{"id":6774,"date":"2020-06-11T07:41:22","date_gmt":"2020-06-11T06:41:22","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=6774"},"modified":"2020-06-11T06:42:37","modified_gmt":"2020-06-11T05:42:37","slug":"la-reinvencion-del-universo-basada-en-su-propia-memoria","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/11\/la-reinvencion-del-universo-basada-en-su-propia-memoria\/","title":{"rendered":"La reinvenci\u00f3n del Universo basada en su propia Memoria"},"content":{"rendered":"<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/k60.kn3.net\/taringa\/E\/0\/8\/B\/6\/9\/VCLR\/6E7.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">Cuando contemplamos una imagen del Universo (como la de arriba u otra cualquiera), sabemos los acontecimientos que dieron lugar al escenario que estamos viendo, c\u00f3mo se pudo producir y cada uno de los pasos que tuvieron que suceder para que ahora la podamos contemplar,<\/div>\n<div style=\"text-align: justify;\">Sabemos el origen de una Nebulosa, una estrella gigante roja, <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>, de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>,\u00a0 y dem\u00e1s objetos que pululan por nuestro Universo en el que predominan las galaxias reunidas en grandes y peque\u00f1os c\u00famulos y que son como &#8220;universos&#8221; en miniatura.<\/div>\n<div style=\"text-align: justify;\"><strong><span style=\"text-decoration: underline;\">La Memoria del Universo<\/span><\/strong><\/div>\n<div style=\"text-align: justify;\"><strong>Seg\u00fan alg\u00fan Modelo que circula por ah\u00ed, nuestro actual Universo podr\u00eda ser finito y cada cierto tiempo colapsar y volver a empezar.<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh5.googleusercontent.com\/-_FzOCNt09Ew\/AAAAAAAAAAI\/AAAAAAAAAAA\/B5nKatY8Q4Q\/s250-c-k\/photo.jpg\" alt=\"\" width=\"250px\" height=\"250px\" \/><\/div>\n<p style=\"text-align: justify;\">As\u00ed se podr\u00eda desprender del siguiente estudio. La hip\u00f3tesis que a\u00fan se encuentra en realizaci\u00f3n en el Centro de Estudios Cosmol\u00f3gicos Galius, est\u00e1 a cargo del cosm\u00f3logo<strong> Abdel Majluf<\/strong>\u00a0 (arriba).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciencia Simple Para Todos: Fuerzas Fundamentales del Universo ...\" \/><img decoding=\"async\" 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rHnKVMOYWgNHRafuOicwLQRJIUV2jhTRqvpEzzby2eI3H0iCp5gtivrUhiKr2NpvDnPguzEAuNQaAN8F15soBi8S6s91V\/hVHFxjSSZgdS59Esv3d\/r4PQ+qS6V9qw13LfSpX4\/m7PJNCFuPJBN36D8kk3foPyQAzUdqxWTNR2hJAC7vcp3QnBPcS0vp1BD2gweog8Rf1rhIQhpNUyxtpd3mFDD9GonnHNgEta0CeMG\/YoPQxeIpPZiRmBFQOa4t6JcOlHXI\/CVopIVhBR9Fy7P5UsI6mDVzU3geCWOfB\/yuaDb1Kvu67ulGPqg5S2mycs+FJiSQLDQW\/dRtChJL0WSOxgtkteC4ut+c6fkfV61tDZYaMzU9kYxoGRxj\/f8A3XvtLFtDS0GSe2w\/VeTmy9SupqPr+KPqel6b6e\/p7nNrup278p\/FHAKSZSXrny436lTvkT+1G+bVvgUFfqVOuRP7Ub5tW+FUybWWhuR9CIQhZDUUly\/\/AFjCeQq++1VYFanL\/wDWMJ5Cr77VVYWvHtRmybhu1Pakm7U9qSuUGhemHDczc8huYZiNQJvFjeOpbvNYT+rU0BEsi5mWkibi14jtSyT2wm2y2mKNVhqNZZjmvyPaJmJIcCJuJEjiugdq4QjMX1Qf5ObYXeipmy\/82X0blyhRwY1rVHC9msgi4g3sbTI6tUNo4O816gg6c3qI1HC\/H\/xmydLhyO5R8m7B9S6rBHthPxx7\/azZ2j3UV61IYdobRotAaGMmS0aBz3Ek7idJNyuIt91LCgiKr3CXZhkgwGyCCZB6VvxslXpYYNOSq9zosCwATwn9fwWhUvRhfnyaSEghSQNN36D8kk3foPyQDZqO1Yps1HasUA0IW9h2YUsHOPqNffNlDSD0jAbOnRg+n0ADRSK6Qo4PfWqC1+hPqt\/ud2ixDMIQOnVacozWa4ZsomNLZrftviyTnoXSfSwegrVN98gjfFvV+OmqbaWChs1KgOUZgAIzb4JH76b5ssUcxBXSFLByP4tWCSHEtHRGV0GBMkHLbrK8n08PD4e6QJYDNzndAPRv0A0\/du7qU2DSSTSQgyfqVOuRP7Ub5tW+BQV+pU65E\/tRvm1b4FXJtZaG5H0IhCFjNRSX9oD6xhPI1ffaqsVp8v8A9YwnkKvvtVWLXi2IzZNxlnPFGc8VigK5QzznijOeKxQgMzmgOgwdDBg9h3rHOeK6mHq0hRAc4ZzlbGpDedc58AiAcrrHW5C334vCy4RTmAJi0NFI65STOarO85exCCPdK2t4jrnSEsx4qUvxeHsQ+nmBpQ6NMr5cG2gDJbtsom3RAZ5zxRnPFYpoSZZzxWJKEIABTznikhAPOeKM54pIQGZzRmgwbTBie1Y5jrdd\/ZuLofRRSqOaHNqtcA4EiOcBcdI8FpHXmjeshiaBDwXUz03FloAbJNMWbxDAbiBqhBH6Yc4w0Fx4AEn1BY5zxXWx+Kpc\/ULMvN805rQ0ZWkmlECAD4U3W27E4ZrOjzWbmq33QTmcHc1ALfCB3zb0iAI\/mPX\/ALuPwRnPFdPG4hjqIu0vimNBm6NKk2NNxbUvOnaFykJHmPFGc8UkkAEqecif2o3zat8CgannIn9qN82rfAqZNrLQ3I+hEIQshqKS5f8A6xhPIVffaqsVp8v\/ANYwnkKvvtVWLXi2ozZNwLf2bTwxDufqPaZGUNbIgEF0niRIHDUrSLesfj+yIHH8\/wBleih1hS2eSP41VrbSSBa4nohhtGaL6jhc69GnhIGarUP8Ml2UAAPzWBJabZLzeDv3J4ba1VjabGlkUXl7ZaZkh4M8fDPqHBe\/+IK\/8zNZ8E\/gd24niWg6yTWmTaMcRSwIYS2tUzZei0jW5uTkgWi0+lFahgZGWvULYcXHLcWGQDoXkn8N2q9f8SYi16Yh2azDc2146f7gRhS2\/Wa4uHNy5rWmWu0a4uEX4n0WiICUybRiaeABI52qeBMAEX0hk8N3oOiYo7PifpFTNlmMu+Bacnbdef8Ae9XJzfQLYYLtdMMLXDfFy0TxHoj2q90Ndxn+G25MNa4DpGXb5F98yN0JTItHlgaeDc4CpUqNBa2SIscsvjo7ndEWO\/qWnjW0g8iiXOZaC8AONhMgaXlZY7FGs7O\/KCQAcocBYQLeheEDj+f7KRYkJwOP5oIhSQJCYEogcR+P7IDc2cMPfn8+rQ3LoJzZi62gseNgN5I2uZ2fMc9WIm5yiIvcDKDPg\/j2Lkx1j8f2RA4j8f2UUTZ0X0sDLAK1US7p5gDlGQwRDbnPHontXpTp7PNjUq3sIAnXd0CDadwid+o1qG0qlOm6i0tyvzTYz0gAb9jfzWw7b1YuzHm\/BDYymIBJAj0n8IiAlMWjyp08GGtz1KubIC4NDYDt7RLf+1tb29ea2fMCtW0J0adBP8n49XXbP\/EVe\/8A8YkzZr+AEC\/RFtBHHW6wo7erMaGN5uB\/kMm5MmOtxtp1XMx5Fo8WU8Jm6VSpkJqdIAE2eBTMFt5ZmJFrxpovV1HAjSrWIzCLAQLzMtudDbceOmX+IK8zLJmdHcI433az+JnlEDiB1XU+RaOlWo4HK7JVq5gDlDgIJykiSGfzQN3be3KWUDj+f7JR1j8f2UkWJTzkT+1G+bVvhUEIU75E\/tRvm1b4FTJtZaG5H0IhCFkNRSXL\/wDWMJ5Cr77VVgVp8v8A9YwnkKvvtVWBa8WxGbJuG7U9q2dl7Oq4mq2hRbmfUMATAECSSdwABPoWs7U9q6fcztg4LEsxAbnyyHNmJa4QYO47x2JlclBuHuvH5kRq1Zu90fcfisA1tSqWPY45c1MuIa46Bwc0G+4qPqYd2Hdk3GU+ZpNqBjnBx52JEHNlAa4g33m4AgKILj0ks0sd5l5LZVBS+z0JCELScwQhCAEIQgGm79B+SxWTv0H5IAZqO1YrJmo7QsUA0JIQHrQa0khzsljBgkSLwQL30njG6SPJCkPcv3LPxodULubpMMFwEkm0hs2tIk9YVZSUVbJSt0R5CsLZmzqWYUqLm0QzMapq0mOdkb4bzUIPqgDdG9Kp3N0MZUqkUvo2+m6k9j2EadJgsHWkwR4VtL48f1DFkydi\/c3Z\/p2XDj75fqvNqyBYdjS6HvyCCSYLtBMADedBuk3IF15lbO0cE+hVdRqRmYYtoRqCOoiCtZbjAJCEIBv1KnXIn9qN82rfAoK\/Uqdcif2o3zat8Crk2stDcj6FQhCxmopLl\/8ArGE8hV99qqwK0+X\/AOsYTyFX32qrAteLYjNk3Ddqe1JN2p7UlcoAWTSsU0AyFs4DZtfEEihRqVsol2RpdHaRp+q1yNPV\/v1qy+TzugwlHCuw78QzDVG1XPLn5Wh8wQQTZ2mUjWBIixWXrM88OPuhG3\/eDrigpypuis3NIJBBBBgggggjUEHQpLtd12Np4jFVatI5gcsuiA8gAF7REgTYTeI6yuKu+OTlBSapv4KSVOkCEpTVyoLJ\/wCg\/JYpu\/QfkgGzUdoWKbNR2hJACEIQG7WwcObTZ0nPqvYDpMODG27Q78Fcextn0cHh2U84yts5wdZzy6DN9S4xE74iVTlXG9JtRnRcys94HCXB7b9Ts34K3djbcw9djHsa4Go2SBTe4AhxzNloNw6d15B3rPnlGMbk2vy5\/wBfv4IlGcvEVfP9\/wCHRp4MNa4NLQ6p96BmMAah0ZrxxUT2\/wBzlU1m1aVDLmHgtJyiwMl0ANMlw36A9Sk2IrvGUcy4t5sEOc6m3KST0Xc4ReIOm9cp+GqV6oczHNpgMALKTnPIdeZc0hplfP677HjjTt+P\/Xuvj8D3OkhPHmWaTpJeb8x9fPz7Ib3SbOAoPc+pnrUsrgQHHoueGljqhjOAXAjhBGmkbxmHDek2YLzAO5pax7PTlffsUx5RcS+nTp4b6RVq845z3844HwIayANBmz8ZI6gobjcQHWboHuI\/0w1jBHU1g9a9zoY5I4Usns8\/rckMmZyh6fHz+JqoQhbDIN+pU65E\/tRvm1b4FBX6lTrkT+1G+bVvgVcm1lobkfQqEIWM1FJcv\/1jCeQq++1VYFafL\/8AWMJ5Cr77VVYWvFtRmybjJ2p7Uk3antSVygJpIQHrT0PVf9P1C81jLrwRBEXB4g8epMdagk9KToI4aHsNjvG48U4DdRJ4btd5Bm4nhqDK8nzu\/FN73OcXOi5m0\/qSpvyKLq7m6mHbs6lzNOnUp8yBWksEPy\/xDVzECM2ad8RAKpvG5OcfzXgZ3ZP9MnLr1LwhNYul6PQnKXddnXJl70lXoE3foPySTd+g\/JbTiDNR2hJNmo7QkgBCEIAXZ2L3QVMOw0SXupOM5WvLC13FpuL7wQQbb7rl0KuQk5WuMEDMA4CbTlNiYmJ0mdQF5Ks4Rmu2StF4TlCSlF00TLG7cw2Kc1+c4c06TKYFUPIOUROam10nqLfStVndGzCuccM0VnOEGo8Oa0b4Y2QTe5JibWEXi6Flh0OCDtI2ZPqXUzxaTl4\/I2do46piKhq1XZnO9QAsABuAG5aq9KFbIZytdYghwDgQRBsdD1i41EFeZWxeDCCEIQgb9Sp1yJ\/ajfNq3wKCv1KnXIn9qN82rfAq5NrLQ3I+hUIQsZqKS\/tAfWMJ5Cr77VVYVqf2gPrGE8hV99qqta8e1GbJuG7U9q2sCygcwrPey7cpaAQPCzFwiTo2I4+rVz9iC7qCuUOkKOE\/rVB2svpwAO+2vDWbLm8JBHOVSQ4wQBBblbHRIkHMXDXRs9S5+bqCM3UFFE2dJ1DBAWrVCf8AREa8dd2\/eeF8RRwvSms+A6G9G5bAuRHGd+7Qyufm6gjN1BTRFnT5nBf1qp\/5APV+X49SwpU8IR0qlRlz90OgXjQXPp37tVz83UE83UEomzpCjgv61WZP3BGg39s3jQablp4xlIECk8vGUSXCOlvA6gvHN1BGbqCEWJN36D8kZuoJEoBs1HaEkApz1BAe2DFLMOeLgyHSWRM5TliQfvQPStt1HCXArVDBgEsiRa9geu1tN0rnZupGbqCCzo81gxrVqOkCCGgQZdMgi4gN7J37m2jgok1qu+2QDsM3H\/nqg83N1BLN1BKJs6DaOFm9Z4GRx8CDmBOUb9RH7pvpYQRFWoekJOWBlnssY7ewrnZuoIzdQSiLOpzGCm9epGY3DJtJjcJsBw1PCT481hf6tTwv5BplJn\/qgdh6pWjm6gnm6glCzcxdLDBp5qq97gRAc2ARNybcP97hor2oUKlSebpOqZRJyMc6Be5gW0PqXRo9zeOc0v8AotRoDS4ZmFpdDsmVjTdzs0jKBNjwUWkT7OS\/Uqdcif2o3zat8CgrwQSCIIJBBEEEagjcp1yJ\/ajfNq3wKMm1lobkfQqEIWM0lJf2gPrGE8hV99qqor6J5QuT87WqUqgxQw\/Msc2DS5zNmIMznbGiinePd4yHs5+ctGOcVFJnGcG34ILz2HBc9zqb3nEsLSYdlpmpcARoKYbczEmIIWOKfhWPY6kWCHOnITMZHxB3fc3G8RfMp53j3eMh7OfnI7x7vGQ9nPzlPfDkr2S4IQH4R2V7ua\/iAOcOjLSS5z9IIs4NH+m9yCuLtTJzh5vLlgeBJAtpJ17d\/UZVo9493jIezn5yO8e7xkPZz85FOC+Q4SfwVGhW53jneMh7MfnI7x7vGQ9mPzlbVjyRpy4KjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjQrc7xzvGQ9mPzkd493jIezH5yaseRpyKjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjQrc7xzvGQ9mPzkd453jIezH5yaseRpy4KjSVu9493jIezn5yO8e7xkPZz85NWPI05cEE7kMbWpl7KVR9PnXUgcoZeW1mEkvadGvdaRYvNy0RJq21sVM\/SXE1K3NyTSBy81UIIPN2OVxE8CSu1Q5F6rJybVyTE5aBExp\/xus+s8V696DExl\/vcwN3MHcIH\/G4W7LKjlBv2XUZJeio9r1i+vWe45i+tUJMASS83IAABPYFMeRP7Ub5tW+BSN\/Ii8kk7TBJJJJw5uTck\/xl3e4fkyOzcUMUcYK8U3syczk8KL5ucdpHDekskXGkyIwknbLFQhCzHc\/\/2Q==\" alt=\"Las Fuerzas Fundamentales Del Universo | \u2022Ciencia\u2022 Amino\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">Nuestro Universo parece demasiado perfecto, con leyes que rigen todo y en cualquier momento y lugar, este antecedente pareciera indicar que el Universo contiene una memoria. La mejor prueba de lo anterior la entrega el periodo\u00a0de la recombinaci\u00f3n, fue en ese periodo, uno bastante corto, donde el Universo organiz\u00f3 toda su masa y energ\u00eda y cre\u00f3 los elementos exactos que dieron origen a lo que es hoy, no dejando nada a la deriva. Recordemos que para nosotros, \u00a0La memoria, es la capacidad para almacenar y recuperar recuerdos y habilidades.<\/div>\n<p style=\"text-align: justify;\"><strong>La constante del movimiento.-<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/a6\/05\/15\/a605152adcfacf2841fb0047c344b76e.gif\" alt=\"Los mitos del espacio que creemos reales | Galaxia andromeda ...\" \/>Unidos a la<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Isotrop\u00eda y homogeneidad, una constante muy importante es la que tiene relaci\u00f3n con el movimiento,\u00a0 el Universo se ha mantenido en constante movimiento desde su inicio, por lo que nunca ha admitido un tiempo est\u00e1tico que por otro lado viene a reafirmar la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y adem\u00e1s la consideraci\u00f3n de las ecuaciones de Friedman, que describen el Universo Friedman-Le ma\u00eetre-Robertson-Walker, que dice que este \u00a0puede expandirse o contraerse pero jam\u00e1s estar sin movimiento.<\/p>\n<div style=\"text-align: justify;\"><strong>La constante de las fuerzas fundamentales conocidas .-<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxEREBUQEBAWFRUVFRcVFhUVGRcXFRUVFhcWFhcaFRcYHSghGholHRcXIjEhJSkrMC4uGB8zODMuNygtLisBCgoKDg0OGhAQGy0lICUtKy0tLS8tLS8tLS0tLSsuLS0tLS0tLy0tLS0tLy0rLS0tLS8vLS0tLS0tLS0tLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAEAAQUBAQAAAAAAAAAAAAAABAECAwUGCAf\/xABOEAACAQIEAwUDBwUNBwQDAAABAhEAAwQSITEFE0EGIlFhcTKBkQcUI0KhsfAVUsHR0wgXJENUYnJ0gpKjsuElMzVTk6LxNGSDwhZFVf\/EABkBAQADAQEAAAAAAAAAAAAAAAABAgMEBf\/EACsRAAICAQMEAAUFAQEAAAAAAAABAhEDEiExBBNBURQiUpHwMkJhccGxBf\/aAAwDAQACEQMRAD8A6\/LTLUjl0yV6J4PdRHy0y1I5dZbGDd\/YUn7vjtR7ErJbpELLTLW8s8Ac+0wX7T+r7am2+AWh7TMfgB+PfWbyxR0xw5ZeDlstMtdcnD8MNlU+8t9k1etvDja2v90fpFU7y9Gi6aXlo47LTLXZqtvpZ+CLHxFCE62D\/cWne\/gn4Z\/UcZlplrseVaO+H\/7BWN8LY62CPRT\/APWneXoh9NL2jkstMtdQ+Bwu2Ug\/2\/01HfAYT\/nhemrpv4a9at3V\/JR4J+19zS4fEXLZlHK+m3vGxraWePPEXEVx8D+kVn\/IKn2L0+4H7jWN+z9zoyn4j9FQ5Y5chRzx4RkXF4Z+rWz5jT7JH3Vf8yLa27iuPI61Bfgt4fVB9CP01hbh11deW3qBP3VGmPhkOcv3Q\/wmXbTr7Skfd8aw8yrUxd+39dh5Nr\/mq\/8AKGb27SN5gFT8RVtLM3kx+6\/v8\/wpzKrzKoXsno6ehDD7YNWm2v1bqn+kGU\/cR9tTpRGpeGi7mVXmVgNtvI+hB+41YxI3FW7aZGok8yq8yomehep7Q1krmU5lQHxaDdx6SJ+FWHHT7Ks3uMfdTtFHmivJsuZVGvgbmtWXut0j4D47n7qyWeH3W2n+yCf+4yadtLlkLNf6US3xYGuw8T+jxqJc4iDooL\/d+PdU2x2cc6lQPNzJ+ya2Vjs8o9tyfJRA+JqjnjibRw55+KObOJv+Q8vwapXZrwmwBHLHvJ\/XSqd+Po1+Cn9X59jnctSbGAZhJhV\/ObQe7xrZYbhAGrsSfLQD39fhU61hUUyFE+J1b+8daTzr9pjg\/wDOm98n2NfYwdpdka6fTu+4tC\/aamhrp2RVHmZPwUR9tSaVzuTfJ6kMMYKo7EYWHPtXT\/ZAX9dVGDTrJPiSZ+z0qRSosvpRYLS\/mj4Cr6UqCwpSlAKUpQClKUBibDodSin1ANU+ap0UD+j3T8RWalLIpGD5qOjOI\/nud\/Umap83bpdf35D961IpU2RoRg5VzX6X4qNPgRWN8Ox3Fs\/0lqXSlhwT5Ne\/Dwf4u2P736IrF+SR+avuLD7ya2tKnXL2Zvp8T5ijSngp8RQ8DP54H2\/ordUq3dn7KfB4fp\/6aT\/8dB3uH3Ko++aDsxY65j6x90Vu6U7s\/Y+DwfSay1wOwuyn7B9wqQvDLI+oPeSfvNS6VDySfkuunxLiK+xjt2EX2UUegArJSlUNUkuBSlKEiqVWlAKgcd4j82w738mfIAcsxMsF3gxvU+tH22tM2AvqisxyrCqCzGHU6Aampjyis21FtG3xWJt2lL3XVEG7OQqj1J0q3B4y1eTmWbiXFOmZGDLI3EjrWi4rx4PazYe25y3bYdruHv8A0SMWm4ttlUuREd3bNJ0qnZBX5uMds5V7ttlZ7ZtZ\/oUUsEIEarHuq2nayncuSSMtztADj\/mdu7YARFZ87TcdiXm3bAYQyqmYzOjDQb1uVxloqjC4hW5AtnMIuEgsMhnvSATp0Fai3hmPEMScphsLYUNHdLZ8RIB8dRPqK0XDrrNa4Zh+TeD4e7bF7NbdVtlLN22ZYiDJOhWRHhImdKZXW1z7\/wBOwucTsLdFhr9sXW2tl1DmdoUmare4lYRxbe9bVywQIWUMWYSFAJmSNYri3wX\/AKnD4i7eQ3cS7jJhzc5is4a06XQjagBRv3cnQAV0HDMEPyhjLrW9T83CuV3AtycpPnEx1Ao4pExySfj83J+F4zhbrFLWJsuwBJVLiMwA3JAOwq\/A8Vw98sLF+3dK+0Lbq5HrlOlcxw\/HC6+IxJw9xrxt3EsWHs3UUWkk5WZkC57rAE67ZR0pwW5cu46xdOZgMNeVz83ewiMWsHIM+piDoSYj1o4ELK3R1WOx9mwue\/dS2pMBrjKgJ8AWO9QuE8YFy3eu3SiJavXbeaYXJbaAzMTGo1naoXGmFrH2MRdtu1oWL1sFbbXeXdZ7ZkqgJGZVImOkda0QwNz5nKWXtonEXvNbFvM62c7FSLUHMFJRsoB9nTUUUVQlkal+fwdxgsbavLns3UuLMZkYMJG4kHesWN4xhrDBL2ItW2IkC46qSPGGO1a3s3aQ3b99bty4bgthi9k2VlA8FQUXM0GCddlFc9xZ5v49GLLZa7a5txbFy8VW3ZsklblswhgbEHL7XWAUE3RMsjUUztLvFsOuUNiLQzZMsuozcyeXGuubK0eMHwpY4rh3uGymItNcWZtq6lxG8qDOlarC4ZX4ncv5Ay\/NLAt3Ildbl9mCNttkOnlWlw9+9evYMtbZGTEsXtLh3RMOpt3lg3T7UyNQYMzA0ooIPI19zsxjrXLF3mpyzAD5hkJYhRDTBkkD1qw8Tsc3kc+3zf8AlZ15m0+zM7a1y+GwFwYsYI22+b28Q+NV4PLKEBkt5tpF93aPC2KiYLBd04bEXb6P87NzKuHLZm+cG6lxbwQ6EZZYnQSDEU0Ijuy9HUce45aw1u79La5y2XuJaZwGfIrMO7MkadPOs1zjNi0ltsRftWjcUMA7qkyATGY6jWuU4qgW3xKxdw9y5evs72iLTOLi8lRaIeMoyFToSCCNNSJncQxNxWt2shRGwqDOuHa89xzINqRogAgw2+fpBqdCI7jt\/ns6TGcQs2VD3r1u2pIAZ2VVJO0EmDUbgXEjiFusQsJfu2lK7FUaFPqRXL8LU2Bw69iLVw20wTWtLb3GtXjyfaRQWEqrLMdI61uuxVjJZvDlNaBxV9kRlykIzSvd6COlQ4pItGblJHQUpSszYUpSgFKUoBSlKAUpSgFUqtKAVrO0PaDDYCzz8Xd5dssEzZXfvEEgQik9DrFbOvmn7oIf7JX+s2v8tygNp++3wT+Xf4OJ\/ZU\/fb4J\/Lv8HE\/sq8tnx8apFTQPVB+VXgwUMcaYJIB5OJ1yxP8AF+YqjfKvwYb40j1sYn9lXl0XmiJ02j1j9IHwrIjMx67HzMAEnfyFWSQPT\/76vBv5Yf8AoYn9lVrfKxwUb40j1sYn9lXmVb+mg2A8daxXr+b1\/A+4VaUIpbMlnqFPlV4M22NJ\/wDhxP7Krm+VPg40OMP\/AEcT+zrzRgLgAjapbv3p8vLwrePTwcbssopo9G\/vo8Iifnh\/6GJ\/ZVi\/fZ4Lt8+\/wcT+yrz\/AG27hMiPUDVhrpuRA9Bp41pb1jvnWN\/u+yajL06irQlGj00fla4J1x3+Dif2VafE9uezlxrhOOuAXTN1EGNW3cMBTmRUA1AAPj1mvPLIcwQd4kiInc6Vj9k7A+uxrmVrgzcU+T1AvyscDUADGwABA5GIAA6R9FtWfDfKjwe4wRMYWJMAcnEfpt15YTXTXQE+OwmtlwJ4vW\/Dm2x8WH+tWjFN7lkkexqVZiGIVmVcxAJC\/nEDQe+tJxviV5eF4nEhTZvJhr9xQYJR7aOyGGEHYGCKpW1metatPnn8fBvqVz9\/jL4c5Liliy8xeY9sNAu2rJAyJBHfD9T3oMaVRe0buC1rDgjnGypa6FBcXblohsqsUIKDSD7XiIMFzoaVzmI7TlBdPLtdxzbtfSt9NdRbj3EWLRjKqakSMwcaZNZeM48qNYAUNzTakZiHRbzLbRgApB7zAasNjE0BuKVzXEeNscStq2cot4hrTywBuH5jdxIhSp7mtvveKERG8e92sdbaZbQzscLlNxyOYt+7hbTsCiZe6cRB2IIBywwoDraVzdztT37i27aPluWLasLjAMb2JbCtM29CjqdpB8ay4LtA14lFtKrrbzODc2PMvWTyzk74DWW1IGhXTWKA39K5\/gvaMXrtqwBJfDm6XzSwZFwxZXGRRMYhDK6b6DaqJ2mzW0uraWLtt7qZrmWFRS7Lc7ncuAR3NYh9e7qB0NK0WB7QNcv8rkhV5htBi\/fz\/NrWKGa3k07rkHvGCvWdN7QClKUAqlVpQCvmf7oT\/hC\/1m1\/luV9Mr5r+6AUnhKgbnFWgPUrcoDzdE9audpEddBp4ayT57UuAqY2ZTBjxB8fWqFTpPw231\/T9tSC\/IfZ\/GtZrwyv3ZWDp1II8x1mrLS6HMw3GhzSd\/ARA9eo31i4L+PKtY7k0Bag5Rr9vr5bCrRZgEmInpv4\/j1qe1kFQQQJGUgEzpBkg7Azp6Gr1sd1lMad6CSNZUHKPEj7Aa17Fqy2khIQYyyBAzZju3WI6etSCugGm+\/XWP1faayYW0xGQSQTmgdSNJ+01k6wRsNa2xxpFkjItqEDHrt6SRPlsfh6UvYYlC8LlDZTqAxJEjukyR5gVO4VkZ7YJggkaiVI1bUiSCCSNjPlGuDEXFKZVHeZpYkQo3gW\/AakmfAREa6XexY07KJzeHj\/AK1hdIOse4g6THT08qkYhAdt4k\/D7t\/hVlm0fabbpXPKPzGbVsWLYiNQZ1HQjSPfvU\/AWlF61G\/Mt+7vr\/qPfVtkEiOkk+cmJ18NBUzBWxzbXjzEn+8u1bRw\/KXUdj1oasvFQpLkBQCWLRlAGpJnSKvNRuJYIX7TWixWYIZYkFWDKddDqBod68wxMTY3CsBN2yQAxEshACkI0a6AEqp8yBWTPZLPlyM695gMpYETGbqDoRJrSDs49wMblwo04pO6FIa3iHtvMawQbSRrtm8iNjw3giWDcKGc7XXBKjOpv3GvXBmG652JA9NTQF3Dcbh76oVFsNdtJe5RycwKwVgWUa6Fhr4mqWeJ4W4QEa2wXmjNNuLZsMq3BBOYQY1AgQJIlZj8M7PCy9t+e7i0gtorxCryrdsgRtPKDerP0IAsvdmEdDbN18p+cxAXMPnV3nNqRByttIMjQg0BOv8AEcIDme9YBykyz25yrnkyTsMr+mVvA1ksX8M7FEa0zMslVKElAYkgbqCY99a\/EdnEe3dtl8ovWHsNkRVjmFyzqNe8c7bzrrUm3wmMT85N5mMMAh9lQ62wwTwE2w3qzSTIgCVaayzME5bMD3guUsDJHejUGVO\/5vlWD59hD\/G2O6Gb2rei90Md9B30k\/z18RWHD8AtqGUuzKbT2V6FbdxizCRu2oAbwUdZJwYzs5zVUNfbMtm5YLBVGa3d5UyNs02U1Gm+g0gCTi+I2LWqhHYXbNlghTPbN64LKFhuAC23gDFZhisKWKi5ZLZhK5kJzksFkfnEowHWVPhUBuzmZ2uNiHYs9p+8ASBZxBxKKP5oLFf6IHWSYuD7Mtbfli4eXbs4RLLnKWHzW7ecK4+t3XUE6TrsdaA29viGHLtDW4VLdzmZrWU81nRYhswk2zqQAZgEkMBIs4607FEuozASVVlLAQpkgGYh1P8AaHjWmXsogIbnNmVbKqSFj6B77KWHWfnDg+gIgia2XCuFJh8+SAHKEKFCqgS1bshUA2XLbXTp8IAn0pSgFUqtKAV8z\/dB\/wDCF\/rNr\/Lcr6ZXzT90D\/wlf6zb\/wAlygPOBc7H4eE1lwznMWkHKCe91jSPM+Xl5VjKfH8RVuUkx1\/VUgkqQSNvfpOmvT8TV+GxDD2AQVA7y6MNSJDD2faj4CqYZVNsjM2YS2X6vdBIM9T7Q23IrDauQdyBHT9XuFaJ8A2SgjTwGx+GlZFbxEzv4+4\/jrUUYgATvPTwis4bw10B06Hz89K7ozRsmX3L2QkptrGbUievrUV7xyhiRuR0nSDr5d7fyPhUi4cw9fv\/AFVN4BgbbXVa8ue2CWZBMtuAvkZE+k1Ek3wRJ7HQ9g+zi3iL+KuC2iguqqAbjjWNPqKZEE+102mu4v47AYDDcyzg7ed1m0IHMZAwUM1wjOw+todQZ21qIvGjeezksizbkQqFS3dzKCQYGY52IAPUa61GuXmxnFbd62IW0ykSVyBVyHKJEDKOpEiNRvOWR6LcnWxilKT3LLXHXv3FTGpheUXAynDo7HMRDNausXiGGoI6RJqztn8n2DKpeweItJeYAtYVxyLhJgmzubYLaCSVEqNJ163tU1nGWmshU5ockbyHghoJAMGRrH1RpWn4ZgLeEKYn5wiKyILpZWa23c0J6ZSTBJiFJOhM1ww6qDdqW\/oNNcHyoo1otadcrA5WDCGUqfPUfprNgwOdbgz9JbjSPrD8e+uw7f8ADBesvjLKuGsMovmc6Op07jx3gjEwTqVbU7CuH4Yx5tsx\/GW\/tZTXr4s6lHY2hO0euDUTil24tlmsrmcRA3MSMxA6kLJA6kAVLrDjMStpDccwBHmSSQoAHUkkD315JkcvjDi+cL1tGLravpaJt6XfpbJtre0+jDQ2vdgDNptV3C8fi2bKECJzsQA4tsQ+TG4hGDZVIU8pUYMSoLOTqARW0u9orSswKPCW71y4YH0fIKhlImSTmkRM6eNZMNxmyWFtQyw4sxlgJcKcxUaNiUhh0hl11AoDVcNxmOyWVZXZuXhcxdIzuzsuL5hgZSiAMu0nYvMCXi8biQ9wKj927bUKLeYGwzWQ91X2Z1Bu92Z09kx3p35Yt9AxU3OSHA7puC5yiJmdH026GJisC9o8OSACxJQPEagEXMsievLf00mJEga8YzHyCVIAa1py5D22xb22LaSrfN8lwgRlJ23FSuI38V84K2ywtfwcAi2G\/wB411bxzEH2QLbeAnWZisidpbBYKVuDSyxJXRVxNx7VknWYZ0I8tCYGtXpxy3dtO9gyRYGIQsDla3cVzacQdVOQ6SDprEigNZ+U8aeUBbYMbRFwtacpn5NxlcKqyPpFVSuae9AGoar8HxPGNdw6tZuKCzi\/mXMuWMRlZGVBHeS1q2U5XEoCdJadpLQsG7dDLkyi4CAMpa2tyQC3eXK092T5SDUi7xlIlJK84Wc+WUL84WHUQZBDkrJ6g7gGgNTjcfjGa4ES8ircsweXLhVxSpeKwkMrWu+ACxg9DKi7GY\/GIrlVuMeZcyDld3JbaQGhSxzqwg6DuHvAkA7RePWOXeuloWw2W4TEL3VacwJXLDAkzA1mIMVt8atMyoM0syKNARNy211dQSIyqdaAi4DHYo89rtpvozeyWlU5mCO\/JNt2ARi9sIYzGGbXLqBK4FiLr22N4GQ7BSyspZIBUkMq+MTlG1bKlAKUpQCqVWlAK+a\/ugLhHCBBicTaB8xDnX3gfCvpVfNP3QKzwlR\/7m1\/luUB50t2ncFguiiSRsIj9dY7qRsDEmD+cJ8JMVtuHWRbvIlyZbMkR3fpEZBPWQWEiK12IdWaEAC6dSQSAAW12ky0dJjpVqrYAXrio1sMQrlWZfzigbKT6B2+NUtRJlQ0gxuIJGka9KktZUNlDjKZ7xA1Gonc66H7DVcFiuTcW4uUm2VYBlDKxB1zKdCPI1dR33JoxXlAaV1HSJiPeJ+NZ2I7xaZ90zHd\/HlVqXA5VWOVZaGAGhbaTvlzBfSSQJOtudshPeyTAE6EwDHr+qtU0uCbMlq8URnBnOchBU+AY67eArp+z+V7RdxOZu8NF0VRoNI+qPtrkMxEpPdzTAOhIkSvjoTFfSOxXDLhwwxMjIhChfowz3CoAAZ1IURqT\/NPrWmHJUqZWTNbiSLLLeZWMkwdRPdOneXwPQxB2rruzHFsGMMqXEaECEkHQOQ7b6SzMGMb7+ZqD2z4HcS2t2\/iraM+Z1tGQO7lEKx7rP7RnuzB3LZhzHCsOJIFtr5JBXlsQoPeMHTfuneNj0BNV6\/B8TiWnwzSLVWfT8LxnCyzXIUMrkvqCskhYCgzpOYmOg9dZxbidlrVy1zRc7pAbqyktoYGkA7eZ2rU8N7NpzV+cOLQLKuhZgXcEqHZSMo7rd4ZfZ261K4z2BuYey903WyljOVO8hgKjEFoMtMrMAECTvXivoXGik8q8GlvdqrqYBcJzQqhAi21ibttyXLN1HdfXyC7zXK8MtEXrYbUC4gE\/wBIAEfZUjjGNy2wr29TkUjujuW8u5XyCiRp6iseBu960SIBuWtDE6EAT8TXsdHWl2XilZ6zNYsTh1uIUdcytoQfxofPpWU1E4vZuPYdbLBXI7pJKgwQSpZQSuYSuYAkTI2rlMzFc4LYbe3utxD3nlluxzA5nvTA3mI0iso4bZDi5k7wIMydWVSgYiYLBZGY6x1rTYjg+JZ2K3GVDbORReaEuMt4FW7hJWbisCGEZV07izS1wO+LttmbMqYkXYa9dJCnCcl8sj\/my2XYhidCSCBtm4NYIdchAdxcID3ABcDZ86ANCNn7xKxJknc1S1wWwplUI7nLMPcGZJYw3e70F2iZjMYitPg+B4pLdpTeOYWrIdubdbLeRlNy4C2twMqgQY2j67GumtFioLgBo1AOYA+AMCfgKA1VvgFsYg3jqvJw9pbZzQvzZ71xGJzd8zdESNCgI1qVh+E2LalEthVZBbIBOltcwVF17qDM0KIAkxFTaUBrL3AMM4Ia2e8Mph7glSgtkEhtioAI6wOorIOD2O8Mhhrgulcz5OYH5mYJmygl+8YGpkmSan0oCBg+EWLSG3aQqpyyA7\/UACQc0iAoGnQAVbb4Jh1ZHW3BQKFhnAGTMFJXNBMMwkgmCa2NKAUpSgFKUoBVKrSgFfPPlzE8MUH+U29\/6F2vodfPvlwP+zF0n+EW99fqXK0w\/rX9kx5PPmKskEMu4Ij1GorDxIfSuc2Vbn0u2hzg3FEeWbL5Ee6tkbWYgagk7+cCAPsH9oe\/sOF2lwVlAMOLl5hHNYK2VZLHLmUmJaIA950rfqopStFsmx8xe0RAke4g7gdQTOhEjpVxs90nUxl1EFQCDueh2j39a+zXeG4XiDcm6kX8pdWFsKbTjxYBeYu\/dI2H1TXynjWFuW8Rct3V+k5ji4iCPpJnuAaFCT3Y6TXP4KWQ06ArIEggTroSNfeY\/o1bcYtEAmRCjUmJnTz1+01tbXDVW1cN0raclSnMJLhIb2VWXJOg9mNJ0q27dw6LbS3nvEIC7HMi2mLHMAitLEd3XMAZAiRJNkkO3ZLyIJcbKFZmY9NB49T519t7ENafhK2byJntHKVJR4ZcxGZQeomV30YeNfFr3E7rjIrQusJbAtKB55d+p1nrXa9hcYRhGQsLfLvJcdgNRhiCDGmsXFUkT\/GHxqVbdFJ8EF8ShhEttkEhUzBQCuqlEGk7zrJznqapa4sAQ5GqyBETquUSSNfH1HjXQcH7JjFNc+Z4u27Akle+hVH0JTMIbWJ10iNdJ2l7gv5NKW71tcvKyswIIdmy5ic0yQRAEDy219OOSC+Rbs0clRh7EPcV1vlA3McqWcRrdNuHtl9HYFWOXybWtn2gwxCXcJYxR5DTIVXuFA\/cZXciIOUnLmnuxpM1znH+KZWW3hs6pcdGSCBLBtWKIog6sdN5mpT8dAQWlthWvKXuZScoYBiTaVYKu31U1CkLHifO6tvWl7KOPk5W9cS01xFQXCyqEuuscuH1YL0JB2k9YmtEbpOLtrAgXreo694fZ+Oldbe4aLFprmLJGRrjXASC74nIsWxqQUXuHNOztpIrjuH3M160XIJ5tuIiR3wRt\/S+yr0+2ok3Z7ENKGlcwFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBVKrSgFcB8tlvNw1BIH8It6mYEJd8BPl767+vnny6A\/ktSBtiLZMdBluD9NaYnU0SuT452cshsZbttqCbgGXYkW3grPmF+yuzw9xHt8soMxUAcwxBBPTeBmiIO1fPsJxBbd63dEjltnA6ztlGboevj4bV9T4ZwxMc4xC3iLdzKcogkFQoKgMNBIeVJMEnznfqd3Yybuy\/G9nbtvl3rL9\/MVZjEju91e6IKwjLpH1ff807Z4wriw9ubaXLdtmCELcKvuGuRmiAIB0gDTSvtPaLE2bVu4bjkW0IdmBIhVOYFYiWkCI8Irz9xfjAvXb1wAhbh7qndVUgWxvrookbanyrkjvyVREuXjHfJOx111OYgkz5z5hjV2HP0bidIViSB7RYKcxEkqNwD11iax466GuFhmKnRC3tQFCrPSQMogeg6Us2s6sM0ZUL5RscpGbNJEHKJ0mYHqNG99iSzDoRESQWH1ZDRppO+50qXw3jNyxdDIAR3lZIADo2jLcA3EeO0CKjtfDIc5OYsDAUAQqQDoYnQA6dZmsuExdzDi4EaObaC3Jylsrw4ydfzTO+9IugfSezFm4TbxHDnVgCWyErz03BXK3+8XWJE9ZAJNbOyuPxjIcXbvsw7t0G0bRClmgozBVLhdiM2g23FfL+yPErljEW8hEFiSp2MAxI6HTfevp\/BfljtBBz7TW20nKCyHSJ3zfZW6zW780Vk2TOMdi0SwbAti4+fMgRgXW2WYQ7uO8QMgLHaDUPi\/ALwxNi+F5l22QWEHlgo5clkGsFnhZJJytHsyT\/AClYd8QuJ5jSFKhFDC3mJEM5YL6em25rj+2HyjYrFhrIDWEJOYKSHceDkHQRMgb9fNN1UpblVqZX5Se05xl9rSlCF1ZrYIV2B0VJmYJkk\/orkOFH6e0sCReQzOvtKI3j8GoqsYKAAk9Y16HQ9Nqn8LcNdsKIEXbZ1OpYRm9xjT3CueTvdl0qPY5pQ0qhIpSlAKUpQClKUApSlAKUpQClKUApSlAKpVaUAr5z8vDRwtdSAcVamDEgC4dZ06fECvo1fN\/l9C\/kkZp\/9RbiPHLc312qY8g88sS9xiM0sSVEd494R9gOo8Kl8D7RYvCuzYbEtZLSWy6hj5ggifOK14dVEEZjDaajKToDPXoY2rJ82DFQmkrMsQNQJb0Gun+tX3Bt+JdpcZfdLl2+75NlfLl1EHuoACCJHvrBxHh2HGHt37LuxuMyvaj\/AHBGQqC\/1plwDpoB1mNatyAo26k9J6aeUn+8an4DFRMAEFYZT7DgawRod9QQQRuCDrV1BPjkslZEwAYugKswOmUaEg+0BPjET5eVWLdQWyIJdt2nQDSABG+m89RW64rg7BP8HYlFtqTnJEEFs4BYCZ0bbXMdOg1GJwgmRIWNyc0EiQGI2JMDynyo4PSHGjOpi1nCiR3ZCnvJqC0kaCWyT1iKgkCSJ2nXXWNhWZWL53LgGNp1aTsB4dauuBmC29+XmA2gSxJgjfWepqNOrgUZeDPlxCZiFAAJbQiCMwJ8T3gPs8ayWsGGMnw0Gk5QCxk9Y1+Gg6VbhMIFOqgkT91TX72gAk6Dy8PTpXXgwV80i8Y+yFdyjMocLpMQdTMBdPj+IqFafvQyqQAxE+ajKCQR4CPU+MVMPD2dsp3kiRqY6aTGkHr18qiYi1lMEmNgSI94HurnzKV2+CkrMefds0khpkTM6Hp5nXpUrh4HPw5G\/Mt5vXP0jYRl981AcklmJ1O\/nNTuDXCb9sKojmW50BIAuKZBOszpPhpXOVPZhpQ0qAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAr518u4\/2Ym2mKtHUSNFubjr6V9Fr5r+6AMcJBBiMTa\/y3KtFpNNko+D37Iki4PGANADprA0j8dNcC3rZRbZGXLnOYCTrGh1E7CPfUb53KFSNSR3pOigEEZdtSQZ8vM1aVEwusTrI6Aknp0G1bzyp7pEt2ZrhlbYnbMBmgIAWLCCYnvZ5J8I6VamUDVugO\/oTt5fjQ1HR50Y6DTxgTJge8mNN6yWHytuCII2B0MjY9ayjKnsQiTcxo0Ck7Qx9dD7iKxXLikDJI070kb5idNtII08j7s+Dw+UHMNxppMggiQen+lUGDy5oEyIUzquon10ke+t3HI9yzst5CC0t1mDTcZDbBh4CqZiNBJj3VlwZzBoG22+gnqdvj41iGH708uB8dyYk\/jathYHQaTIOu+s7fD4VfDilqvgmKMCWXnUmJ28z\/4FSLj7EL01MmSZJnXyIHu86vu3wrEaGR5mJg6E9RtVjPAmf\/FdihFXuaUiLjr0CJ1+3XrUC0ST3hmEEDMTp4GRrp4VtMNhkZpuSQRAggQdwdeg6jSfEVmGEUiEWToNNyTsAPE7R41zywSyO3wUcWzUXmLKAxkkgZjEBRoACdVA8Ntqy8OwrLiLTZTk+cKgcaoWDLIDDQmCDp4is1\/ADUg\/DasXC8Q\/Ns285yC+jBJOUMWUFgNpgAT5CuTLicH8xm40eyzShpWBApSlAKUpQClKUApSlAKUpQClKUApSlAKpVaUArg\/ln4NfxnDRZw1prj89GyqJOULck+mo+Nd5SiB5Nb5NuL\/AMgun3D9dVT5OuMD\/wDX3tRB0XxB8fKvWNKlsHk797rjER+Tr287DT7aD5OeL\/8A8+947L+uvWNKWDy3a7AcXyENgb2vTT1HXXWrLXYHjCkfwC8R6D7Na9T0rVZmuETZ5kHYbin8gvbeA\/XVV7DcU\/kF7fwG3xr01StV1kl4RfuM8yHsLxQnXAXvgv66qew3E4\/4fe9Ao\/XXpqlPjJVVIjuM8vJ2E4rMfk+8B4kA\/HWso7DcWUyuCvbnWAG8iDm0NenKVVdTJBTZ5cudg+LPIOAvga9B7hoaYT5O+KJetN8xuwtxCTA2DAk7+Veo6VnPK5coq3YpSlZEClKUApSlAKUpQClKUApSlAKUpQClKUAqlVpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAf\/2Q==\" alt=\"Fuerza de gravedad\" \/><img decoding=\"async\" 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\" alt=\"Ligth Knight: Fuerza Electromagn\u00e9tica\" \/><img decoding=\"async\" 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alt=\"Ligth Knight: Fuerza Nuclear Fuerte\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ligth Knight: Fuerza Nuclear D\u00e9bil\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0Estas fuerzas est\u00e1n formadas por cuatro tipos de campos cu\u00e1nticos mediante los cuales interact\u00faan las part\u00edculas: interacci\u00f3n nuclear fuerte, interacci\u00f3n nuclear d\u00e9bil, interacci\u00f3n electromagn\u00e9tica y la interacci\u00f3n gravitatoria y hasta hoy se consideran invariables a trav\u00e9s del Universo y que por cierto, pr\u00e1cticamente toda la historia de la f\u00edsica actual se ha basado y centrado en la unificaci\u00f3n de estas interacciones.<\/div>\n<div style=\"text-align: justify;\"><strong>Combinaci\u00f3n, expansi\u00f3n y recombinaci\u00f3n.-<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-wTnxSy4Rn0k\/TWfcrmhWawI\/AAAAAAAAOME\/oO0dhdPYIr0\/s1600\/Galaxy-Cluster-Abell.jpg\" alt=\"\" width=\"633\" height=\"484\" \/><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El nacimiento de las estrellas, la acumulaci\u00f3n de estas en galaxias, que a la vez se agrupan en c\u00famulos y por si fuera poco, \u00a0esparci\u00e9ndose en forma uniforme mientras el Universo sigue\u00a0 y sigue expandi\u00e9ndose.<\/p>\n<p style=\"text-align: justify;\">La formaci\u00f3n de nebulosas en todas partes, de ellas las nacientes estrellas, blancas, azules, rojas y amarillas, y a su alrededor la formaci\u00f3n de planetas. Todo un ciclo que se repite y se repite por miles de millones de a\u00f1os, entreg\u00e1ndonos un formato claro y que podemos aventurarnos a predecir sin ning\u00fan problema a fallar.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><strong>Pasado y futuro.-<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.europeinmotion.org\/wp-content\/uploads\/2012\/02\/past-future.jpg\" alt=\"\" width=\"347\" height=\"346\" \/><\/div>\n<p style=\"text-align: justify;\">Claramente y basados en lo anterior, hoy podemos no solo aventurarnos a lo que puede pasar en el futuro, sino que hemos logrado echar marcha atr\u00e1s y ver como fue el Universo en su infancia e incluso llegar a plantearnos su posible nacimiento.<\/p>\n<div style=\"text-align: justify;\"><strong>La Memoria.-<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-_aMKlIvB090\/Tp8jHNONRoI\/AAAAAAAAEU4\/r-nJUUtZOLE\/s1600\/ALMA_ATACAMA.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfC\u00f3mo ser\u00e1 el cuanto de memoria del Universo?<\/div>\n<p style=\"text-align: justify;\">De ser cierta esta teor\u00eda, se estar\u00eda dando un papel muy relevante a las leyes que rigen el Universo y que ciertamente ser\u00edan la clave para entender la memoria del Universo y por cierto, dar\u00edan la posibilidad a la especulaci\u00f3n de que si las cosas se repiten una y otra vez, como\u00a0 vemos que ocurre, la vida ser\u00eda otra consecuencia a repetirse una y otra vez, entreg\u00e1ndonos a ciencia cierta la veracidad que la vida vino del espacio y que se repite y esta presente por todas partes.<\/p>\n<div style=\"text-align: justify;\"><strong>Black Holes.-<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-A6NDXUyvJsU\/TYicNmlS6oI\/AAAAAAAAGz8\/oxjrwMZ5eLc\/s1600\/2.jpg\" alt=\"\" width=\"503\" height=\"335\" \/><\/div>\n<div>los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> se podr\u00eda desprender que son los responsables del colapso del Universo, quiz\u00e1s los encargados de en alg\u00fan momento comenzar a engullirse todo el material bari\u00f3nico o visible y dejar solo la materia y energ\u00eda oscura, las cuales seguir\u00edan presentes como testimonios precursores de un pr\u00f3ximo Universo.<\/div>\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=\"Lo que NO sabemos del Universo. 2\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Y si todo lo que sabemos del Universo fuera falso?\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQZumN04hq48cm0bzhqdeQN59wmeagg1fuEzdk6j-p3amowWGL1&amp;usqp=CAU\" alt=\"Descubren misteriosa part\u00edcula que puede cambiar lo que sabemos ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ_Ov96mpmRa85XLjTg_Unq8D6ZC5uS_8ly-CwTll9tWFxiMcLx&amp;usqp=CAU\" alt=\"Pruebas de que a\u00fan no sabemos nada sobre el Universo | Curiosidades\" \/><\/p>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">A\u00fan existen muchos cabos sueltos, pero se que estamos haciendo lo posible por resolver muchas de las interrogantes que nos ayudar\u00e1n a comprender mejor el por qu\u00e9 y el c\u00f3mo\u00a0 del ritmo de nuestro Universo.<\/div>\n<div style=\"text-align: justify;\">Fe hecho, no dejamos de observar lo que ocurre ah\u00ed fuera.<\/div>\n<div style=\"text-align: justify;\"><strong>Abdel Majluf<\/strong>.<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F06%2F11%2Fla-reinvencion-del-universo-basada-en-su-propia-memoria%2F&amp;title=La+reinvenci%C3%B3n+del+Universo+basada+en+su+propia+Memoria' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F06%2F11%2Fla-reinvencion-del-universo-basada-en-su-propia-memoria%2F&amp;title=La+reinvenci%C3%B3n+del+Universo+basada+en+su+propia+Memoria' 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target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Cuando contemplamos una imagen del Universo (como la de arriba u otra cualquiera), sabemos los acontecimientos que dieron lugar al escenario que estamos viendo, c\u00f3mo se pudo producir y cada uno de los pasos que tuvieron que suceder para que ahora la podamos contemplar, Sabemos el origen de una Nebulosa, una estrella gigante roja, enana [&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":[51],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6774"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=6774"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6774\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=6774"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=6774"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=6774"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}