mdDG1VAD\/NRXy4mbSJUx2wPcRzvmNqIub26Gbi3Sf1xErlyxfUTDMSNIMmTJkX5iPXeMMRQTExM7jrp9J3NsPlpdMZ5JJ377fkLDCB367ff0xM+ScBiyldBCtqEQxB5feAcQYfpR0+3c\/T\/vHcRxhYXqOo2G3tP3\/wAYeKTaoAM9gDP0+mIRh9NmUyCQehBjASzT5UNQMCxLJpIkgMhljqUgyCwBBkETaxxAzqGkLy\/ws03i91C9b\/8AOJqNbmD1BrC6Rp1QSFAAUxzaYUCRHvOO1eYByZlm1QtwbEyx3mZ3tgCsj7iAZt7XBkR1tHzONngWe0VVcBFgAbWsAJM76iL\/AO49LYyqcrDR\/t9x1BncHElViqtTDyh8toiJbSYsb21sPXfthAZZfxSMtmRmMtTHmDSGDTAS2oKoEkmNzMA7TJEXE+LDMZyo9RGNOpUrVKVOiQC2uRcw3MfLQn0Q7E4wOHZmmlemXCsilSWuPh6kAmYN4G8euCjO+L6BzLZhMrQ0qulaZEAyDDR1NyZ6Ee2FTZPBuLGm2okEHTPy6hQd7\/MFsHiVFqJa6nSSs2PVZvBU+sggwe2PLWrliWa0kmwAifQDsB+uCjwVWLVWpeZpPluaagavMqAiKa9OYEmDbl7nGdixjUzpWlUpiR5hWXuI0PqtH+1ie+kDrixRy4WroqXACk3g8xNgfSInupxm0M8jakJgqYMXFt\/UD0uPXF2iUOoyJKwIg31Ai3QQT0xUhBr\/ABC4WF\/8TRqjQw8msqtFQEsTzJPMhBWekx747\/hzmaVGqpVwwcyx1HVpSoQC6Ecn7t+hYGDexxd8fcD1ZZautQxLVJd5si6dPViTvMG4EkdPP\/DWbCZhWJgQx2kE6Dy3IADfDPTVN4jFxNfSKV\/LksHIEDlE3Dabdd7k7De2LPC\/E4avTplVWm5ZEbVqJqCSBK\/uyNKtIRngkSRjC4JnVr0AeVzAR9QkFSIkj+enb\/cMWeHZBy2kM6JC66wkValMElU8xhqkj4lQItOSADIIaR+zgCcRLmQbbYzanFqbVDRk6wAduWY1FZ\/iC6WI6Bx3xIWwGi4Fmw9bOKAv7uuq2IvNGmZIGxvF\/wCHFuusMcQcH4Hl6D1qtGmEeu2uqwLHU5kkwTAuSbQL4k4hWVTzECSFEmJY7AT1OAKPFuJeRTLgAuSEpqSQGqMYUSATvewJgGATbGTV4\/TqCNLK3NYiUlIJBqLKruBpfS38uL3FcolUAOLiSrCJUneJBBBiCGBBFiCMYeSywpedqh3YBKbL\/CrGEGqWEmWKklVJAWAIwFWPxLNCipdvwKTuSZA6E78xUX7jHk2QzE51EoMaC1KmhjYruyiABOkKwBMkgy1oABj444vqQUaZ1TqY2\/COoi5BKTq6BAY6ke8E5MVKzshJRE+J6YBSoX5Sg8xrkJqaCNypBG5DgupV1RmKIp1MVZyFAPOCQKZ2AbSYiDA7DFesxLaTTVgbghYAtMm\/QReOo9MECVlTUzCSZJIgSdMSYnpA6bb4H83XpFy0yW2GqADtMd5A3w5lTAzfBFHMkIRsp+A9pm62+W0jGJXokSCo1D8JBlTPMI2uB6i+CTPsyiZ1JG3YkdZJMdPkZnfGHxKrrGrYryt6qfhPy+H5jtjb+abWZk82wddBAZmgFbE6hp0SIsfyJnBVXaiMkysPLcsARs3lq1xP\/wBwdtkPSMZPAeJmlnFzNRTVIKs0kAfENxpubQoEXi+8v4rxds\/nnqldIeVVTJRRqJUmNoMMRsbzvh\/zpdDdaiNTC8C8gTueoGLfDuH+bVALSsyTEFlXsDIBOwm2H8W4UaRFNmGqLKYiDtDExHr7YveHeI06TAka2IsG2XsTG4j7vapjn0ujDPZOj+xr5lFRVDMyec869KgKHAgToAAv0UWkY8vrRJteJsbfSNo6YIOM8darIL6tQNyfw6pi3e59pwPkzNzPpsb3nFevwdRThYlNIixkekYWI9ArufpjqQJJgx0nqQb7bA4YTbriVYi6n4e53\/i9vTHKp105oE+gMT+XXHEQj6SYI22P5Ww6qTZpuQPv8gcNp\/3tJjqb4DcA3IMR+d4j3i\/yOHJTIaDAMxzWAt1nbHAszpvvvGwvf5dMd1E7knqZO5\/5wA9KzKVKmGF5AvuNz1HKD88EviDIOlOlVqVEqVM2DVeppIcOdYKFpuptIAiw2xgcK4bUr1NFNSSZFh1M6R8z\/XB34qoUKSIjmqj0iFGVqLYi2omsAQGJVjAjoBYAkANy1VUZnUEMpU01cAixvrBWG2iDG\/WMEvhHIedVNGkxSpqaomYblAWktuUTokkGzG5UeuM3jz0mINJSEiATJSFYgmmx+JdUz6z2xc4TwivVpB1DGmEr1AVIgBCi1YjY3S3WMOZ6qVfq06i06AY8rBnUREF2ljYTBIEbxGOpWYGx2IN4O3vhlXPlyhP4VHtEWH0xeVVInSDO1safzNn8QzVXSDq+EEbL8DCGFwYkYCuIUdFSUkKSSomSL2BMCbRe3XHoq0gpDBRY\/K0GDcGP+8Y3EeFKVjTCn4SBER2PptifUrGp4S4+aNWnSUNrKqr06gKks5nyyDBCmxB6Eg7Y9RyPEVqU\/MptCxzWGpDpJAcGwYby3Kfrj55zXCaqNTHxNVJFMhgS5DaYImVaYs0TPzxt8E8VZrJMqVC6iARtqCsLAr8LpH4Tt0I2xCK9ofLOtN6ahnNWENRCSQrso3udTF2qu20CJsoBVSSSFAhZA+XbAD4U8b5VlLOqwDJNAM6yRc+SR5iHmIYAEbmSMGGX4\/lalMihmqLsFsGqgHVFtWoagZwc4O9ReH+L1CVWo7Nqoq06FCyNLMSyxcpWpgCPwE98W+LIK1J1aDIkA7SpBXf1AxmlKNDRpOUWN\/3seUPKRCikk6vgiYWwAi2K1Xj+XAhKpraiVHljWCezOYprbqxFsAWadR9IVpLXAMc8FRpm2l3E3YcsjrfAr4s8Q5elSZUdTVlxUCn05kRhYvJAZhtJG9sYXizxi5qPlaRK1CGBp0gz1XYEaaTVkMBHU6iKY\/BBa+AzN5eyPrpk1EDhKf4VJIVdM8tr6RMA9zhlwuMVaq125P3zHQqGDzVE06QEMQA0AewM3x6f4U4YMjlRRhTVPPUJFjUZRbYnQoCgQNgTF8B3hvhDUorkEOByErIp9yJsWIt6X74JUzWojnJbSDzRqJHxGFVRAJ7fM40zjptTM5qmwPm0SkC7IVO+8FOn+5Rvga414Y1DXRfzFPURqB7Mu49xi7ma5Xr+eNXgWcp1DpqKGmxnsfUXB9cb5xc\/S681qZaqrhXYhSQCTMAesAn8jjZz3g0hW8mqlZPLc+YgOgEcwUk7GQTfoMF3ifgyUiHUFkudJYk7W06r+u\/SOuMriPCa+XyL1PNmnWApLTJ5izPpUsBYMBrO5+eLu+84l5pm\/wB26AkhA8k3BJB35b2m0euMqmxBBBg\/fbBrx2hUp5ZaZ\/0m59MDUW0mDqIkLLCR1k4DG977fl9iMdHjz3PU06rmmcBWiATtv63Ptti1xClTV1XLs7BqayaihOZhzaZtonYkzipshOxO1t1kzB6EFRf\/AHX6Y5UgEggEelht9flg1kxJS8JsMm2b81QvwQKifEQNQsYI3G8fS4qyQSCR7qQR8iDBxczGeqaBS1goo0wLqRJvzf8AA2GKWnaOu3fGPL\/puR9\/ZwsLT6gen2MLEA7OUdLsvKbkchJB5oETeDuOpBGGMsnfpee\/Xp3OJc4HBBZ9WoFleSdQusgnm2WIMHa2ISCb\/WPlPtuPrjhaO1G1EmAJOwgD6Cww8KeWOu0T1J7+35DCRRBNiJsOp+5GHUxex22O3X1\/TCOO5iZAYkkDSQehBMgQbjr9cR1aZAU9DMQfafWdh8uuJ9MC\/XSbEbSZkRve1xH0iKookxtJid46THX57k4IFnhPEXy7iohIYSRpb8Q+GR0g\/MiRscLiPEald\/MqsWc\/ESdz3PqZP0xU0YlFL\/r6x\/TG2cJWFuqgxAmOWLEsSJHxXIue4AsMEHC8+wDMKxFVvONQMbMKignQR+JipEGJJWOuMOjVKtIgSZKj4TzTpK7FZA5Tawxu02C03WqFJemDQhQoB81ZYaQD8KaST3jHTjxgqBsIMmOg2j7F\/XGhk8zFjjMTT0MQsnULloGpRpB6zEwIBn1lQ46p45YOt4GccNLfsASdvSNyNyQPzgwcZ+WzUWO339xjRpuDt7Y5t+PipUaZaizHzaJqyCFQABNfKKZhbm8yLT6zgd4pwNqxSIV2YkljFOHeFFNQsIiAERJFhAEYJyo7fc+uI6lOfv8AT8\/rjDWD4E89wYipUeimhKVUBXLh6PIknnYAlmYagI2MdsT5WlmSdLuzOPwMQWPoqvzMRBMDt6YMvMUKCotTIJptzIzsGUPBtIX8R7DrGKOYo0qlJ\/NkVtWovBJYlhImdx8W3pIxlcl61g\/tTAOyl41AI0It7nnAkjkB2Jg9cZnE+ItHOxfsC+xHUqDIEdRHvjdzXBUCMVq09QiwebFQZBUkTfbpftjHr5IFtULzSSABaJFwLCyz7EHrhzx2l6rHAeAtX1HyTUBVdLEGkA3lcpFNBD3KnuxWZhjguzOTymTIWv51SAxEDQfi+FDB0jXqlidp64HcpxSulRagqHWrBtRA1SAoE2uIQCNheInGj4hqGsrVQE5iryNwTchZMgSzSJPwjtjSePn6LOOZXxZtSIRVAI0dASf4tXMxLT\/+sd8aeWClwxYbhhfdul52ubW3jawAKtOfe1uh9x3xdyGdq0joqqxWNyYKXUSWgwoLQZFjaxEY1mfVOho2ZV3K2KjqpvYgGQekmx9MWuD5oLVKKOaRtLHSdJkbDchY9++BtuMUmqOBUqfEw1BC8gNGpTT06gQJ+FZ7CcaFLiFMgqxepDfGqaTyjSAXd4KwoizRFjBM1dXnEi7jTZipQXSpNJjzdQHm8NNgQTIsBBPXAtxelUyzqtfXSSmjsL2bUeZyD0gKEQ7kzFjitxnjtRh5ak06VuVSb7\/E1tW9xAFsZPiXiFWvTprUqBhoUppeTaRFQdGnp7YPHi3\/AIXVPjvFnrmWnzNUaACYEQqj22ge\/XGBpsDPW5t27bnr6YlylfSQ\/MCDyspIIboZHXqLjbEJteDEmCRYiBYWiRI+ox2dk+QnCSLEGR0n5wPqfrjlW0DTEfEDO4sZHT2w1SOsx1jf5YfXYbyJkgxsf5h6Hv3nGW9w5DdI0gkjf6A2JMX6A4g1Y7WgHlJI7+vWPTHDuDa\/Qe\/UeuOfWz4bOFjhB7YWMvc+JbMDOlTMi28nYnoALjHKDMtxIkdO0gGf0+eGhmUkRB6gi4IPrtjgxzLTKlxcCepkR0uYFvbEiRBv2tHS5Jn0IFuur0OIFGLCnC4qLFMLpjQWckXmAOYysCSwKhb2gzE4bVUk8wuLH\/8AEaYjpAAHyxxRh6ri8w0XlT9\/8\/LGl52loNNCVdWVSQ6rpJBRt9asQJBaLGN8VlGLmTpa4pyVkyDPKIT+GQJOlRqkbdcdELiKhIDLNmADesGRvtB6jbBXwPOJXFSjmCgAoyjskspoqSqq08oLNMRfczfAwCCbG1oJEdB0BMXkfTbEtJ4IIsQQfpjSUcWAwP4QLRad5+IySZI9unbD0xAmLXKNwG6zqP4lsDBsQTMbyIPbG08nC9T0fEqvBnEZQqFuvMuqJBtJ37HlmN4PrGOtT5Q2pb6rE3lWURtdoYNHYT2lXySjiyuaYdZ\/vhxzp2gdMVgvwSSPMkSU2IYgQWIBBIWSDaT1EFZ+g1Oo9NmQspglTKk2+EjceuMtWKjX4LxQU6yM6AibgyVIiwgCST+mNHPEVEqBtXkozVKY0KsFhBknmI9J+WMGsaaOKa12elCuSCVGvTcEdxOme23bCqcbfSEW6ibASDfcnY9LmcYf6riF6ZKVKrZc6GMIwLKlNjfl3DQCBpPY9sVuH00eppZ4WDcCf6je+Nvh\/EKFSkmXrDUw1AadScz7eYAxD6GFmj8W1jNivQpZTJvUpmm5LqkOOba5UEzBggzBlR2vrlNoOrWnpHrPT\/rFzKZkcq1NQUmQYEldUHTNuh9JkYy3qgmWJA6wAxFrQCVBvA3Hz6xhwUjUgaSYOubiCJ+GLAxvIPc4pNamb4dS80wxanrYKY0+YgcqGE9DpO3W3TFXMUWIOlWA\/CGqltB1kkiVAYFYBn8RZrTAj\/zJiCz8212NzFrdTEdJiRth1biFMXCuuqSFO2gxp0tYtPNeALDeTFZtZ1yhlCLsVHsL\/wD842KToLhQZuJ6j\/o\/pgdq8SBBixtAMmZmY6W9T1xDQ4myvqPeYO30w7O\/akRLQAqo1VeWZadiJuJm\/XbtirxzM0WrVHoKEpTKwZAB+EAHmtBnfe\/SbmX8ZKMwrV6AdNGiolWG0kagxRQAAYIAB2v0x3xjwegtGlWp10LVAztTVAsHYgQT+IG2wkX2hf14fAoATICkgAsBBJUAEk2ExB322OICw7Hb8++1vbDErRMReRcTY9ux9cOdtbHQCNRHLM3J7n1wteUccFYgFZsSCRbdQY\/U4QqC4i0GNhBt9RI29ccpMY+EEG8kTtNgfn+mInSBN9yBPp\/cYw15Oq4kc7CBN9jvf8sQDCLYRxndG6zYWGThYnoWGqGCDJkySd5Hv1ufrhoxNXMmSZJuxm5JJJmRvfEeFFHpiVMRLiVcXIEynEoH39++IVOJAcXDTKB17WjvFvlMTh42xCpw8HFw1gvNz2G3oI+uHKcQA4erYPbgWUb7+\/u2JqNUqQysVIIIIJBBGxBFwR3xTVsPRv8Ar9N+nzxnryKkXfMPUz03m07X6dfnjhqfMdpMX9u8D6DFVqm3t3H9PWbYRfGP9VcW8nWUVENRdSAjUpNiDuJ6Ti7mOImtXbRTRzVqkp5gmpLroVNUgQJWBFiqxAGMgzMGVsWANhOmR8RG4EAiZ5QAScdoARqbXo2lYnUVJUXO0gSd4Bi8Yv8Ar1PqI6GVoLWrgTUp0UUuzstNlNgwAIJa8iB0X1xkcby3lOFKVEJXUVcCeZmEAAk2Cxe\/oBGJ+EvTanVSpqg0SqOoWaZ1a4M9GaeYXH0GKfEM21as9VgmpiNSqpGozEIIMQAJm++HnX0VqZvI5kaW8rRUWkGOhizVEqQVJCkzcGT3gnYRjcQz\/mVGK6XL6OdkAOoCWK9lJ3BnbG1nuCLlsp5ysHWsIAVjqpmQTIEaiVkXtDkkGMDZHlVVIIqsFR1KOIUgKYYFSZUKylSB03FjrnTO1IeG1DUZFV20AawANQsNVhqiDIn0B9MVqHlxWLWcBRSpFS2ou4DQZkFVkjqZxuZKo1VjnK\/mpRcstVqRUfvDqI0rIGmADF4Kv\/KMCdeopOpTEu0Kd0Fip1CAdyJieSTEjC1pLubqEsdQCtJkBAmkzcaFAC7bAW9MRpULQmoATEtsJtJgE6QO09cb\/D8siVqYLO1ZqbvUJjQA9NyN7lrrfbfGdS4Sp\/ZkDMatbS2w0KhJHuW5SenbBPITNqst9OqJtqiY6THz\/LCpaJXWW0k82mCdM30yQJid8b2a4DSLURTqOvnMRzKCACTpYabAGDykzA+WIq+UTym8hywNRKVQVESfilXUgalBII7xbCvkHEHEGkPPls7VIqOTrYODLOrlyWVoLM0RLEYr8TqaC1JKy1UlWLqCJcKRuwm2oiRYgA9sbQ4HlecNVrsVqeSdKraqT8V\/wCGkb7XxWpcJVwEd5WiKxdaek1CwqRN1XSCII1M\/wnaYGfTZSZUq6KQreYgKgPMeYpCklDYqSG0ntfGrxLg+mmzayzIq3YW0qNl7WExfa8E4dlMtl\/LoHRWLuaukU9ILKr7OZB+G3KRucPra8waWqoVp1UqVHUAWVCTAMAtYbsTvucLoDbKe8i1x0kD+3uMRPgircHy5p6qdSrqNJqqawsaUPMrRfVY3FsRDgtEUNdSqyuaYcQBp5jyJE6mYwxkWEYQYGETizSyFRgGVGIJgEDc9vvtiReF1iJFJrEjbqN8AUcLDowsAWiuORjuFicrpwGHjCwsawki4eMLCwzPnHQcLCwWmcDhwbCwsZatVD1qYWvCwsYatXD5ttsY+d\/8Ag4TVD19PzE3wsLGZn0HOpYYqZEMJkHoQQQQR3BxPxDJNQco4hoFgbDVBgn27YWFipbwr+pMhxirTNnOm40m636aTa5A\/LFTiFdfMcquiSRAJsZv7jfaMLCxtioq5wJlqnyvMf4bhSQukAC4IMx3Am8Yd4jpUlACfCCAxIEkhptbaSRf8tsLCxszrOzfF0VHo0NYptEhoILWknvtAMAwBgfY4WFgtJotx+v5fllgRGnUVGvR\/Dr3j0wynxZg9KoFUmiqhQwleUk3Fp5mJ+mFhYRLWe8RO4p6AEdIYuAA3mhidSlQIFwY7ziCrxt3J1aBqKFiqRzUySDA3JJvhYWEHU4\/UD+YRTJNUVSpQaS6jqNovt3vviOvxp2ptThAHYs5CwzEtqhm7A7DCwsATUvEL06Yp0R5YKFWJOolm+NkMAoGEct9pxVo8WqLpgjkR0W34XnV+pwsLACp8VcALaBTamLfhckt87747\/m7+V5JCMoEKWUFlEzAbcDCwsAJOKEAAJThdQFm+FplZ1bcx9b74lHHqkzCbzsejAgb7WAwsLAGYpGFhYWAP\/9k=\" alt=\"EL TIEMPO - LA BUSQUEDA PERSONAL\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQd9qZSNITvXTNAq4oqf8u3LI8LQYYuKsbx3C4TyHG0c7cO8fVX&amp;usqp=CAU\" alt=\"El desdoblamiento del tiempo y el Espacio \u00bfEs Posible? | Radio And ...\" \/><\/p>\n<p style=\"text-align: justify;\">Salgamos ahora fuera del espacio-tiempo y miremos lo que sucede all\u00ed.\u00a0 Las historias de los individuos son trayectorias a trav\u00e9s del bloque. Si se curvan sobre s\u00ed mismas para formar lazos cerrados entonces juzgar\u00edamos que se ha producido un viaje en el tiempo. Pero las trayectorias son las que son. No hay ninguna historia que \u201ccambie\u201d al hacerla. El viaje en el tiempo nos permite ser parte del pasado pero no cambiar el pasado. Las \u00fanicas historias de viaje en el tiempo posibles son las trayectorias autoconsistentes.\u00a0 En cualquier trayectoria cerrada no hay una divisi\u00f3n bien definida entre el futuro y el pasado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/losviajesdesofia.com\/wp-content\/uploads\/moai-isla-pascua-viaje-peru.jpg\" alt=\"C\u00e1maras en tiempo real para recorrer el mundo desde casa\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los 10 sitios arqueol\u00f3gicos m\u00e1s impresionantes del mundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSuesOFjN_l7tO1aUr1j766zN7tbBeBrYbtqUYSaQMurVTCU7XS&amp;usqp=CAU\" alt=\"C\u00f3rdoba profunda - TrekkApp\" \/><img decoding=\"async\" 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\" alt=\"Las galaxias lejanas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSbOE6PIijDyY45fG4UoUQg1QFOs7gowj1BEmhvNkbZlioD7tVA&amp;usqp=CAU\" alt=\"Presentada la galaxia m\u00e1s lejana descubierta hasta ahora | Ciencia ...\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No siempre tenemos que viajar en el Tiempo para visitar el Pasado, tanto en la Tierra como en el Espacio, nos encontramos con los vestigios de lo que pas\u00f3 que, al estudiarlos nos cuentan historias.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/tiemposfuturos.com\/Imagenes\/contact_1.jpg\" alt=\"Tiempos Futuros Future Times - Opini\u00f3n - Cr\u00edtica Cinematogr\u00e1fica ...\" \/><\/p>\n<p style=\"text-align: justify;\">Hemos ideadfo toda clase de &#8220;m\u00e1quinas&#8221; para viajar en el Tiempo<\/p>\n<p style=\"text-align: justify;\">Si este tipo de viaje hacia atr\u00e1s en el tiempo es una v\u00eda de escape del final termodin\u00e1mico del universo, y nuestro universo parece irremediablemente abocado hacia ese final, hacia ese borrador termodin\u00e1mico de todas las posibilidades de procesamiento de informaci\u00f3n, entonces quiz\u00e1 seres s\u00faper avanzados en nuestro futuro est\u00e9n ya viajando hacia atr\u00e1s, hacia el ambiente c\u00f3smico benigno que proporciona el universo de nuestro tiempo. No descarto nada. Si le dicen a mi abuelo hace m\u00e1s de un siglo y medio que se podr\u00eda meter un documento en una maquinita llamada fax, y el documento, de manera instant\u00e1nea, aparecer\u00eda en otra m\u00e1quina similar situada a kil\u00f3metros de la primera&#8230;, los habr\u00eda tachado de locos.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_Ul-sBtYhneg\/Sj0rAVikkqI\/AAAAAAAAASE\/o3ftakapQQA\/s400\/La+rueda+de+los+prisioneros+-+Vincent+Van+Gogh.jpg\" alt=\"\" width=\"270\" height=\"339\" \/><\/p>\n<p style=\"text-align: justify;\"><br clear=\"ALL\" \/>Si se marcha en l\u00ednea recta est\u00e1 claro qui\u00e9n va delante de qui\u00e9n. Si se marcha en c\u00edrculo cualquiera est\u00e1 delante y detr\u00e1s de cualquier otro. Como pregona la filosof\u00eda, nada es como se ve a primera vista, todo depende bajo el punto de vista desde en el que miremos las cosas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2014\/09\/multiverso.jpg\" alt=\"Universos paralelos y la interpretaci\u00f3n de mundos m\u00faltiples ...\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>\u201cLo primero que hay que comprender sobre los universos paralelos\u2026 es que no son paralelos. Es importante comprender que ni siquiera son, estrictamente hablando, universos, pero es m\u00e1s f\u00e1cil si uno lo intenta y lo comprende un poco m\u00e1s tarde, despu\u00e9s de haber comprendido que todo lo que he comprendido hasta ese momento no es verdadero.\u201d<\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"right\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Douglas Adams<\/p>\n<p style=\"text-align: justify;\" align=\"right\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.seti.cl\/life_astrobio.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"right\">\u00a0 \u00a0 \u00a0 \u00a0 Todav\u00eda los hay que creen, que la vida, es \u00fanica en la Tierra<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, siempre nos hemos cre\u00eddo especiales, los elegidos, \u00bflos \u00fanicos? \u00bfQu\u00e9 vamos a hacer con esta idea antr\u00f3pica fuerte? \u00bfPuede ser algo m\u00e1s que una nueva presentaci\u00f3n del aserto de que nuestra forma de vida compleja es muy sensible a cambios peque\u00f1os en los valores de las constantes de la naturaleza? \u00bfY cu\u00e1les son estos \u201ccambios\u201d? \u00bfCu\u00e1les son estos \u201cotros mundos\u201d en donde las constantes son diferentes y la vida no puede existir?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ugc.kn3.net\/i\/760x\/http:\/\/2.bp.blogspot.com\/_AUagX3ZUEDo\/TIrGfnr7YjI\/AAAAAAAAFrk\/xMtDZWBCah0\/s1600\/UNIVERSO.jpg\" alt=\"El Universo... - Ciencia y educaci\u00f3n en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">En ese sentido, una visi\u00f3n plausible del universo es que hay una y s\u00f3lo una forma para las constantes y leyes de la naturaleza. Los universos son trucos dif\u00edciles de hacer, y cuanto m\u00e1s complicados son, m\u00e1s piezas hay que encajar. Los valores de las constantes de la naturaleza determinan a su vez que los elementos naturales de la tabla peri\u00f3dica, desde el hidr\u00f3geno n\u00famero 1 de la tabla, hasta el uranio, n\u00famero 92, sean los que son y no otros. Precisamente, por ser las constantes y leyes naturales como son y tener los valores que tienen, existe el nitr\u00f3geno, el carbono o el ox\u00edgeno&#8230; \u00a1Y, tambi\u00e9n nosotros!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/vida_frente_a_alfa_y_beta.jpg\" alt=\"\" width=\"468\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Nuestro Universo es como es porque las constantes son las que son<\/p>\n<p style=\"text-align: justify;\">Esos 92 elementos naturales de la tabla peri\u00f3dica componen toda la materia bari\u00f3nica, la que conforma todos los objetos del universo. Hay m\u00e1s elementos como el plutonio o el einstenio, pero son los llamados transur\u00e1nicos y son artificiales, inestables y emiten radiaci\u00f3n nosiva para la vida.<\/p>\n<p style=\"text-align: justify;\">Hay varias propiedades sorprendentes del universo astron\u00f3mico que parecen ser cruciales para el desarrollo de la vida en el universo. Estas no son constantes de la naturaleza en el sentido de la constante de estructura fina o la masa del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. Incluyen magnitudes que especifican cu\u00e1n agregado est\u00e1 el universo, con que rapidez se est\u00e1 expandiendo y cu\u00e1nta materia y radiaci\u00f3n contiene. En \u00faltima instancia, a los cosm\u00f3logos les gustar\u00eda explicar los n\u00fameros que describen estas \u201cconstantes astron\u00f3micas\u201d (magnitudes).\u00a0 Incluso podr\u00edan ser capaces de demostrar que dichas \u201cconstantes\u201d est\u00e1n completamente determinadas por los valores de las constantes de la naturaleza como la constante de estructura fina. \u00a1\u00a1El n\u00famero puro y adimensional, 137!!<\/p>\n<p style=\"text-align: justify;\"><em><br \/>\n<\/em><\/p>\n<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/recursostic.educacion.es\/ciencias\/biosfera\/web\/alumno\/1ESO\/Astro\/imagenes\/hst_deep_field.gif\" alt=\"\" width=\"383\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Un nuevo estudio de una de las constantes fundamentales del\u00a0<strong>universo<\/strong>\u00a0pone en duda la teor\u00eda popular de la energ\u00eda oscura.\u00a0La energ\u00eda oscura\u00a0es el nombre dado a lo que est\u00e1 causando que la expansi\u00f3n del\u00a0<strong>universo<\/strong>\u00a0se acelere. Una teor\u00eda predice que una entidad inmutable que impregna el espacio llamada la constante cosmol\u00f3gica, originalmente propuesta por\u00a0<strong>Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, ser\u00eda la verdadera causa.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.fotochismes.com\/wp-content\/uploads\/2014\/12\/Constante-cosmol%C3%B3gica.gif\" alt=\"Quer\u00e9is saber cual es la constante cosmol\u00f3gica de Canon ? 1,37 ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f5\/Grand_prismatic_spring.jpg\/250px-Grand_prismatic_spring.jpg\" alt=\"G\u00e9iser - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">\u00a0\u00a0 En nuestro planeta, como en otros, en cualquier charca caliente podr\u00eda surgir la vida (Darwin)<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, las caracter\u00edsticas distintivas del universo que est\u00e1n especificadas por estas \u201cconstantes\u201d astron\u00f3micas desempe\u00f1an un papel clave en la generaci\u00f3n de las condiciones para la evoluci\u00f3n de la complejidad bioqu\u00edmica. Si miramos m\u00e1s cerca la expansi\u00f3n del universo descubrimos que est\u00e1 equilibrada con enorme precisi\u00f3n. Est\u00e1 muy cerca de la l\u00ednea divisoria cr\u00edtica que separa los universos que se expanden con suficiente rapidez para superar la atracci\u00f3n de la gravedad y continuar as\u00ed para siempre, de aquellos otros universos en los que la expansi\u00f3n finalmente se invertir\u00e1 en un estado de contracci\u00f3n global y se dirigir\u00e1n hacia un Big Grunch catacl\u00edsmico en el futuro lejano.\u00a0 El primero de estos modelos es el universo abierto que ser\u00e1 invadido por el fr\u00edo absoluto, y el segundo modelo es el del universo cerrado que termina en una bola de fuego descomunal (que hoy parece descartado).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"los_tres_tipos_de_Universo_posible\" src=\"http:\/\/culturacolectiva.com\/wp-content\/uploads\/2012\/10\/los_tres_tipos_de_Universo_posible.jpeg\" alt=\"\" width=\"288\" height=\"264\" \/><\/p>\n<p style=\"text-align: justify;\">Todo depender\u00e1 de cual sea el valor de la densidad de materia.<\/p>\n<p style=\"text-align: justify;\">De hecho, estamos tan cerca de esta divisoria cr\u00edtica que nuestras observaciones no pueden decirnos con seguridad cu\u00e1l es la predicci\u00f3n v\u00e1lida a largo plazo. En realidad, es la estrecha proximidad de la expansi\u00f3n a la l\u00ednea divisoria lo que constituye el gran misterio: a priori parece altamente poco probable que se deba al azar. Los universos que se expanden demasiado r\u00e1pidamente son incapaces de agregar material para la formaci\u00f3n de estrellas y galaxias, de modo que no pueden formarse bloques constituyentes de materiales necesarios para la vida compleja. Por el contrario, los universos que se expanden demasiado lentamente terminan hundi\u00e9ndose antes de los miles de millones de a\u00f1os necesarios para que se tomen las estrellas.<\/p>\n<p style=\"text-align: justify;\">S\u00f3lo universos que est\u00e1n muy cerca de la divisoria cr\u00edtica pueden vivir el tiempo suficiente y tener una expansi\u00f3n suave para la formaci\u00f3n de estrellas y planetas\u2026 y \u00a1vida!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"modelo-universo\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Gr\u00e1fico: S\u00f3lo en el modelo de universo que se expande cerca de la divisoria cr\u00edtica (en el centro), se forman estrellas y los ladrillos primordiales para la vida. La expansi\u00f3n demasiado r\u00e1pida no permite la creaci\u00f3n de elementos complejos necesarios para la vida. Si la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/24\/si-la-complejidad-nos-rodea\/\"><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/a>\u00a0supera la ideal (m\u00e1s cantidad de materia), el universo ser\u00e1 cerrado y terminar\u00e1 en el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/24\/si-la-complejidad-nos-rodea\/\"><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">No es casual que nos encontremos viviendo miles de millones de a\u00f1os despu\u00e9s del comienzo aparente de la expansi\u00f3n del universo y siendo testigos de un estado de expansi\u00f3n que est\u00e1 muy pr\u00f3ximo a la divisoria que marca la\u00a0<strong>\u201cDensidad Cr\u00edtica\u201d.\u00a0El hecho de que a\u00fan estemos tan pr\u00f3ximos a esta divisoria cr\u00edtica, despu\u00e9s de algo m\u00e1s de trece mil millones de a\u00f1os de expansi\u00f3n, es verdaderamente fant\u00e1stico. Puesto que cualquier desviaci\u00f3n respecto a la divisoria cr\u00edtica crece continuamente con el paso del tiempo, la expansi\u00f3n debe haber empezado extraordinariamente pr\u00f3xima a la divisoria para seguir hoy tan cerca (no podemos estar exactamente sobre ella).<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"modelo-universo-eras\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo-eras.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Gr\u00e1fico: La \u201cinflaci\u00f3n\u201d es un breve periodo de expansi\u00f3n acelerada durante las primeras etapas de la Historia del Universo.<\/p>\n<p style=\"text-align: justify;\">Pero la tendencia de la expansi\u00f3n a separarse de la divisoria cr\u00edtica es tan solo otra consecuencia del car\u00e1cter atractivo de la fuerza gravitatoria. Est\u00e1 claro con s\u00f3lo mirar el diagrama dibujado en la p\u00e1gina anterior que los universos abiertos y cerrados se alejan m\u00e1s y m\u00e1s de la divisoria cr\u00edtica a medida que avanzamos en el tiempo. Si la gravedad es repulsiva y la expansi\u00f3n se acelera, esto har\u00e1, mientras dure, que la expansi\u00f3n se acerque cada vez m\u00e1s a la divisoria cr\u00edtica. Si la inflaci\u00f3n dur\u00f3 el tiempo suficiente, podr\u00eda explicar por qu\u00e9 nuestro universo visible est\u00e1 a\u00fan tan sorprendentemente pr\u00f3ximo a la divisoria cr\u00edtica. Este rasgo del universo que apoya la vida deber\u00eda aparecer en el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/24\/si-la-complejidad-nos-rodea\/\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0sin necesidad de condiciones de partida especiales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cvc.cervantes.es\/img\/sorpresas_cosmos\/cosmos04_galaxia_lejana.jpg\" alt=\"CVC. Sorpresas del cosmos. La exposici\u00f3n.\" \/><\/p>\n<p style=\"text-align: justify;\">Todas estas explicaciones nos llevan a pensar que entre los miles de millones de galaxias conocidas que se extienden por el espacio, cada una de las cuales contiene a su vez miles de millones de estrellas, no es nada descabellado pensar que existen tambi\u00e9n, cientos de miles de millones de planetas que giran alrededor de muchas de esas estrellas, y que en alguno de estos \u00faltimos debe haber, como en el nuestro formas de vida,<\/p>\n<p style=\"text-align: justify;\">algunas inteligentes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/i1.ytimg.com\/vi\/rFAFOhuRpUY\/mqdefault.jpg\" alt=\"Miniatura\" width=\"185\" \/><\/p>\n<div style=\"text-align: justify;\">\n<h3><a title=\"Crean un mapa detallado del Universo cercano en 3D\" dir=\"ltr\" href=\"http:\/\/www.youtube.com\/watch?v=rFAFOhuRpUY\" data-sessionlink=\"ei=XYtwUqGpJYHj8gPcxYDIBw&amp;ved=CAMQvxs\">Crean un mapa detallado del Universo cercano en 3D<\/a><\/h3>\n<div>\n<ul>\n<li>de\u00a0<a dir=\"ltr\" href=\"http:\/\/www.youtube.com\/user\/europapress\" data-sessionlink=\"ei=XYtwUqGpJYHj8gPcxYDIBw&amp;ved=CAQQwRs\" data-ytid=\"UCh_chnQ7OJPQ8mZ7vbXFpIQ\" data-name=\"\">Europa Press<\/a><\/li>\n<\/ul>\n<\/div>\n<div dir=\"ltr\">Un equipo internacional de investigadores ha creado uno de los\u00a0<strong>mapas<\/strong>\u00a0m\u00e1s precisos, realizados hasta \u2026<\/div>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/esp.rt.com\/actualidad\/public_images\/7a8\/7a82672173d88123e92f375f4d4c27cf_article.jpg\" alt=\"\" width=\"630\" height=\"354\" \/><\/p>\n<h1 id=\"watch-headline-title\" style=\"text-align: justify;\"><\/h1>\n<p style=\"text-align: justify;\">As\u00ed, nos hacemos una idea m\u00e1s o menos plausible del conjunto, podemos llegar a la conclusi\u00f3n de que, para llegar al estadio de evolucio\u00f3n en el que nos encontramos, las estrellas tuvieron que trabajar m\u00e1s de 10.000 millones de a\u00f1os para hacer posible la existencia de materiales complejos aptos para la bio-qu\u00edmica de la vida y, una vez conformado el primigenio material, se necesitaron otros 1.000 millones de a\u00f1os para que, las primeras y rudimentarias c\u00e9lulas vivas precursoras de la vida inteligente aparecieran.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-HmocAbOdyIg\/T2CVfZgNsjI\/AAAAAAAABk0\/iiH5VWunSrM\/s320\/777px-ESO-M87.jpg\" alt=\"Tradux: marzo 2012\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Siatuada a 12.900 M de a\u00f1os-kuz, descubren la Galaxia m\u00e1s lejana y, seguramente, de las primeras<\/p>\n<p style=\"text-align: justify;\">Hemos podido, observando a la Naturaleza, saber de todo esto que m\u00e1s arriba hemos comentado, y, todos los datos obtenidos, todos los secretos desvelados, todos los nuevos conocimientos, nos han acercado m\u00e1s y m\u00e1s al Universo infinito del que formamos parte y, al ritmo del universo, nuestras mentes han evolucionado para poder imaginar&#8230; \u00a1Hasta viajar en el Tiempo! Incluso pensamos en manejar las estrellas como ya, de hecho, podemos hacer con los \u00e1tomos que las conforman.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F06%2F22%2Fel-tiempo-transcurre-las-ideas-fluyen-la-comprension-se-acerca-2%2F&amp;title=El+Tiempo+transcurre%2C+las+ideas+fluyen%2C+la+comprensi%C3%B3n+se+acerca' 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%2F06%2F22%2Fel-tiempo-transcurre-las-ideas-fluyen-la-comprension-se-acerca-2%2F&amp;title=El+Tiempo+transcurre%2C+las+ideas+fluyen%2C+la+comprensi%C3%B3n+se+acerca' 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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Si lo hubi\u00e9ramos hecho as\u00ed, \u00bfc\u00f3mo habr\u00edamos aprendido lo que sabemos? &nbsp; Desde que asustados mir\u00e1bamos los rel\u00e1mpagos en las tormentas, hemos observado la Naturaleza y, de ella, hemos podido ir aprendiendo. Esos conocimientos han hecho posible que nuestras mentes evolucionen, que surjan las ideas, que [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25315"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=25315"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25315\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25315"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25315"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25315"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}