{"id":4742,"date":"2020-07-26T09:36:46","date_gmt":"2020-07-26T08:36:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4742"},"modified":"2020-07-26T08:37:30","modified_gmt":"2020-07-26T07:37:30","slug":"%c2%bfen-que-universo-estamos-%c2%bfhabra-otros-mas-alla-del-nuestro","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/26\/%c2%bfen-que-universo-estamos-%c2%bfhabra-otros-mas-alla-del-nuestro\/","title":{"rendered":"\u00bfEn qu\u00e9 Universo estamos? \u00bfHabr\u00e1 otros m\u00e1s all\u00e1 del nuestro?"},"content":{"rendered":"<p style=\"text-align: justify;\">Los Matem\u00e1ticos afirman que los Universos m\u00faltiples existen, y, si eso es as\u00ed, coincide con algunas observaciones que han sido realizadas y que, de manera sorprendente, respaldan el resultado de la existencia de otros universos a partir del &#8220;borde&#8221; mismo del nuestro, y, adem\u00e1s, es posible que, las grandes estructuras de estos universos (del m\u00e1s cercano), est\u00e9 influenciando en el comportamiento del\u00a0 nuestro que, se comporta como si existiera m\u00e1s materia de la que realmente hay debido a que, la fuerza de gravedad de esos &#8220;universos&#8221; vecinos, incide de manera real en este Universo nuestro.<\/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%3AANd9GcQXkph1GsxAsw4sqLHpsmc0oTUA-L-coaL7iA&amp;usqp=CAU\" alt=\"WMAP - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSBwSIee7_4YfBFBGAqfVyy4jLVYvLvQfZqMw&amp;usqp=CAU\" alt=\"As\u00ed est\u00e1n buscando los cient\u00edficos vida extraterrestre\" \/><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQBCCgF6Wa3OrozntL7fbs5zxUZYELvGdbuuw&amp;usqp=CAU\" alt=\"Cient\u00edficos del IFIC participan en un estudio internacional para ...\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los estudios del MAPW han derivado en deducciones que nos dicen: \u201cEl flujo oscuro es controvertido debido a que la distribuci\u00f3n de materia en el universo observado no puede tenerlo en cuenta. Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del universo visible \u2013 fuera de nuestro \u201chorizonte\u201d \u2013 est\u00e1 tirando de la materia en nuestra vecindad.<\/p>\n<p style=\"text-align: center;\"><!--more--><br \/>\n\u03a9<sub>b<\/sub>h<sup>2 <\/sup>= 0,002267 <sup>+<\/sup> o,000558\/ <sup>&#8211;<\/sup> 0,000059<sup><br \/>\n<\/sup><\/p>\n<p style=\"text-align: center;\">\u03a9<sub>c<\/sub>h<sup>2<\/sup> = 0,1131 \u00b1 0.0034<\/p>\n<p style=\"text-align: center;\">\u03a9\u039b\u00a0\u00a0\u00a0\u00a0\u00a0 = 0,726\u00b1 0.015<\/p>\n<p style=\"text-align: center;\">n<sub>s <\/sub>= 0,960 \u00b1 0,013<\/p>\n<p style=\"text-align: center;\">\u03c4\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 = 0,084 \u00b1 0.016<\/p>\n<p style=\"text-align: center;\">\u03c3<sub>8 <\/sub>= 0,812 \u00b1 0.026<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/www.sanjoseahora.com.uy\/wp-content\/uploads\/2020\/07\/JL5ES4WTNZELFHUUFD7HN22RTM.jpg?resize=750%2C536&amp;ssl=1\" alt=\"Tras 20 a\u00f1os de estudios, astrof\u00edsicos publicaron el mapa 3D m\u00e1s ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos son los valores de los par\u00e1metros cosmol\u00f3gicos obtenidos a partir de los datos combinados de 5 a\u00f1os de observaci\u00f3n de WMAP, medidas\u00a0de distancia de supernovas tipo I y la distribuci\u00f3n de galaxias Omega b, c, <a href=\"#\" onclick=\"referencia('lambda',event); return false;\">lambda<\/a> que son las densidades de materia bari\u00f3nica, <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y energ\u00eda oscura respecto a la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> (la correspondiente a un espacio euclideo) h = 0,71 es el par\u00e1metro de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> que mide la raz\u00f3n de expansi\u00f3n del universo,\u00a0\u03c4 es la profundidad \u00f3ptica, y n<sub>s<\/sub> y \u03c3<sub>8 <\/sub>son el \u00edndice espectral y la amplitud del espectro de las fluctuaciones de la materia, respectivamente.<\/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%3AANd9GcTkqDqgbEoa0Jj3ZteeI6pU7nFYu-uLjadjsw&amp;usqp=CAU\" alt=\"La polarizaci\u00f3n de la radiaci\u00f3n c\u00f3smica de fondo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Adem\u00e1s de los par\u00e1metros cosmol\u00f3gicos, el estudio de la distribuci\u00f3n estad\u00edstica de las anisotrop\u00edas en la intensidad de la polarizaci\u00f3n de la radiaci\u00f3n tambi\u00e9n nos proporciona una informaci\u00f3n muy valiosa sobre la historia remota del Universo. El Modelo est\u00e1ndar de inflaci\u00f3n predice que las fluctuaciones en la densidad de energ\u00eda se distribuye siguiendo, muy aproximadamente, un campo aleatorio gausiano. Sin embargo el modelo est\u00e1ndar se basa en el caso ideal de existencia de un solo campo cu\u00e1ntico, el inflat\u00f3n, que evoluciona lentamente hasta el m\u00ednimo de potencial.<\/p>\n<p>En el art\u00edculo nos dicen:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Francis en @TrendingCiencia: El flujo oscuro y el multiverso - La ...\" \/><img decoding=\"async\" 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\" alt=\"Flujo oscuro: \u00bfEvidencia de otro universo? - NeoTeo\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Flujo oscuro: \u00bfEvidencia de otro universo? - NeoTeo\" \/><img decoding=\"async\" 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\" alt=\"Flujo oscuro: \u00bfEvidencia de otro universo? - NeoTeo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;El flujo oscuro es controvertido debido a que la distribuci\u00f3n de materia en el universo observado no puede tenerlo en cuenta. Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del universo visible \u2013 fuera de nuestro \u201chorizonte\u201d \u2013 est\u00e1 tirando de la materia en nuestra vecindad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Redes Sociales, an\u00e1lisis, Marketing Personalizado, L\u00edderes ...\" \/><img decoding=\"async\" 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HEetn1UcETy4lov4gKd\/g1i4gsG0e7cjwpM+GDM7wDrUHfyXnJ25rpZI4W5RuTw3\/0m7nDVtiQQW0BAPiAXYiRuKNxBkNVQ+Wu4XPdBkF7qjBcQvXWey9wjOsW7uyuRtIOzEb9YreSCOICRrdjqOI\/ZZbK+W2l2+3n+6U7R4O7h0W2YYXwFZo0zKQQ0jadNazFNHO1zxoW6gdFkwPicAa8X5WhwprFm3iLlklnCtmRz4oSVYA\/eA5VHiBLK9jZNrGo67eS2hyMa4sOtbH5qPBcUpVNgl1GUk6MJGmp1iflW2JjdZPFpBUWHcGkNOxse+ieucIkC4bot90hLehEw3kN6rsxRHgy3Z09OSuTwB7i\/NVBc0z4jDXvtVhkVGXMUBBW4BuykcvKum3u5W9267Gl1qPNVI5XQm6366H38Qvp\/Z3jdvF2RdtkdGHQ\/086oSxujdlcu1DKJW2PUcitSo1Kua4\/2gCuLFuWc75Tr6CNfU+3WuVju0u5d3cbbPHpyGnHouhhcAZmF7jlbz\/2uf4vddcOcluHnxfjjbQHXcwOldH+GsccVKWYlwBGzaoVz8vmVwO3cAzDsa6FtgnV5N+h4\/YLFt4y5cSzhkVVdmzFF1hVMgsx3JfKT6V6LF4aBmIE8hv8A5H6AcOC4sEs8sLoYf01sBVk8\/n5LrMNg0ZWBOZhpJMjTQHKNN+VeZwnbcmJmIaA0AnbevM8125+wYYILcS5xA32vyC8XEs1wpcRltaCW0zHYADp5Val7jBMOIdLb3HQcr4D7lQRGfHPbh+6IY0amquuJ6dApYzh1lyUuE+PYTCx+EVxZOyJpg6d7iXamvoF3Ie2YcM9kEYAHA1z3WBdvWsD8GHBukQumijkPpXAgdLbi8ajieHpxK9MGuxQAL\/DyG5Wphcb3lsMR3Vxz4pnaPp6V6\/s\/GTFl4pujdqG\/Wl4vtTsxjJHNwbtXHUknTyK9weNPf5EVVt6hmiCdNNTvXLbj8biMSM4JZegI0rquoOzMHhcITGQHkcDrotAYxTduA\/cyzP3ZFMIx82Jlha49NdDW4IUeMc2DDxYiRoq9b3HUKp2tXCQrZHSSNDMSTtsVj867nduwEJDmAwVqOvFcEvh7RlDo3ls4PhNcBt5pHA3RbspqF3AOXwsveNKgk7V5\/G9oiGMRYYObTsw5Hy+67+E7OdNIZZ6cS3Ka3\/cLKxPZ5bd9b+FRfFM6mD1Ug17zs\/ttmPwfjcaHxB\/ZeO7RwM+EmERFj+0fbVXcU4UlpziXuXsqQQq65J+IegPLzqhP\/EAiw+VjA\/UtJ214E+avYTsF+In7rNksBwsX6XfBP8Vx9jMl1rjaIGWPv+nRh5VwoOxHdoubisO\/LrR6V5bdQuzP2z\/48vwk0eY6Uefvmul7PccW+o3BIkZhBI8+U+m\/zrrz4aSB2V+vUKnhMdHiQcuhHD3uFtVAri5b\/iJeufZTatFg9wgeHfLImCdtxJ6TU+HLRIC\/ZQYjMWU0brlMJhri2wnfOoiCFMn\/AKmnXzitpZo3OJDQepVKDAyDV7tOQUsHgFtiCzvvBY6ifSNuVYkxLn8AFKOzog69fJQ4VaFt7yrp4wd9dbaD8waikeZDblZhgbEKC6PA8VAXJcBYTM8\/KaqSQm7Yty29DsqsZjA5JZc+TxKDAEeQOpIreKMtoA1envoqM7X6lzbrbl\/tK2rndIXsky0nIYENykdKmd\/UeGS7Dj0ULIpGNL4wdeHVSxWKZwoLTCiQBADc48qjaxrSaH+l0oWvDRn3S0azzH61JZqluWNJutVE2wdGkjMGgaHSNJGvL61sHkahV3YZtOA4qjh\/DUt3n27liIUSSPPXYipZcQXxj\/IcffNVIsG9slmsvv6J+9HcCyXzqbiLLE5sucEnX72VTVOQnvO8Ao\/K\/wAKSNha0xu1GvO64FRxnC7ap8WbMfCRv4okNHQCrEeKe52oqt\/Tl5qs\/A0KGt7evNL2MRcF2yLi2+61trp4csSSwPOpHMY6N5jJzb9bWhEkcjBKBW3SkYjtind3lWy90mVBtqWQqTAMjSPKox2eQ9hLq287Vpkr3scA3mL4UsjAYa0qZWvfsxL27SfGCBqsfhkVfke\/NbW67Fx2pc8DvNHG+g3tdR2ZxRF2zcVra2riwbarBlj4dtND1\/EaoyZQS3Um97XSwjJQcxFA8K4rruM4prVi46gFgpyg7Zjos+UkVA4kAkLpsALgCaC4bgZ+z2ULgPdYzdYTmJOpk89a4QGKw571rAc59QOR5cyupO+DFyGPMQ1gqtm7cOavW8suzAsX5GIA+6B5Df3rp4CB+He6V5t5O\/TkuX2gGYpjYRoxoOnM8\/TgFnZsl63lAH7O4o201ttoeuhrpzzmb9S5+EwLcMfAfPZaWCxWQkkSDv51QOEw51LB9N+fNX3TT2Kdpx5+iYfHqNVWR8RB1OaYAHpvXNg7LH82Iz\/6\/wBVnpw6eXFT4jGvZhTI0W\/YNHXio4rHKwylc0NIJ8iI219vOu2ySVkmdprQilzZMHDJGGPF6g3x8ln4hQ9wXGEuBAJ5DfQbVTgwUcWp1dzPvgum\/FyFuQGm8gvatqsvVYjUUOqJtmtklpILqA4jmCIM+31qjhsF\/L43+YY7w0dPNMZK7FYL+We3W9xtv9wlhdCXO9z5UWVCkTI6seQrq4zHQtgEL2F2YiyOGq4+E7LxHfumjc1mUGgeIAqvXdXdnuIK2GtLcAD92CysOmhPrJ+prn9qYHu7do6O22KurHBdLs\/GF5DXAiSnUdro8V63EntLduXRmtpDIEEnWRp5eVTdoTYfDYdhwzfEfDyHqoOysLi8VinMxJ0Bza669OlJNu0oe4lpkYC+pIYkwCsHLB2rzc+KnxOHdE5oFcgbJ4HqvUM7Njw0hma8k8idAOnJLYGzaxbBGtjKGJE+FlI8Og6GPerHYuMxvZbyGCw7cKLtnAQYuIFz6cNiPmFq3cTkAW1AKEaifiU7dCreXU10O1ndoCdjwMzbB036grjdiNwPcuA0cLaeR6j1Xc2LoZVYbMAR7iavrdc92wQzabl4h7+E\/p9KIucZgBJ0FZAJNBYc4NFlANYIpAQRYWKvGLP2s2w3iK5WEHdZKx10LAnqoqf+XeBaruxTA3NwWvw64byq6ghWJAJIiV3npWkzO6cWk6j7rEWLa8A0RaMTfS24t3HCM2wafTesMjfI0uYLCSYuNhop\/wDw59NtZjUax0mq\/etUwlBrqkMVfW2YcwZiPP2qxHG6T9IWJJo4xbzStyHP3f3jsJ30nStP7c\/BYE8ebLeqjdIUSxAG8k6fOsgEmhutxI0jMDorWsMEFwjwmNfXbTfnWoILsnFa98zLmvRKLaNy+qKJyAsfVpVf+3P9KOcGiypU6mEcs6gapGYSNJEjn0rBe0NDuB2UXetzFvLdIY+ypIDqZXxjWBt8iI61YhL6Jad9FWxE0BoP1I1SFjjtkMlseHNokAQN9DGg2qV+DkAJ3W8eMjdzAWsEA1AA9BVWydFZoDUBX8LYPeQKQSLizB2hp\/Q\/KsuY5tEjdatlY8lrTqF1\/aRJw7xyyn2DAmtVIuLAoivXCmdSAOZPLWI9ZqF0rhMIQ0kkX0oLAfH3Xel1C6WZ2gPcqtw\/ccHTmCCrR18LE+oFRyYpsZAeCCeHFWcPhzPZjIIHFPWEzAkEaCd\/ppzqDDdpRzy901pB61+VtPhXQszuOiyE4\/a8ZaUCsVluZHSK9M7sfEDLloki6HBcZvaMLiff0W9ZwLsoYDQwR0IInf8A1vXEM2WV8bhWXc9eSvtIfGx7TebZLPpodPWtzIwGiRa2axzhYFheIwIkGR1Gtbt8X6dVrIe7\/Xp56LwuN5Hz6VI6GRpogqGLERTC43ApPDcXsXCFS8jEmAAdSR0qeXAYmJpc+MgDotxIw6AqfESCoQkDvGCmem7bfug+8VWYxz3ZWiysSysiYXvNAJjBv3hcBSAkakaGelb46L+Tja+QjU1Q3UGCxkeMeWx8BaruY1FOVmC+uk+nWqP81GWl2tDp9Oa6owkulcev15L21iVZc4nL1g6edRtx+GrRwC3kwOIa\/IRqrhVtr2vALdQVTc0tNFRZgN6kDS664KMua2geK7\/hdsrZtqdwig\/IVqt1Di+B760V+9up8x+h296IvnaY4TckEGyYdGEOD6HQg8iDB9CDUxhPh68eCrOmGYscFxPFbN1LtzFZnto4IRTPhPSJ01\/M11og0jLd0FyxsI8tG1p9hLdq5ZJxTjxs1sGDmRj4g6nlrr0kVUx4lOkY1GvnSmLmNkp58NVXn7pd3wO2rWHwzZEe2csdZ1Djqra\/UbiuNLK7vhLz1KnZEDEY+un7rE7acBu3wt4r40UHw\/iBIYe+hro9n4qKM92Dpfy4KrM2UHORuKP3TuBcmzbS\/dCXPiSd7ZX15GYNRyj+q50bbHHra1idTQ17teF8K\/Ku4xwwXrYt3cgYyAVOWYIysp5H1qKCbu35o7r4+asvssAfWbhyXK3eCX2d7dlmN2wmneGIzGcwI+LSR710\/wCZjawPds7l9FXYHOJYW\/b13XQ8E4BcRJxC51dAuSScp1JMczVHE4xr3f0zRBu1LHCWA6eEiqtOuhtYcpcvjMV1CiSp0IA567AbknSq7pGuk7wM0HzW8UD+7yZrPLkmOynC2RQ92RezE3NdAdgPOFAEjpPOq+KlDiQ3Y6q5AXFtO4LSxuHV1uosh3QZio35DXrFRxPLSxx2B0WkrGuDmt3I1XDcd4MwYsuZoSAGYBVRdJJ\/Su9hcU0ijQ1+ZXHliLTXuguZs4nDXLqZigZGGYDaBPtV54eGkNW0IkYQX3lK3ON8TJtTbcW0+9cYEGOSoDzPXpVLD4bK7x\/D8q7PjQ62Riyul\/4V8CyIcQ2Y5\/gLklmERmM8twPU+VaY2QFwaOH1U2DY+i54rl5LvrtsMpUiQQQR5GqSur5\/xC39mvC04YqQYby5HofPz+dW48K3ERudx5Lmz4t+Ge1vCrvc1734rBPbG3bxgTKRbY5bqsDE7B1B8967X\/hXy4OyRnbq0jfyPmFRbLlkdMNY3bt3BHH4cF2l21aCkZFb7wAGhHUeY\/KvCY8zvwrnz0\/K6tNCPNeiwJw0OJDILYXtvo7yWBgMNasXhlzBTLooPIb246ry6r6GuK+RspE0V0KJbxGu98l3Q+QN7h9cg77JTtB9nvMiXlVGd5tuB4XHn5ivp3Y+Kc+Dv8M4uaBRB3B5L5zj4J4JnMe3K4H9Q\/SWnitvi9xbNlbSuy5U5DQgGvnvbeIdPO4gnhY23\/FL3fYeD7qJjCA6uPzv1tMWRZxC51OcjnsdV5e9P6WNyN2IppJ36Gkc2fA5ydjbgPsua4LhGwty5ZibbOZb+IcxVYYs4bEhxPiaaNcQNP3XSxcEOPwl\/wCQuj1XLdsuHYoYhrcSjGbccwdNK+1dk4vCy4dsrTw1XzBsbcI8skFOF\/Dh8VrWuzZRrLBrdq4UCsnhzAfjgyZkcq4uJ7ewYL4JH3Wut\/DShtwKu4bB418fesYcrjvyHrtqtvCXVOa6hFxge6tHXKSCC7nTmwAHkk\/erwmO7YYNIPCT02B910XqcH2W51DE6jfe9vTXbkp8YxT3AVW4VcghQukGIzfOuBLiZpXh01kCtDy6ea7eEw0MTSWtFcT1\/ZZPB+wZWGxZN5kbOFBJLHksnlzNX5pJmmmtIbWg5+Vbea0GLic2mkF16k8Fqdre01rCAJ3ea4yg5A0BdNM0DavSdi\/wiztGISyEtBqx5cF5jF9sTRTmOIA1\/cff3XJ4ztjeNtYQd441MGJJOijyEazXs4P4fgbKbPgbsNNgBv8Ahcx+LuMjNrxPHqu87JcHdggeT4VN1m5wNFHkY+UmuD2hKwykRUBZ28\/fks4APkBfLfIA8vfHivoFc5dRFEWD2l7NpiQWWEuxAfqPwtHKpoZjGenJVcThWzDkea41eFlXFrEMEZdR3o8Dgfh5H2qZ8tAujbvy3C5RhkDgJTVbXt6JF8bgmvPatLaUlZBRte8XUQpjfbTXyrZrcQ1jXOcTrqDyO6SBrrIbWmh4WtUrdu2LWIsOTetHUZPGVPxI66TETy20gwapPZGJXRvFA7G9L6dCrMbpBGHDUjce+I5rW4dxAm7lvDu+8XwK2zEDXKSNfTRhsRsTTe0ZKbuDqrTT4rP6SNPPqk+0nCrrNnCp3W1xW3YaQVI1Hryq3gsQxoyknNwVXFQusvrT3qs5O0Ci4LGUd3nAVtWyqRqp358xVk4J2QyX4q8rPNV24gE5P7b48ByXR2rVuwGa1Fx4EKPjI6fWua5z5iBJoOfC1da1kIJZqeXGk2lxSod1ZPvNnMBdNd6gcCDlab8uKnaQ5uZwI8+CwuDYKxdufaCAADKsQR3jTo+v3VHwjmfF+GrM8sxb3fDko4GRN8XHmulvqCjBtAQTtVJl5gQrRNArHsReRmuSijRVkwY5mPyFXXXC4NZqeJVBp75pc\/QcAsftdZwqWf8A1V8KzDS3bPjPSF+I+pFWMHPJ3lRt05n9liXDU0PJ16fuuUwn2JVQWQiFtFIQvfuE+X9\/aur\/AFB4jr600fdU3CSU0b09f2XZdn+wed1vYpndRqlu5Ez1IGg9N\/Sq8uL0ysFdQr+HwhAt4ocvz+F9CUACBoBVFdFe0RK8QwCXlyuNtQeYNZBI2WrmNduvmnbbDrh4GJwmewT\/AJ9uTkP73NfeRUbO0u1MNJ3kbgQOGuo+xUsXZWBlj7tpLXH6\/QjorsHhGY2rtq+5RBoh1LL06HTpV3Ddv4LGMfBI0B7twef3XCxfYeNwMge3xBpsEXYF8uC0bmGw91wDmUcpMQeg5qRuNeVcKX+GzCO+iJsbga6dPZXWh\/iZk7zA8ANOzjpqOfVc5xjCAKbeJLlbL5rF6NPRyNBtvoD5ExXpOxmS4B9MI7t4ojiD1XK7UxzMWLykSCx\/xc3jXu10mHxKXLa3ywMaGR4ZgT6A147+IOzv5PFZybBsgHUc6Xoewsc7F4fJVObQNeW6v7q1bJxK6EDVNl9Y61QfJh21iIdwR4Dpr06LqMdiJG\/y0mv\/AC6JPBYtbwuMEfPmDQIkjynSBWcDg2Y3EOZM\/KTqDv6LXtSWXs6Fr42ZwNKC5rHcWuXMWjoqoA8MzzoByWvr8GDjiwpjJJ00A+q+YSTd490zjqdQPfJaOJu4fFYpWtoS4i294tAA5qsfeO0jYecV5GbsEOe6R503LRtY2XpIv4jkjhbA0VegJOtHc+XJdRikS1YYIiiJAVdp0AA8x5V5nGjDDDv7sXrqSdb41xXo8L3z52CV3w5dfwuT4eVa9+1aCgGp5E8gK5M8r5qLzodLrgPJehfH3cNQt3v2V0NvHraz3HuIFY6EkBRyBltz5AV6l\/ascoZhsJG5+UAXt+68ND2ZNFJJiMS8NzEmhrXLdYt7gmBxma6bjGGlnfwgmNJzQcsHSvUM7ZnwUYD8rRtV7fHiuPDgzNI7uHuJ11oH10\/2tzs52bsgA2lzDc3XG\/8AAOYHKNPM1y8T2nisY7fKzpp+58zXQLrQdmw4cDMLd1919Suzw9gIIX+58zUQAAoKwrKyiKIiiJfHYG3eQpdRXQ7hhI\/386yCQbCwQCKK4jiH\/C3DElrTOk65S0gHyLAke81cbj5QKNFVpMKHfpNdFZgbeNwxKX7TXLQELdsnxiPxL09PlVSeKOTxMNHkdvioWMkiFEWOm\/v0S\/E8fafw3Fa\/ZJkcntsOqtBrEWHcR4aa74gjz1VeWcNPist+BB8tFbguKS5W0zEAaLiQRPktzUx5sH9qry4OSNuY0fJWWYyKR2UaKCgJczjDsryPEndsrdQMpk+6g1v3r3MyOOnr7+y07pofmbv6f6+6atY1LjNcGFu55ykmFA6GbhXT0BPlUT87GhgdY3W7WxvcXubR2Vj8Nd9L0sp17tWORY+87OJcjpAXy0mow\/XN7+SkLcoyi9ev5T5xAW3KOGjQBoieugmsZC59OFeSwZMrLab8\/wDSWwtp2BJJcxrMhV9AdfpUsjmtOgr6+\/VRRte8G9fp79Fl9puGYi+qrg7rWyNDkEjzgk6HzP8Aep8K8C87bvisvhJcC0aAbcLWNwj\/AIXYoz32Ma0rGX7vxXX\/AIrjT+tXnYhmUNaPsFI3D5jmeNfj+y+gcB7LYXCQbVuXiO8c5rkdMx2HkIFVXPLt1bAAW1WqyiiIoiKIvHUEEEAg7g7GiLleIdhbDHNYd8M28Wz+zn+A6D+WKpYjAQzakUea6GH7Sli0PiHIqNvhuIsjxr3xA+NPiI8xzPtVUHtHDtLG09nDXUff5lQTQYHES96G5HceXrwPqFkN2mTP3LWbtthpD2nyn\/tIHyNaDFOBD8RmYf8AIEE+odV\/VTy9lu7usMWPH+J0HoRdKm0rWwfs1pgp1KqVuWj\/ACSHT0WB5Gu5C7CY1gBna4gf3Cj6grzcoxeCcagc2zwdfzA+q0cDxO4whsHcB2lQCB7OVPsAapYnsiOFtxlt87sfBXsL2q+Z9Oa4DyIN+e30SWBzorC1YxAYvrmQKSOgLEKB70wGAwmBd3krw4kaabJ2pj8f2iAyFmSjR13Vdywjk24VQT4gGDOessPDb\/lzHowqvjf4nlBqE68+Hx4qTCfwvCxueVp9fstY4CymRERco2yQMvkvU+ZqR3beKzNEDM7f7iLI+Khd2LhDZmdlcdth\/tZ\/GQCxKrczRrlkt7RoDXk8Q8TzuLG1Z26r1+CaY4g17gQOf35rL4VwMsrs1srcPwKxZmnkzhBMeU69a6WEgDpKlzFo4Bp1P2HU0te0O0ZGx5cMW5ud6AfOz0XuH\/4bYi804i+cvQALp0gEmP3fDXqsLjZsOzJg4WQ\/8j4n+fL5leZkgZI\/PiHl5+AXY8J7D4SyVYqbrLqveGVU9VU6T+8ZPnULYvEXvJc47uO\/voFOZiGd3GA1vIafHn6rpqlUKKIiiIoiKIiiIoiKIk7iMzw1pSn4jE7Dl6yKwRaJbGcDsXPitE\/zH+tYZI9n6RXwUMkEb\/1NtIjs7bQzbW6v8LrB9cwM1IZHPFOCgGEjYbY35q58G0R3VwjfRrQ166AVGIGXdqQg1WT5hQupf27m8R\/HY\/UVkYWEcfqtred2n5KlLVxdsFdPpftj\/wAWFSGGM7u+qy1gGzU\/g87KS2FyMCIDujEjmQQTEVoWNb+lShN4e9dLQ1oKuUS2YHxQDAA5bifL3ospyiIoiKIiiIoiKIiiIoiKIs6694kg2UZfNhrr0PlRFn4qwSzD7AxUEwy3LagjrGYR7ipH4DCStBkc0nq06etLDZZIz4L9Cll4ECZFi\/bP7uIH5ZoqoeyMCNWkemZTHtTF1RbfnlWja4VPxd4Y2zm231ia0fgIOPirnr9Ra0bipXmy3L5H8FVXOCCZAuT+6bY\/+NUH9nRZswjPoQPpSutxT6ouHqCVD\/DspzfZ7jHqbqAn6irbYzWUtdXIuJHwzV8lEI4bLg5oPPLr8atTw2HlobBECCQ1x0cA8hGYmrsbnNFNFDp+yryQx73mPr905ZvXgNbAAEwFYTsYA1iSYFZWqcwjuVBuKFbmAZA6a+lEV1ERREURFERREURFERREURFERREURZVzjiq7I1u6MpOuQkGOYI5URaGFvh1DgEA8mEH3BoitoiKIiiIoiKIiiIoiKIiiIoiKIiiIoiKIiiLP4hxUWmCm3cYETmRZA1iDHOiK7A49bubKGGUwcykfKd6ImqIiiIoiKIiiIoiKIiiIoiKIiiIoipuYlFMFhPQan5DWsFwG5RLPxRZgKxPy\/v8ASozM0C1oXi6SzcWuaxbgdTP5EA1gzBad6eRVd3H3\/u5Ntspk+gk1q2cHdYMjuARaxmJKyQo8tJ+k\/nR87QaB+X+ka+Uiy3381Y2MugSSo8yun0NaDEE8LWxeRuo2+KXZIKqY\/CD\/AFJ+lSd9xWBKbqkwvFhlLMAANScw08znyxTvwDRCka8O2VdntLhGMfaLQPQuo+WsGpQ4HZbLVBnatkXtERREURFERREURFEVd2+q\/EwHqaIl34gv3VZvaB\/3RWheBpSyBapfiLTAUT6yff8A3ra9LOnmojILyjU9FRd4hcBgFfQISf8AyqjN2gxjsjWlx6KyzDvcMxIA6o+1XSfjA8sk\/rWjcXI92UUD5E\/cKQxNa290HF3Y0uKfVP7irDpnQ6S6+Wn5VcDvhcRrz1\/BS1njV3MVIQxzCkf\/AC\/rW0GOws+jH07bKd1DKzFQ6vZY5j8bp+xxQkTlU\/wt+hA\/OpZniL9QK2geJhbSPQ2qR2owskNdRSNDLCB7gkVhsgdwI81KWrUw2JS4oa26up2KkEfMVItVbREURFERREURFESeJx6rMQSN9YUeRPXyEmo3yhunFYJAFlYnFMdeCF2gqYCojEF2OiqI19STAAJ5VF34OgNFQEyHXSvmveCcPFtIiXbxXG11J6SdgAAB0AmarSvcSssaDwTryICrlXmRy9BWgIOpOq2NjRo0Vdm\/qVGkCTJ26SetbOZoDzWrX6kBKX8XdMW0USw\/zJGVf6+gqZkUYt7zoOHEqF8sh8LRqePAJLhAdARdxMkt4WiFOvwgbfrVjEZXUY49OI4qKC9Q5\/knGFxmADhbYktmAM9RDCRUAyNabFu4ewpDnc4UabxUHVkyuEIQ\/EEaQvRgOY9IrIIfbb14WPksEOZTq040UpxHhSALcS4crXbRykaCbgWR6EzHUVk4l1Bj26hZZhm2XMdutrDFJObKSNzyPttVZ4dpyU8ZaCbOq9s31Jm2Y\/h016RsfcVuDJHutmyh36VPA8bzTmUwPvR06j+nyq53laOW+YDQrWtXAwDKQQdiNqkWynREURFEVGIxSrpueg3\/ALDzNaucG7rIFrPxWNaCWYIo1Mchzlv6RVR+LaNFKIXHZZfD7eYm+0qXEWxHiVDqJnXO8Bj0AUcjMkThmpuvO1BODk8RrlS0u78MCZ9daksCSzstAwmHK3fnxVZhVhIHm359TWks0Yf\/AFzfRYjicIyMK2up+vVIYjBZvjuOY2jRZ\/lraPtiGE+GOhzq1Wl7FmnFySlxrbYJK\/aNsDNc022aPbUVmf8AiLCRnVrvgFXh\/hvGPFZx5a\/lX2McxuGyRcBXa4B4fryqbH9njE4cTwvAJ1HPy5LOA7Qfh5zh5mkgaXrw486WlEwpAYjcjQ+R\/vXOhwZay5SL51Vj8rsSYu35YxY+n7HmlsRZ8LZNypBjRhIifUfWrLGSlphkfY\/td9AeY6qk90THd\/EzX+5vHqR1HzU+B3A+HtEAa2l+GIHhGkcv7VBKx\/dlsgoj3orsUkbn5ozd7\/umGB+6safFs3zFGBnchwcQfisPfL3xaGAj4e\/I\/FNJi3QCfGPOA3z2P+ta3bM5tNPiPT8LYtbWbbzT2HxKv8J1G45j1FWgbUaurKIoiKIsfHY8sSqkKnNyd\/TUGPz9N4JJeDVE99Gh8UtfJNsNZCORsTooPUQKrMAD6ksfVaOc4suPVJYdy979qyEWUG22e5IJ8iEWB\/8A1NHtH\/8AMFZY45fGQt1LgIIA0Hl+VQnZTAg6JDFIwKwoykjmZjnpUjC2jZ1UEjXWKGiLuGkMoUZDMjz9t6CSiHE6o5l20DRKglCoW2Rb3zFvCpjmPOpjT2kud4uXFQgFrgGN8KxsYcxAtAL4g2uxM6ny0q7ESNX66V6LEsDWx6UDYWyuG7wznAB30E7FSGncHqKpd5k0rX2dFkR5zd6exqvbGCQtmRz4SQoDeEeUGj5nBtOG\/TVZbE0uth26rzj7BbLOTBAAjSAwYN9CJqKMEnKPNTEgEOPkrBcHfOJ1I8Q+6ByPXXSpCD3YNeXNQhw7wi\/PkmcO1sOQpg899eh6TUTg8tBdspmFgdTd1nYGzbiWzAhQWmcupkHTnBqxI6TYenNRvEZkJPD4LQF4W3VbYUFgSVnQjn\/v+e1aRPeAXnUBSZ2scGDitnD3w65h\/selXAQRYU6trKLP4jjSvhT4uZ\/DP5tz8t+gNbFT90yxvwUkTM7qWbPQHfdp1\/U1zBmxLqY0nmToPgrDnNhFvIHIDdLcZbMLdncXHAeNAUUF2HoYCnyeulAQH92RqFUnJLM7ToVpg67bbGoe+eHlvD3uphEwgO4qVxjymfap2CjZ25qKRxIpu\/LpzVF12HiyltDoN61gibIKkprua1xM8kRzRgubWwVeGvbCMvPxHWfTpUZZh8I0sDwXJHNPiiHGMtb13Xl4hiBKT0Opn09a3OFjkDTO2zoeid\/J4hC4Aai+NqtvDz3EZZgA+vImq7IHRPkkwhuv7OqzJM1zI48UKLv7lCzbBKuGIZDBkRI6Hz86tYfteOdrm5SAdDY2cqknZD4nskDrc35t6px7oEMIk6A\/pU8TC4Fh4bj7rM8rWESNrXY\/ZZnDrwS3bMDJJUxyh2UNp7A+oqMMGIJhfo8C29RxSWb+VInbqwmnVwPA\/YrSFw5SSNtDHTrXLjxckcRLm6NOv3K6smHY9+h3C9uA5dwehPTzirznwZhLWnMcP2VPu58hjsXyPEfnqlbZy+KdREFdN\/X\/AGNS43GsjgErdb29\/YqtgcM\/v3Rk1XD39QtrhuPFwQYDDcdfMf05fInXCYpmIjzN9RyKvSxGN1FO1aUSye0eLKWwimGuSAY2ABZj8hHvWRW5UM73Nb4dyuPGHtn9pdm5cadMxyrpAmI19K2Mzx4I9Gj4lUY8GX+KXc809axFgKo7o+EQFBIX5TVYiUknNv8AFWxhmaAjZJWOIHvb7KMpLr0iO6twPnOvnQQiqdqpw2hS6LhvFUKgOwVh7A++wqrLA4HwjRbJ17q6OPEB+HWTUIaborRxrVJjCMSys2WWzprrvJ8qn7xoogXpRUAicbBNa2FjY\/F5gEknKza9datRxhpzc6UkJOXVKA6g6SPKprNUsuhY52YhaFjHDMp0Umc5PwnoIHKq7ojR+Sz3YF0m3uDwnMqPEggiJOpU8o8zUQG4qx71UQa40ao7\/HgqOJsbluCAoe6gyncqbiLI66SZrWgw6a6brDbfvprstBboHelbZlAND94RIYT8qxlJDbO\/yQO\/VTdvmvTcUKbkBZAIJ2M8v4t6xlcXBm6yXBoLtrUraCZnR9d\/+3z1nStXE1XEe7RoF3wPulIR3mcN8OjLpA5e360s5ctb8VnTPmvbgp2cStu6iRGeQQNlOpUn3kfzCrGGLjdlbhwaQ2ve61cVeyIW6bT12H1q0VKsO9cK6g595jcmdT86pMjdiJrLsoA968PRZnlOHisNLjaTxPE1aBML94ASSOgq5DGyEGjfLkFVnM2Iyiso48z0HJZeO4iGvWjlgqlzL0mbUH5A1HkyutvHc8VZbqyncOHBaOA4pqxuNy00rLm6Bo2WRuXcVqpilK5hB05EfL+3lVeS6IDTot20KLiNVn4niiGRqYOmX+taS4Ns7BZIPzWzJnRuI0IWacaRIXnzI8VRYPsxsLSHnMSf9KSbEl58IpLTrPOuoqq9znnr6mg0NjdauYHNykaLbwvEAMqkiIBJJ28vmKjdGJIjK8U7\/EcVXZI+KYQNss\/yN6dFfYVYJzAiSTl2AOo9K1fjCC3Tlqt2YAU7XiTXD3eqQ4CZw1ouoByyfVhm+s1ricO7+ajkbrXHksYadpw0jXitSK58lsKQw3EEcqqOhOdzDrYK6LZQWBw02ULTAEoJ8Mb8pqRuG7mAFrtDzUAxIlxBjc3Vuvx2VirOkgjpyrZzA5oblGm4WzHFriSbvYqlIQgKADq\/y0I9xp71XiazDzCOJtB2v5ClLnSR5pDqNFuo4IBGxEiuqqy5vtgDmtdIb81oi56iIoiptYd+\/wBFJF1YHTMm49SrD2Q1qXtbuVgEHZP3OH3V3RvbX8q1EzDxWV5Zw13UqrDqRIo57NiVgkAWVG9YcTmB03O4+dZa5p2WM7eaqCnaDNbWtl4+m+kdayNdljMOaKLK9KEawY9KxYKxYVF24zXLdsFiFl4BO8ZVEeZYn+SsU0aoQDunsl1hs7CfMitbY08FlFu1cZSgVipM6A6EVnO1js1i1FNE2RtOU79q8IZgwg6eR35bVq10Z0C3FN0VD32JJJ1IAJ6gdYqQNAFLHdtzF1alW4Qsbtskkk3F1PPxDnQADQLddV2mB+ztHVf\/ACFZRccHO0n51gAISpjDNIEanrW+U5S7gFEZ2B4Zep4JTH4dgVaP8tgW2+FvAT6DMGPktR5hV8FLxpOthHAkrp7Vh0jWuDTudkZ4wSOCi2HcaZTry51o3ExlxaDqFuYnUCQgYdj90+ka1OBbcw2UHet7wx8QqqwpEURBFERRFRjAxXIk5rhyCN\/FoT7LJ9jWHVWqyL4LR+z3VnRhoCdeQ2rO+qitg05KAa4oB8QB0G\/LpQDxabrLy3Lbtl673QTJcEjXf61jMHAcllrA0kgandQF9x95h7mhaHbrYabKNy6zfESfWtWMawU0LLnE6ldzwgEWLU792v5Ct1hL9oMCbtrwiWU5l8+o9x9Yoi5WzZZcjiDJ25\/6NROc11tWpcNkWOJ2Ll5rXdhbgUsVM6kaAKdp02rd+GlYwPzWNNfyqMeLzGgK3068gn8LZW7aBtQpzZgT\/wDrurpEb5SCVPkx61VxAc19P\/2FNhXtLAW7cfNe4XHXG8aAsczBkb4kbmpPl9RB2rAbGRTtOq1c6RrvDqLT17EB1yyQ5kDkVPNfWo2sLTZ1H2W7pA4VsfulcSz5wbJDELFwEAHQ6HX3qVgZkqQVyKjc52cGPXmEvbvm3eZSoJuHZd4nePfWtzGHxhwO3PmsiYglr9+A6JPtJhELftLJuWRABBOhOnoRsasYOR1Ux1ONqDFNaDZaaHEcytZcMrLaOkAQpkSRGikVSL3Au9+quMIDABsp4xXD\/HbWwqkFW0JgbydgOtYY5mQ2Dm5rVzHl4ojKOCR7PcLIb7QdC+uVhqqai2uus5TmIOoZ2FZlmzNLVYBW7ZsNqSTzjoOlVyQdgtWsI4r0MTMax0+tYpZu9ktjVYW2ImRsJ1P9akjrMLWpBI1WDw3B53IPLcc\/6+dXpn5G2EMgJyjdbXCsIWvFiQUt\/DA2MRlB8gZMcyOlIh4Qa\/fqtImnMXHVbmJsh0ZDswIPvUqnXGXMCULzAK6QddZ0I8o1qniMR3TDZ1+Hwv3wUsceY9Fo4c\/CGXxEHU7\/AO1UhiZGubhn6hykdBGbnaPEAUtaE3CjAHNb8Q3DA6EHyivRYhrW4bMAaBryXmsI+Q43KSMxbfQle8OeG7i4SWT4CfvptmnmwkBvPX7wrhYtjmyBxOhpejwr2uZQGovRP4jDnMGHxD8p2\/SquMhL5RJEDmA250p4HZGZXnRe2LhzZdBIlf1FZgfKXGMjSrHLyWXtYBm4oOGXU5RGoIIH0P8AWujqDlabv5dVUsEZnCqPFK3rKE6ZSwB0215HTlVlmeCK3\/8Ab7FUZDFiJsrSb\/xuvUc1G8y3H5Ao0EOAJ228pqnjMHio+7kgOnGtj5hT4TtDDyukjl0N1R0I8irsSQVykGY129AJNVv5kB5pvjPnor4h8IF+H6rK4bgycQbn3LMqp3DOdHIP7q+CerOOVdIOa9os7qo7M0mhoFvWxPiZd+vSj3EOEcajiaHAyyDX7BeW7Y3yL6fXblWkkjReQ2fut42yEDOAB1Q90zt01H5VHNUcQc4m9qHHoFmN7pJS1rdN7PBZn+Gl7rToJ1jn\/T1rcTDIAN+XJb92c2u3NTtYINcFq2JDCXbos6\/oAala14PjK0D2PHhXWARpUqwvaIsvHcP3ZFBkyV057lZ5nmOe++8MkebUFaObxG6wWdQXGUrBmZ+e+oNYDXGjfoqUjxZBFVxWj3ytbDo5A5ERJPOQef1qtkc1+Vw9FNnaYw5rknxBbi3bd20VLN4XU6LcgSvo3RtYmDI2yxrXMd0WXSFrm3qD7tN4PF27skKQynxK+jo0bEdfPYjYmoyHN0tSU060pQSQADl5mRrO4P5VnQC+K01JqtFWMMveZimqiEJGo6gkcvWtzIclA6HcLTuxnsjbZNyYhgOsbiek1Dx0U980lbuZiIPdkNsFmeWtTublGuunNVw7MeWvJQv2hinCEA2rTeNv+YwI8A\/dBEty0y\/iiIHINDurYutVr3HzBlBIMbjefKtAa1TNeiATlieW8\/ma1skpwSltigOYiAN9tzzk1I6nHRRAkCiqcUDdBCEkxGYNA9ARrPnUsZ7sguUcgMgIaqeD8KYHKqhF1zPmLGTyUnc+dW3f1vE4\/KvktIMOWaVXrZXSYawttQiCFGw\/1zqRXAABQVtFlJcS4eLokaMNj+h8v9dQY5ImvHiAPmtmuLdlj2y4Yqyw8aTsY5\/3Fc1lCbJKyhz4envRTSZ+7zRO16\/dUY0m2O9VQGOhE6j0PrXaaz+ZBgc4gcHBcGd5whGJjaLJotP5UcXY7y2GBK3FOdTHiU7HTYgjQjY1xsczERRZnEOy8RxHIhdnBSQSO8ILS7WjwPMLzAcQljbuqFuQYE+G4N5QnfzXceY1MUE8ZuVn6hw6KzLG4ju37FMPcYcwVOx5jqDXYwhhnYJWjxcVxMWcRA4xE2zhz8ivOKWw6hc5DTIIj8ufpWsMsuFLpmx5m8W8R1C2xkUWLa2F0mVw2PA9Ci1afTPBGysohln9KsNxEUrc0XHUg8VWGGniOWcWBoHN3H7IbKMy3Icg7kRW9PcA6LwrQmJhdHiKeRxOiUfEFm7iyPiEydRaH4teenhHM+QNR4mJpFv\/AFdPurGBlINRDwcL116LTwWHCBFUQiiADMk9TOs8yTqTVctaxhDRqrjS98gLj4R8yrLCZQdS0knX\/WnpVed+T+2yrUVv1vRTtNux+QqGOYZNWqR0Zz3mSdy6+vd5GHqZJ8yKumbCPAEpPvyXNdHjY3EwhtHmdT52o4W1cYgLE88ohR6n\/RqCJ8JBbhY6HMqZsM9h+Jks8hst\/B4UWx1J3Y8\/7eVWmMDBQUjnWUxW6wiiIoiVxmBS4DMg\/iXQ\/wB\/esFoO61c0OFFcxxHs5f1CMrWzyEg\/Lb3HyqZj2to1qudLgnmw12nJSs3CtoC6slTBUiCRyIk7\/nVKRn9U5NLW4zNi\/qC6Vdmyl19SwaPA8xcTyzEaj91gQfOtZmlrb+myzBJbq+quVb9tocG8h528qv6lGMEj8Str+GoMzSFYDPFur\/8Zw8Ed8Ecf84FD8mAn2rXIb206LfgaOqTwfFlEq15LgbcIc9zygW5ke1TSBh1aKPy+agibKNHbfNW3VvXoBHcWZjV\/wBq46eH4AfXNr901GMovifJSmxX5WqlkKgRIVQI0jYcgBsKivW1udRSXu3MsvnAA06\/7nyqRrc1NA1ULnFvivRY+O4jee0xs2mLs4A7yBA18cMyz6SN6smJsbxZB8lE17pAdPiqrXB8VegtbSTvcvHOw03VWXu0P8KsPzrLYh1AVj+oeS6bhHAls2whYsAAAv3dPLn7\/KpTG0m6W7GZVrAVut17REURFEVd6yrCGE\/mPQ8qwQDuiyeJ8IZkIQg9M3xfMb+\/zqTDuEUmb5KnjcMcRFkBo8Cl7aZFC3MwMQSRp6TtXN7QymQkAgHcj7q72fG6OFrXkEj3ok7uHWCjZXQmQCJIPl0PpFcTDvGClykhzT6Ee+Wy6UzXTstvhcPUIXC3kB7tu+T8F3Rx\/Dc+96MJP4q6cL6t8JI9Psq0secBsgtVf4gsgXAyDmLqfD594sof+qupHiWyxEsOV3Ma\/JciTCPZKA4B7OR0I8ir141YBP8A6iyw5AMC3sASTXNYZmTEucCD6LquEboqAII9V5ZvXrki2rAE\/wCbdSAP4LZ8RPm0Dn4tquSz24FrKrrf7Kph8MWtcHvzX0pN4OyLS5VksTLE6sxO7MevyAAAGgAqr31OpxzO5D78laLDl8Aocz9kxcaY11BrfIJTlzURyWDIYwDXx0S2MvXAGyIpgEjM0ZjGgmNJPOrDmwBlSPJPJUxJiTJUUYA5n8aLCTD4q+INjOTzusBZT+G1bYh\/Vnn8q3bh4i3R2UdLv7fVZM84NZMx5mgPufkuh4N2d7oHM+rHMwSACYA5AQIAEADbc61I1jGjK0afNZDXOdmedemy3LdsKIUADyoABspFOsoiiIoiKIiiIoijcthhDAEdCKIs25h7ZfJ3bj94Dw7T6eW29aFjeS1LQdwpXeHLEEkjlmWY9Ig1BlaDYseh\/CwY2kUQlsVh25OQeotOT9DWWQNvoo3gcLHoVTausiwcxPUWLs\/RTWzsEHGwa+C0bKGijZ65SoXOIjSRd06YW+fyWth2ef8AIfEflZ75p5\/9T+FQeLIDJ+1fy4HEf\/Q1IOz9Nx\/2H5W4cDrr8P2TmAv2rqllGKIVgCLlu7a35hWVJHmJrBw7WaED6rcNCewV5C4VbTqcoJYpoJAOUsfvQfoayABst1o1lEURFERREURFERREURBFEWbj7Fob2if4Br9IqKSCOT9bQVs17m7FZl7HWVZkAxYKkiRhrzLp0buyCPMGrDOx2locMtH\/AJtv\/wDVhavxThuT8P2UlvK2oN0HqcNeB99BUUnZLd9L5hzb+uvqof8AyOX\/AC\/6uP2TVmwT097Tj86rPwIbuQfQH6KxFiw\/YH1sfVe3bbD7x9rTn8qryvo0S70Y77BTsbyA9SEtcuoDLd5p+HDXj+hqaKdjRTb\/AOpH2R2DMhzHL6ub+VLB4y1cfIPtUwT47F22un77IonympWMYdr+axKx7RZI9CD9CUyuItrH7G4STAlCTspLEnYDN9DU4aBsoLWtWVhFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURFERREURf\/2Q==\" alt=\"no los cosmol\u00f3gicos) en el fondo c\u00f3smico de microondas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los numerosos an\u00e1lisis realizados a los datos de WMAP se han encontrado una serie de &#8220;anomal\u00edas&#8221; cuyo origen est\u00e1 a\u00fan por determinar. En el art\u00edculo se nos dice: &#8221; El flujo oscuro es controvertido debido a que la distribuci\u00f3n de la materia en el Universo observado no puede tenerlo en cuenta. Su existencia sugiere que alguna estructura m\u00e1s all\u00e1 del Universo visible -fuera de nuestro &#8220;horizonte&#8221;- est\u00e1 tirando de la materia en nuestra vecindad&#8221;. Es decir, que de lo que en realidad se trata es, de saber cuanto vale Omega (\u03a9), o, lo que es lo mismo, la cantidad de materia que contiene el Universo metiendo en ese &#8220;saco&#8221; tanto a la materia bari\u00f3nica como a la oscura.<\/p>\n<p style=\"text-align: justify;\">Las anomal\u00edas observadas no son debidas ni al ruido ni a residuos contaminantes, lo m\u00e1s probable es que sea debida a defectos topol\u00f3gicos en forma de textura. Seguramente la misi\u00f3n Planck de la ESA nos proporcionar\u00e1 la mejor medida de la anisotrop\u00eda en la intensidad del Fondo C\u00f3smico de Microondas en todo el cielo con una sensibilidad, resoluci\u00f3n y cubrimiento frecuencial sin precedentes.<\/p>\n<p>Las fronteras del conocimiento sobre el Universo se ampl\u00edan d\u00eda a d\u00eda y, a no tardar mucho podremos saber sobre:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"La inflaci\u00f3n c\u00f3smica - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"ORIGEN DEL UNIVERSO - TEORIA INFLACIONARIA: Inflaci\u00f3n C\u00f3smica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<ul>\n<li>Las caracter\u00edsiticas de la \u00e9poca inflacionaria as\u00ed como de las fluctuaciones primordiales en la densidad que all\u00ed se generaron.<\/li>\n<li>La existencia de ondas gravitatorias primordiales.<\/li>\n<li>La naturaleza de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y la energ\u00eda oscura y su contribuci\u00f3n al contenido material\/energ\u00e9tico total del Universo.<\/li>\n<li>La distribuci\u00f3n de c\u00famulos de galaxias seleccionados mediante el efecto Sunyaev-Zeldovich.<\/li>\n<li>La \u00e9poca de reionizaci\u00f3n\u201d.<\/li>\n<\/ul>\n<div><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4c\/Galaxies_during_the_era_of_reionisation_in_the_early_Universe_%28simulation%29.tiff\/lossy-page1-1200px-Galaxies_during_the_era_of_reionisation_in_the_early_Universe_%28simulation%29.tiff.jpg\" alt=\"Reionizaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Galaxias durante la era de reionizaci\u00f3n en el universo temprano (simulaci\u00f3n).<\/div>\n<p style=\"text-align: justify;\">Y, muchas cosas m\u00e1s que de momento ignoramos y que, como podemos leer en el art\u00edculo de arriba, cada d\u00eda quedan m\u00e1s cerca de nuestro entendimiento gracias al trabajo de muchos y, sobre todo, al ingenio de los seres humanos que, con su inagotable imaginaci\u00f3n y, por fin, unificando los conocimientos adquiridos durante largos a\u00f1os, ahora van\u00a0aprendiendo a dirigir sus esfuerzos en la debida direcci\u00f3n, que nos llevar\u00e1, a desvelar\u00a0cosas que no comprendemos para saber, cada vez m\u00e1s profundamente, como funciona el Universo en el que vivimos y por qu\u00e9 de sus comportamientos.<\/p>\n<p style=\"text-align: justify;\">La naturaleza a temperaturas muy bajas tiene una gran cantidad de sorpresas bajo la manga\u201d, comenta Meyer. \u201cNo quiero especular sobre cu\u00e1l resultar\u00e1 ser la explicaci\u00f3n de la emisi\u00f3n criog\u00e9nica, pero no me sorprender\u00eda si la estructura de banda de los semiconductores desempe\u00f1a un papel importante\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/www.abc.es\/Media\/201011\/25\/HubblePairblog--478x270.jpg\" alt=\"\" width=\"478\" height=\"270\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><strong>Estructuras desconocidas arrastran las galaxias de nuestro universo<\/strong><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">\u00a1Hay tantas cosas que desconocemos! Pudiera incluso ser posible que, esa fuerza misteriosa que <strong>tira de nuestras galaxias y, cuya responsabilidad se la adjudicamos a \u201cla <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, sea, en<\/strong> realidad, la fuerza de Gravedad que generan cientos de miles de Galaxias situadas en otro universo que, vecino del nuestro, incide de manera directa en el comportamiento de los objetos que el nuestro contiene.<\/p>\n<p style=\"text-align: justify;\">\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<p style=\"text-align: justify;\">Mira que, si finalmente, descubrimos que nuestro Universo es s\u00f3lo uno m\u00e1s de entre millones<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Porque, \u00bfqui\u00e9n puede asegurar que nuestro Universo es el \u00fanico universo? Nosotros decimos, en relaci\u00f3n a \u201cnuestro\u201d Universo, que comprende \u201ctodo\u201d lo que existe, incluyendo el espacio, el tiempo y la materia. Claro que, al decir \u201ctodo lo que existe\u201d nos estamos refiriendo al \u00e1mbito del propio Universo, sin pensar en que, m\u00e1s all\u00e1 de \u00e9ste nuestro, puedan existir otros iguales o diferentes que, como el nuestro, tenga tambi\u00e9n espacio, tiempo y materia, y, si es as\u00ed, \u00bfPor qu\u00e9 esa materia vecina no puede incidir, con la fuerza de Gravedad que su materia genera, en \u00e9ste Universo nuestro? Si recordamos bien, se dice que, tanto el alcance de la <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a> como el de la Gravitatoria, son infinitos. De esa manera, esa materia que conforma otros universos, podr\u00eda estar \u201ctirando\u201d de nuestras galaxias y, haciendo que corran a m\u00e1s velocidad de la que tendr\u00edan de no concurrir en escena, alguna otra fuerza externa. Claro que, nosotros, creyendo que la idea de otros universos es algo atrevida, hemos preferido adoptar a la \u201cMateria Oscura\u201d para que explique, o, m\u00e1s bien justifique, las anomal\u00edas observadas.<\/p>\n<p style=\"text-align: justify;\">Una cosa s\u00ed que est\u00e1 clara, el Universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes. Tal separaci\u00f3n gradual, a medida que el tiempo pasa, hace que el Universo sea, cada vez m\u00e1s fr\u00edo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/bp3.blogger.com\/_RQOlTrR3iCU\/RfROfZkop0I\/AAAAAAAAACw\/D_6cbKWPKkI\/s320\/universo.jpg\" alt=\"\" width=\"320\" height=\"293\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">\u00bfNo pasar\u00e1 con los universos como ocurre con las galaxias? Sabemos que Andr\u00f3meda se nos echa encima a 100 Km\/s, y, de la misma manera, son m\u00faltiples las galaxias que se han fundido en una sola galaxia mayor. Si eso es as\u00ed (que lo es), si las leyes del Universo son las que son, \u00bfqui\u00e9n puede negar que al igual que las galaxias, tambi\u00e9n los universos se funden en otro mayor?<\/p>\n<p style=\"text-align: justify;\">Yo, la verdad es que no acabo de estar de acuerdo con la dichosa \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, algo me dice que hay algo m\u00e1s que no sabemos ver y, posiblemente, la fuerza de Graedad tenga alguna propiedad o extensi\u00f3n desconocida. Por otra parte,\u00a0 la idea, no de universos paralelos que ser\u00edan intangibles para nosotros al estar situados en otro plano dimensional, sino la idea de universos conexos que, de alguna manera, se relacionan entre s\u00ed a una escala tan enorme que a\u00fan no hemos podido captar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/y4dT7CpYRyY\/hqdefault.jpg\" alt=\"Conferencia: La hip\u00f3tesis del multiverso: \u00bfSon posibles muchos ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Existen multitud de mundos, de estrellas, de galaxias&#8230; \u00bfPor qu\u00e9 no de universos?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Creo firmemente que, eso debe ser as\u00ed seg\u00fan los indicios que, cada vez son m\u00e1s fuertes apuntando en dicha direcci\u00f3n, y, esos modelos que nos hemos inventado del Universo Plano, Abierto o Cerrado, no son m\u00e1s que palos de ciego tratando de explicar lo que no comprendemos.<\/p>\n<p style=\"text-align: justify;\">La materia que conforma nuestro Universo es la que podemos ver y detectar, la que confroman todos los objetos existentes nosotros incluidos, y, sin importar la forma que est\u00e9 adoptando en este momento, la materia, materia es: es decir, Quarks y Leptones. Es posible que, seguramente, est\u00e9 acompa\u00f1ada de esa otra escondida en eso que llamamos \u201cfluctuaciones de vac\u00edo\u201d donde, que sepamos, puede haber oculto mucho m\u00e1s de lo que hemos podido localizar, ya que, su dominio, el dominio de los llamados \u201coc\u00e9anos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>\u201d nos quedan muy, pero que muy lejos, y, ahora, con el LHC, posiblemente podamos obtener algunas de las respuestas tan deseadas y necesarias para rellenar muchos de los espacios \u201cvac\u00edos\u201d que est\u00e1n presentes en nuestros conocimientos limitados.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/mediaarchive.cern.ch\/MediaArchive\/Photo\/Public\/2011\/1101021\/1101021_08\/1101021_08-A5-at-72-dpi.jpg\" alt=\"Screenshot of CERN's new blog\" width=\"561\" height=\"373\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pensemos en el Universo y que con el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y otros magn\u00edficos aparatos tecnol\u00f3gicos de complejo dise\u00f1o, hemos podido acceder a un conocimiento m\u00e1s profundo de lo que puede ser la materia y las part\u00edculas de que est\u00e1 conformada. Por otra parte y pensando en el enorme costo que nos suponen esos inmensos aceleradores de part\u00edculas que nos llevan (durante una fracci\u00f3n de segundo) al instante mismo de la creaci\u00f3n para que, all\u00ed, podamos &#8220;ver&#8221; lo que fue y entender, de esa manera, lo que es, a costa de una inemnsa energ\u00eda. Precisamente por ello, ser\u00eda deseable busca otros caminos m\u00e1s din\u00e1micos y menos costosos (la Qu\u00edmica) que nos llevaran hasta el mismo lugar sin tanta estructura y con menos esfuerzo econ\u00f3mico que se podr\u00eda destinar a otros proyectos del espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/www.oarval.org\/Hubble.jpg\" alt=\" [HST] \" width=\"340\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sabemos de su magnificencia y de su \u201cinfinitud\u201d. Lleva 13.700 millones de a\u00f1os creciendo, y, hemos logrado la proeza de captar galaxias situadas a unos 13.ooo millones de a\u00f1os-luz de nosotros, es decir, de cuando el Universo era muy joven.<\/p>\n<p style=\"text-align: justify;\">Con las nuevas generaciones de aparatos, con las nuevas y m\u00e1s avanzadas tecnolog\u00edas, seguramente, alcanzaremos a poder ver, incluso el momento mismo de \u201cla gran explosi\u00f3n\u201d.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, tales hallazgos no ser\u00e1n suficientes para explicar todo lo que en verdad existe y est\u00e1 ah\u00ed, \u201cjunto\u201d a nosotros, haci\u00e9ndonos se\u00f1ales que no podemos captar, y, seguramente, envi\u00e1ndonos mensajes que no podemos recibir.<\/p>\n<p style=\"text-align: justify;\">\u00a1Alg\u00fan d\u00eda, muy lejos en el futuro, podremos, al fin saber, en qu\u00e9 Universo estamos y si, \u00e9ste Universo nuestro, tiene otros hermanos!<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"aligncenter\" style=\"padding-right: 8px; padding-top: 8px; padding-bottom: 8px;\" src=\"http:\/\/m1.paperblog.com\/i\/24\/243332\/universos-paralelos-tiene-el-nuestro-un-gemel-L-2.jpeg\" alt=\"\" width=\"400\" height=\"382\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cKashlinsky y su equipo afirman que su observaci\u00f3n representa la primera pista de lo que hay m\u00e1s all\u00e1 del horizonte c\u00f3smico. Al averiguarlo, podremos saber c\u00f3mo se ve\u00eda el universo inmediatamente despu\u00e9s del\u00a0<em><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/em>, o\u00a0<a href=\"http:\/\/es.wikipedia.org\/wiki\/Universos_paralelos#Teor.C3.ADa_de_los_universos_m.C3.BAltiples_de_Everett\" target=\"_blank\">si nuestro universo es uno de muchos<\/a>. Otros no est\u00e1n tan seguros. Una interpretaci\u00f3n diferente dice que no tiene nada que ver con universos extra\u00f1os sino el resultado de un defecto en una de las piedras angulares de la cosmolog\u00eda, la idea de que el universo debe verse igual en todas direcciones. O sea, si las observaciones resisten un escrutinio preciso.\u201d<\/p>\n<p style=\"text-align: justify;\">\u201cLas estructuras m\u00e1s all\u00e1 del \u201cborde\u201d del Universo observable, el cual est\u00e1n esencialmente confinados a una regi\u00f3n con un radio de 14 mil millones de a\u00f1os luz, dado que s\u00f3lo la luz dentro de esta distancia ha tenido tiempo de llegar hasta nosotros desde el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">En el escenario de inflaci\u00f3n, la expansi\u00f3n est\u00e1 dirigida por un campo de energ\u00eda de un origen misterioso. Erickcek y sus colegas argumentan que la asimetr\u00eda podr\u00eda ser el remanente de las fluctuaciones en un campo de energ\u00eda adicional, el cual empez\u00f3 siendo diminuto, pero estall\u00f3 por la inflaci\u00f3n hasta que se hizo mayor que el universo observable.<\/p>\n<p style=\"text-align: justify;\">Como resultado, el valor de este campo de energ\u00eda vari\u00f3 desde un lado del universo al otro en los inicios, aumentando las variaciones de temperatura \u2013 y densidad de materia \u2013 en un lado del cielo con respecto a otro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.explicacion.net\/wp-content\/uploads\/2018\/05\/imagen-explicativa-de-las-etapas-del-big-bang-800x519.jpg\" alt=\"Explicacion de la teoria del Big Bang\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 El Universo se expande&#8230; \u00bfBuscando otro universo para fundirse con \u00e9l? Las galaxias lo hacen<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La conclusi\u00f3n, si es correcta, har\u00eda a\u00f1icos una apreciada suposici\u00f3n sobre el universo. \u201cUno de los sustentos b\u00e1sicos de la cosmolog\u00eda es que el universo es el mismo en todas las direcciones, y el modelo est\u00e1ndar de la inflaci\u00f3n se construye sobre estos cimientos\u201d, dijo Erickcek a New Scientist. \u201cSi la asimetr\u00eda es real, entonces nos dice que un lado del universo es de alg\u00fan modo distinto al otro lado\u201d.<\/p>\n<p style=\"text-align: justify;\"><strong>\u201cEl universo, tan vasto para la mayor\u00eda de nosotros, a veces les resulta peque\u00f1o a los cosm\u00f3logos. Observando a enormes distancias de la Tierra han encontrado una \u201cventana\u201d que podr\u00eda mostrarnos que existe algo m\u00e1s all\u00e1 de los 45.000 millones de a\u00f1os luz, el \u201cborde final\u201d observable de esta burbuja c\u00f3smica que nos aloja. \u00bfConstituye esto una evidencia de la existencia otros universos?\u201d<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"M\u00e1s all\u00e1 del universo (observable) \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"En el cielo las estrellas: septiembre 2012\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">He buscado diversas opiniones y estudios que arriba est\u00e1n para su lectura, y, tambi\u00e9n he <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>do aqu\u00ed mis propias opiniones sobre todo este complejo tema. Leyendo a unos y otros sabemos que, a nada se ha llegado de manera definitiva pero, la idea de que m\u00e1s all\u00e1 del horizonte de nuestro Universo, hay algo m\u00e1s, toma fuerza y amplia nuestra visi\u00f3n en relaci\u00f3n a d\u00f3nde podemos estar y lo que, verdaderamente pueda ser todo esto.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F26%2F%25c2%25bfen-que-universo-estamos-%25c2%25bfhabra-otros-mas-alla-del-nuestro%2F&amp;title=%C2%BFEn+qu%C3%A9+Universo+estamos%3F+%C2%BFHabr%C3%A1+otros+m%C3%A1s+all%C3%A1+del+nuestro%3F' 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; 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mismo del nuestro, y, adem\u00e1s, es posible que, las grandes estructuras de estos universos (del m\u00e1s [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[9],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4742"}],"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=4742"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4742\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4742"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4742"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4742"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}